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		<title>Piano Transizione 5.0: fai la mossa giusta al momento giusto</title>
		<link>https://areaprofessional.com/piano-transizione-5-0-fai-la-mossa-giusta-al-momento-giusto/</link>
		
		<dc:creator><![CDATA[Federica Savi]]></dc:creator>
		<pubDate>Thu, 18 Jul 2024 10:40:42 +0000</pubDate>
				<category><![CDATA[NEWS]]></category>
		<category><![CDATA[gestione energetica]]></category>
		<category><![CDATA[industria 4.0]]></category>
		<category><![CDATA[monitoraggio energetico]]></category>
		<guid isPermaLink="false">https://areaprofessional.com/?p=39516</guid>

					<description><![CDATA[<p>Siamo in attesa da mesi dei decreti attuativi della normativa Transizione 5.0, ma non siamo restati con le mani in mano. Insieme ad alcuni clienti&#160; abbiamo giocato d’anticipo. Infatti, la sola certezza legata alla 5.0 è che il tempo a disposizione è limitato: tutti i beni strumentali 4.0 funzionali al conseguimento degli obiettivi di riduzione &#8230; </p>
<p class="link-more"><a href="https://areaprofessional.com/piano-transizione-5-0-fai-la-mossa-giusta-al-momento-giusto/" class="more-link">Leggi tutto<span class="screen-reader-text"> "Piano Transizione 5.0: fai la mossa giusta al momento giusto"</span></a></p>
<p>L'articolo <a href="https://areaprofessional.com/piano-transizione-5-0-fai-la-mossa-giusta-al-momento-giusto/">Piano Transizione 5.0: fai la mossa giusta al momento giusto</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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					<h2 class="elementor-heading-title elementor-size-default">Siamo in attesa da mesi dei decreti attuativi della normativa Transizione 5.0,
ma non siamo restati con le mani in mano.</h2>				</div>
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									<p><span style="font-weight: 400;">Insieme ad alcuni clienti&nbsp; abbiamo giocato d’anticipo.</span></p>
<p><span style="font-weight: 400;">Infatti, la sola certezza legata alla 5.0 è che il tempo a disposizione è limitato: tutti i beni strumentali 4.0 funzionali al conseguimento degli obiettivi di riduzione dei consumi energetici previsti da Transizione 5.0 dovranno essere ordinati, installati, collaudati ed interconnessi al sistema di gestione della produzione entro il 31 dicembre 2025.&nbsp;</span></p>
<p><strong>Questo cosa vuol dire?</strong></p>
<p><span style="font-weight: 400;">Primo: definire il perimetro del progetto che utilizzando le tecnologie 4.0 porta a una riduzione dei consumi energetici del processo coinvolto o dell’intera struttura produttiva.</span></p>
<p><span style="font-weight: 400;">Secondo: anticipare gli ordini dei beni funzionali necessari al conseguimento degli obiettivi del progetto 5.0.</span></p>
<p><span style="font-weight: 400;">Terzo: attuare una strategia di raccolta dei dati di consumo ex-ante, condizione basilare per poter dimostrare di aver ottenuto un efficientamento energetico misurabile.</span></p>
<p><span style="font-weight: 400;">Questa è la strada condivisa con <span style="text-decoration: underline;"><a href="https://www.atpmec.com/" target="_blank" rel="noopener"><b>ATP SRL</b></a></span> azienda specializzata nella realizzazione di armadi rack per il mondo del networking, dell’elettronica e dell’automazione industriale e per il settore ferroviario.</span></p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Il progetto</h2>				</div>
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									<p><span style="font-weight: 400;">In vista di un ammodernamento del parco macchinari,  e dunque di una 4.0, si è deciso di introdurre subito un sistema di monitoraggio, finalizzato a raccogliere i dati di consumi dei vari processi produttivi.</span></p><p><span style="font-weight: 400;">In poche ore abbiamo installato 5 punti di misura dell’energia elettrica con sensori wireless forniti da @centrica Business solutions e attivato il portale Power Radar per visualizzare i dati.</span></p><p><span style="font-weight: 400;">In questo modo, ATP ha iniziato ad acquisire i dati di consumo energetico sui cui poi fare i calcoli di risparmio energetico (ex ante).</span></p><p><span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif;">ATP potrà verificare Ex Ante i consumi e poi confrontarli quando sarà disponibile il nuovo macchinario.</span></p>								</div>
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									<p><span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif;">Si potrebbe persino ipotizzare di effettuare preventivamente dei test sulla macchina nuova eseguendo lavorazioni standard e acquisendo i dati di consumo.</span></p><p><span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif;">Grazie a questa visione lungimirante e alle caratteristiche di Energy Insight (sistema modulare estremamente facile e veloce da installare), ATP sarà presto in grado di dimostrare il potenziale risparmio energetico del nuovo processo e, al momento opportuno, far partire immediatamente le pratiche per le agevolazioni fiscali 5.0.</span></p>								</div>
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															<img fetchpriority="high" decoding="async" width="640" height="322" src="https://areaprofessional.com/wp-content/uploads/2024/07/Centrica_ATP.png" class="attachment-large size-large wp-image-39519" alt="Centrica_ATP" srcset="https://areaprofessional.com/wp-content/uploads/2024/07/Centrica_ATP.png 642w, https://areaprofessional.com/wp-content/uploads/2024/07/Centrica_ATP-300x151.png 300w" sizes="(max-width: 34.9rem) calc(100vw - 2rem), (max-width: 53rem) calc(8 * (100vw / 12)), (min-width: 53rem) calc(6 * (100vw / 12)), 100vw" />															</div>
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		<p>L'articolo <a href="https://areaprofessional.com/piano-transizione-5-0-fai-la-mossa-giusta-al-momento-giusto/">Piano Transizione 5.0: fai la mossa giusta al momento giusto</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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		<title>Dall’interconnessione dei macchinari al monitoraggio energetico: Artoni e Fadani verso la completa digitalizzazione dei processi produttivi per l’efficientamento energetico del nuovo stabilimento.</title>
		<link>https://areaprofessional.com/interconnessione-monitoraggio-energetico/</link>
		
		<dc:creator><![CDATA[Federica Savi]]></dc:creator>
		<pubDate>Thu, 18 Jul 2024 10:20:32 +0000</pubDate>
				<category><![CDATA[NEWS]]></category>
		<category><![CDATA[area-mes]]></category>
		<category><![CDATA[gestione energetica]]></category>
		<category><![CDATA[industria 4.0]]></category>
		<category><![CDATA[industria 5.0]]></category>
		<category><![CDATA[monitoraggio energetico]]></category>
		<guid isPermaLink="false">https://areaprofessional.com/?p=39505</guid>

					<description><![CDATA[<p>L&#8217;azienda Artoni e Fadani S.r.l. è un’azienda italiana produttrice di pannelli di compensato e multistrato di pioppo, betulla e faggio.  Il progetto Artoni e Fadani S.r.l., dopo aver implementato un sistema MES per l’interconnessione dei nuovi macchinari secondo i requisiti della 4.0, ci ha subito chiesto di parlare di efficienza energetica. Insieme al cliente, si &#8230; </p>
<p class="link-more"><a href="https://areaprofessional.com/interconnessione-monitoraggio-energetico/" class="more-link">Leggi tutto<span class="screen-reader-text"> "Dall’interconnessione dei macchinari al monitoraggio energetico: Artoni e Fadani verso la completa digitalizzazione dei processi produttivi per l’efficientamento energetico del nuovo stabilimento."</span></a></p>
<p>L'articolo <a href="https://areaprofessional.com/interconnessione-monitoraggio-energetico/">Dall’interconnessione dei macchinari al monitoraggio energetico: Artoni e Fadani verso la completa digitalizzazione dei processi produttivi per l’efficientamento energetico del nuovo stabilimento.</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
]]></description>
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					<h2 class="elementor-heading-title elementor-size-default">L'azienda</h2>				</div>
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									<p>Artoni e Fadani S.r.l. è un’azienda italiana produttrice di pannelli di compensato e multistrato di pioppo, betulla e faggio. </p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Il progetto</h2>				</div>
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									<p><span style="font-weight: 400;">Artoni e Fadani S.r.l., dopo aver implementato un sistema MES per l’interconnessione dei nuovi macchinari secondo i requisiti della 4.0, ci ha subito chiesto di parlare di efficienza energetica.</span></p>
<p><span style="font-weight: 400;">Insieme al cliente, si è valutato di introdurre una soluzione di monitoraggio dei consumi energetici, integrata nel MES tramite il modulo </span><span style="text-decoration: underline;"><a href="/modulo-enpi-di-areames/"><span style="font-weight: 400;">EnPI (Energy Performance Indicator</span></a></span><span style="font-weight: 400;">), per poter avere subito le informazioni di consumo correlate a quelle di produzione. Questo molto prima che si sentisse parlare di Piano 5.0.</span></p>
<p><span style="font-weight: 400;">Oggi, grazie a questa lungimirante scelta, il cliente può già predisporre dei report di efficienza energetica basandosi su dati reali, esattamente come richiesto dal decreto attuativo.</span></p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">I risultati</h2>				</div>
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									<p><span style="font-weight: 400;">Grazie all’utilizzo del MES, tutti i macchinari dispongono di un software che raccoglie e analizza le statistiche di produzione monitorandone i consumi energetici.</span></p>								</div>
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				</div>
		<p>L'articolo <a href="https://areaprofessional.com/interconnessione-monitoraggio-energetico/">Dall’interconnessione dei macchinari al monitoraggio energetico: Artoni e Fadani verso la completa digitalizzazione dei processi produttivi per l’efficientamento energetico del nuovo stabilimento.</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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		<title>Software MES e sistema per il monitoraggio dell&#8217;energia: Latteria Ca’ De’ Stefani</title>
		<link>https://areaprofessional.com/mes-e-monitoraggio-energetico-la-sinergia-per-linnovazione/</link>
		
		<dc:creator><![CDATA[Alberto Pica]]></dc:creator>
		<pubDate>Wed, 27 Sep 2023 12:42:38 +0000</pubDate>
				<category><![CDATA[REFERENZE]]></category>
		<category><![CDATA[area-mes]]></category>
		<category><![CDATA[areaM2M]]></category>
		<category><![CDATA[Food & Beverage]]></category>
		<category><![CDATA[gestione energetica]]></category>
		<guid isPermaLink="false">https://areaprofessional.com/?p=33341</guid>

					<description><![CDATA[<p>MES e monitoraggio energetico: la sinergia perfetta per l&#8217;innovazione LATTERIA CA&#8217; DE&#8217; STEFANI Latteria Ca’ De’ Stefani, nata nel 1900 nel cuore della Pianura Padana, è una delle prime latterie sociali cooperative italiane. L’azienda è specializzata nella produzione di Grana Padano DOP e Provolone Valpadana Dop. SETTORE: lattiero &#8211; casearioPAESE: ItaliaDURATA PROGETTO: 4 mesi Visita &#8230; </p>
<p class="link-more"><a href="https://areaprofessional.com/mes-e-monitoraggio-energetico-la-sinergia-per-linnovazione/" class="more-link">Leggi tutto<span class="screen-reader-text"> "Software MES e sistema per il monitoraggio dell&#8217;energia: Latteria Ca’ De’ Stefani"</span></a></p>
<p>L'articolo <a href="https://areaprofessional.com/mes-e-monitoraggio-energetico-la-sinergia-per-linnovazione/">Software MES e sistema per il monitoraggio dell&#8217;energia: Latteria Ca’ De’ Stefani</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
]]></description>
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					<h1 class="elementor-heading-title elementor-size-default">MES e monitoraggio energetico: la sinergia perfetta per l'innovazione</h1>				</div>
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																<a href="https://www.latteriacadestefani.it/index.php/it/" target="_blank" title="Visita il sito della Latteria sociale Ca&#039; De&#039; Stefani">
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									LATTERIA CA' DE' STEFANI								</h4>
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							<p style="text-align: left;">Latteria Ca’ De’ Stefani, nata nel 1900 nel cuore della Pianura Padana, è una delle prime latterie sociali cooperative italiane. L’azienda è specializzata nella produzione di Grana Padano DOP e Provolone Valpadana Dop.</p><p><b>SETTORE: </b>lattiero &#8211; caseario<br /><b>PAESE: </b>Italia<br /><b>DURATA PROGETTO: </b>4 mesi</p>						</div>
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									<p><em>&#8220;La nostra latteria vanta una storia di oltre 120 anni sul territorio e da sempre cerchiamo di combinare la tradizione con l&#8217;innovazione. Questa sinergia ci ha permesso di mantenere la nostra competitività sul mercato in continua evoluzione.</em></p><p><em>Riconoscendo l&#8217;importanza dell&#8217;innovazione e dell&#8217;adozione di tecnologie moderne, abbiamo scelto di collaborare con Area Group per digitalizzare la Latteria Ca’ De’ Stefani.</em></p><p><em>Il nostro obiettivo primario era quello di migliorare l&#8217;efficienza dell&#8217;azienda, <span style="text-decoration: underline;"><a title="Scopri come raccogliere e centralizzare i dati dei tuoi macchinari" href="https://areaprofessional.com/manufacturing-execution-system/"><strong>raccogliendo i dati</strong></a></span> dai macchinari in tempo reale in linea con i principi di <strong>Industria 4.0</strong>, ma anche perseguire la sostenibilità, grazie a interventi di <span style="text-decoration: underline;"><a title="Monitora i consumi energetici del tuo stabilimento" href="https://areaprofessional.com/sistema-di-monitoraggio-dell-energia/"><strong>monitoraggio energetico</strong></a></span>.&#8221;<br /></em><br /><span style="color: #000000;"><em><strong>La direzione – Latteria Ca’ De’ Stefani</strong></em></span></p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Il progetto</h2>				</div>
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									<p>La Latteria Ca&#8217; De&#8217; Stefani ha scelto di affidarsi ad Area Group sia per<strong> interconnettere i macchinari di produzione</strong> secondo i requisiti di conformità ai principi di Industria 4.0, sia per monitorare i consumi energetici durante il processo di produzione.</p><p>Il primo obiettivo è stato raggiunto implementando un <a href="https://areaprofessional.com/manufacturing-execution-system/">Manufacturing Execution System (MES) </a>che, oltre a interconnettere i diversi macchinari, ha permesso una raccolta automatica e centralizzata di tutti i dati di produzione.<br />Il secondo obiettivo è stato soddisfatto attraverso un <a href="https://areaprofessional.com/gestione-energetica/">Sistema di Monitoraggio Energetico</a> modulare e facile da installare grazie all’assenza di cablaggi. Sono stati forniti, infatti, dei trasformatori amperometrici wireless che hanno consentito la messa in servizio in poche settimane.</p><p>All’interno dello stabilimento sono stati introdotti quasi 20 punti di misura (tra cui compressori, impianto di condizionamento, magazzini, depuratore, ecc) così da permettere al cliente non solo la rilevazione puntuale dei consumi, ma anche e soprattutto la creazione di gerarchie energetiche personalizzate e la visualizzazione dei relativi flussi energetici (per turno, per macchina, per lotto).</p><p>Oggi Latteria Ca’ De’ Stefani è in grado di definire e monitorare <a href="https://areaprofessional.com/energy-business-intelligence/"><strong>indicatori energetici associati ai lotti prodotti</strong></a>, ovvero gli <a href="https://areaprofessional.com/modulo-enpi-di-areames/">EnPI, Energy Performance Indicator</a> dell’intera infrastruttura energetica</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Tecnologie utilizzate:</h3>				</div>
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																<a href="https://areaprofessional.com/manufacturing-execution-system/" title="Scopri il nostro MES corporate">
							<img decoding="async" width="640" height="333" src="https://areaprofessional.com/wp-content/uploads/2023/02/EnPI-1024x532.png" class="attachment-large size-large wp-image-27592" alt="Visualizzazione Dashboard EnPi" srcset="https://areaprofessional.com/wp-content/uploads/2023/02/EnPI-1024x532.png 1024w, https://areaprofessional.com/wp-content/uploads/2023/02/EnPI-300x156.png 300w, https://areaprofessional.com/wp-content/uploads/2023/02/EnPI-768x399.png 768w, https://areaprofessional.com/wp-content/uploads/2023/02/EnPI-1536x798.png 1536w, https://areaprofessional.com/wp-content/uploads/2023/02/EnPI-1568x815.png 1568w, https://areaprofessional.com/wp-content/uploads/2023/02/EnPI.png 1902w" sizes="(max-width: 34.9rem) calc(100vw - 2rem), (max-width: 53rem) calc(8 * (100vw / 12)), (min-width: 53rem) calc(6 * (100vw / 12)), 100vw" />								</a>
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									<p>MANUFACTURING EXECUTION SYSTEM</p>								</div>
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									<p style="text-align: justify;">Software che raccoglie i dati provenienti dai macchinari, li storicizza e li trasforma in statistiche.</p>								</div>
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																<a href="https://areaprofessional.com/sistema-di-monitoraggio-dell-energia/" title="sistema di monitoraggio wireless e facile da installare grazie ai sensori del nostro partner Centrica Business Solutions">
							<img loading="lazy" decoding="async" width="640" height="335" src="https://areaprofessional.com/wp-content/uploads/2023/02/centrica-1024x536.png" class="attachment-large size-large wp-image-26956" alt="Centrica Smart meter wireless" srcset="https://areaprofessional.com/wp-content/uploads/2023/02/centrica-1024x536.png 1024w, https://areaprofessional.com/wp-content/uploads/2023/02/centrica-300x157.png 300w, https://areaprofessional.com/wp-content/uploads/2023/02/centrica-768x402.png 768w, https://areaprofessional.com/wp-content/uploads/2023/02/centrica-1536x803.png 1536w, https://areaprofessional.com/wp-content/uploads/2023/02/centrica-1568x820.png 1568w, https://areaprofessional.com/wp-content/uploads/2023/02/centrica.png 2000w" sizes="(max-width: 34.9rem) calc(100vw - 2rem), (max-width: 53rem) calc(8 * (100vw / 12)), (min-width: 53rem) calc(6 * (100vw / 12)), 100vw" />								</a>
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									<p>SISTEMA DI MONITORAGGIO ENERGETICO</p>								</div>
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									<p>Sistema <strong>wireless</strong> che monitora i consumi energetici dello stabilimento.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Co2 assorbita in questo progetto:</h2>				</div>
				</div>
				<div class="elementor-element elementor-element-f7d5888 elementor-headline--style-highlight elementor-invisible elementor-widget elementor-widget-animated-headline" data-id="f7d5888" data-element_type="widget" data-e-type="widget" data-settings="{&quot;highlighted_text&quot;:&quot;650 kg &quot;,&quot;_animation&quot;:&quot;zoomInUp&quot;,&quot;headline_style&quot;:&quot;highlight&quot;,&quot;marker&quot;:&quot;circle&quot;,&quot;loop&quot;:&quot;yes&quot;,&quot;highlight_animation_duration&quot;:1200,&quot;highlight_iteration_delay&quot;:8000}" data-widget_type="animated-headline.default">
				<div class="elementor-widget-container">
							<h3 class="elementor-headline">
				<span class="elementor-headline-dynamic-wrapper elementor-headline-text-wrapper">
					<span class="elementor-headline-dynamic-text elementor-headline-text-active">650 kg </span>
				</span>
					<span class="elementor-headline-plain-text elementor-headline-text-wrapper">all'anno</span>
					</h3>
						</div>
				</div>
				<div class="elementor-element elementor-element-bfd6185 elementor-headline--style-highlight elementor-invisible elementor-widget elementor-widget-animated-headline" data-id="bfd6185" data-element_type="widget" data-e-type="widget" data-settings="{&quot;highlighted_text&quot;:&quot;Scopri come!&quot;,&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;marker&quot;:&quot;curly&quot;,&quot;headline_style&quot;:&quot;highlight&quot;,&quot;loop&quot;:&quot;yes&quot;,&quot;highlight_animation_duration&quot;:1200,&quot;highlight_iteration_delay&quot;:8000}" data-widget_type="animated-headline.default">
				<div class="elementor-widget-container">
								<a href="https://areaprofessional.com/sostenibilita/" title="Scopri la nostra iniziativa sostenibile!">

					<h3 class="elementor-headline">
				<span class="elementor-headline-dynamic-wrapper elementor-headline-text-wrapper">
					<span class="elementor-headline-dynamic-text elementor-headline-text-active">Scopri come!</span>
				</span>
				</h3>
		</a>				</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-4574b19 elementor-section-height-min-height elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-items-middle" data-id="4574b19" data-element_type="section" data-e-type="section" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}">
							<div class="elementor-background-overlay"></div>
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					<div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-bdb77f3" data-id="bdb77f3" data-element_type="column" data-e-type="column" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}">
			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-fae6e40 elementor-widget elementor-widget-heading" data-id="fae6e40" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Co2 assorbita in questo progetto:</h2>				</div>
				</div>
				<div class="elementor-element elementor-element-aca12fd elementor-headline--style-highlight elementor-widget elementor-widget-animated-headline" data-id="aca12fd" data-element_type="widget" data-e-type="widget" data-settings="{&quot;highlighted_text&quot;:&quot;650 kg &quot;,&quot;headline_style&quot;:&quot;highlight&quot;,&quot;marker&quot;:&quot;circle&quot;,&quot;loop&quot;:&quot;yes&quot;,&quot;highlight_animation_duration&quot;:1200,&quot;highlight_iteration_delay&quot;:8000}" data-widget_type="animated-headline.default">
				<div class="elementor-widget-container">
							<h3 class="elementor-headline">
				<span class="elementor-headline-dynamic-wrapper elementor-headline-text-wrapper">
					<span class="elementor-headline-dynamic-text elementor-headline-text-active">650 kg </span>
				</span>
					<span class="elementor-headline-plain-text elementor-headline-text-wrapper">all'anno.</span>
					</h3>
						</div>
				</div>
				<div class="elementor-element elementor-element-608f326 elementor-headline--style-highlight elementor-widget elementor-widget-animated-headline" data-id="608f326" data-element_type="widget" data-e-type="widget" data-settings="{&quot;highlighted_text&quot;:&quot;Scopri come!&quot;,&quot;marker&quot;:&quot;curly&quot;,&quot;headline_style&quot;:&quot;highlight&quot;,&quot;loop&quot;:&quot;yes&quot;,&quot;highlight_animation_duration&quot;:1200,&quot;highlight_iteration_delay&quot;:8000}" data-widget_type="animated-headline.default">
				<div class="elementor-widget-container">
								<a href="https://areaprofessional.com/sostenibilita/">

					<h3 class="elementor-headline">
				<span class="elementor-headline-dynamic-wrapper elementor-headline-text-wrapper">
					<span class="elementor-headline-dynamic-text elementor-headline-text-active">Scopri come!</span>
				</span>
				</h3>
		</a>				</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-934ba03 elementor-section-height-min-height elementor-section-boxed elementor-section-height-default elementor-section-items-middle" data-id="934ba03" data-element_type="section" data-e-type="section" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}">
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						<div class="elementor-element elementor-element-e86721f elementor-widget elementor-widget-heading" data-id="e86721f" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h5 class="elementor-heading-title elementor-size-default">AREA GROUP</h5>				</div>
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					</div>
		</div>
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				<div class="elementor-widget-container">
							<div class="elementor-social-icons-wrapper elementor-grid">
							<span class="elementor-grid-item">
					<a class="elementor-icon elementor-social-icon elementor-social-icon-linkedin elementor-repeater-item-12965c8" href="https://www.linkedin.com/company/areaprofessional" target="_blank" title="seguici su Linkedin!">
						<span class="elementor-screen-only">Linkedin</span>
						<svg aria-hidden="true" class="e-font-icon-svg e-fab-linkedin" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 32H31.9C14.3 32 0 46.5 0 64.3v383.4C0 465.5 14.3 480 31.9 480H416c17.6 0 32-14.5 32-32.3V64.3c0-17.8-14.4-32.3-32-32.3zM135.4 416H69V202.2h66.5V416zm-33.2-243c-21.3 0-38.5-17.3-38.5-38.5S80.9 96 102.2 96c21.2 0 38.5 17.3 38.5 38.5 0 21.3-17.2 38.5-38.5 38.5zm282.1 243h-66.4V312c0-24.8-.5-56.7-34.5-56.7-34.6 0-39.9 27-39.9 54.9V416h-66.4V202.2h63.7v29.2h.9c8.9-16.8 30.6-34.5 62.9-34.5 67.2 0 79.7 44.3 79.7 101.9V416z"></path></svg>					</a>
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				<div class="elementor-widget-container">
					<h5 class="elementor-heading-title elementor-size-default">LATTERIA CA' DE' STEFANI</h5>				</div>
				</div>
					</div>
		</div>
				<div class="elementor-column elementor-col-16 elementor-top-column elementor-element elementor-element-02c4280" data-id="02c4280" data-element_type="column" data-e-type="column">
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							<span class="elementor-grid-item">
					<a class="elementor-icon elementor-social-icon elementor-social-icon-linkedin elementor-repeater-item-12965c8" href="https://www.linkedin.com/company/latteria-sociale-ca-de-stefani-s-c-a-/" target="_blank" title="segui Latteria Ca&#039; De&#039; Stefani. su Linkedin">
						<span class="elementor-screen-only">Linkedin</span>
						<svg aria-hidden="true" class="e-font-icon-svg e-fab-linkedin" viewBox="0 0 448 512" xmlns="http://www.w3.org/2000/svg"><path d="M416 32H31.9C14.3 32 0 46.5 0 64.3v383.4C0 465.5 14.3 480 31.9 480H416c17.6 0 32-14.5 32-32.3V64.3c0-17.8-14.4-32.3-32-32.3zM135.4 416H69V202.2h66.5V416zm-33.2-243c-21.3 0-38.5-17.3-38.5-38.5S80.9 96 102.2 96c21.2 0 38.5 17.3 38.5 38.5 0 21.3-17.2 38.5-38.5 38.5zm282.1 243h-66.4V312c0-24.8-.5-56.7-34.5-56.7-34.6 0-39.9 27-39.9 54.9V416h-66.4V202.2h63.7v29.2h.9c8.9-16.8 30.6-34.5 62.9-34.5 67.2 0 79.7 44.3 79.7 101.9V416z"></path></svg>					</a>
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				</div>
					</div>
		</div>
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		</section>
				</div>
		<p>L'articolo <a href="https://areaprofessional.com/mes-e-monitoraggio-energetico-la-sinergia-per-linnovazione/">Software MES e sistema per il monitoraggio dell&#8217;energia: Latteria Ca’ De’ Stefani</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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		<item>
		<title>Quali sono i costi per il monitoraggio energetico?</title>
		<link>https://areaprofessional.com/monitoraggio-energetico-costi-industria-consumi-energia-acqua-gas/</link>
		
		<dc:creator><![CDATA[Alberto Pica]]></dc:creator>
		<pubDate>Sun, 24 Sep 2023 17:10:06 +0000</pubDate>
				<category><![CDATA[NEWS]]></category>
		<category><![CDATA[gestione energetica]]></category>
		<category><![CDATA[monitoraggio energetico]]></category>
		<guid isPermaLink="false">https://areaprofessional.com/?p=37246</guid>

					<description><![CDATA[<p>Un requisito fondamentale per migliorare l&#8217;efficienza energetica è la verifica del consumo per ogni singola utenza.  Perchè è importante il monitoraggio energetico in azienda? Per le aziende e per le industrie che mirano a massimizzare l&#8217;uso dell&#8217;energia, è fondamentale identificare e esaminare ciascun asset. L&#8217;obiettivo in questo contesto è di metterti in posizione di monitorare &#8230; </p>
<p class="link-more"><a href="https://areaprofessional.com/monitoraggio-energetico-costi-industria-consumi-energia-acqua-gas/" class="more-link">Leggi tutto<span class="screen-reader-text"> "Quali sono i costi per il monitoraggio energetico?"</span></a></p>
<p>L'articolo <a href="https://areaprofessional.com/monitoraggio-energetico-costi-industria-consumi-energia-acqua-gas/">Quali sono i costi per il monitoraggio energetico?</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
]]></description>
										<content:encoded><![CDATA[		<div data-elementor-type="wp-post" data-elementor-id="37246" class="elementor elementor-37246" data-elementor-post-type="post">
						<section class="elementor-section elementor-top-section elementor-element elementor-element-4fa6034 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="4fa6034" data-element_type="section" data-e-type="section">
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						<div class="elementor-element elementor-element-03064e7 elementor-widget elementor-widget-text-editor" data-id="03064e7" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>Un requisito fondamentale per migliorare l&#8217;efficienza energetica è la verifica del consumo per ogni singola utenza. </p>								</div>
				</div>
					</div>
		</div>
					</div>
		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-8911b5e elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="8911b5e" data-element_type="section" data-e-type="section">
						<div class="elementor-container elementor-column-gap-default">
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			<div class="elementor-widget-wrap elementor-element-populated">
						<div class="elementor-element elementor-element-5bf91e8 elementor-widget elementor-widget-heading" data-id="5bf91e8" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Perchè è importante il monitoraggio energetico in azienda?</h2>				</div>
				</div>
				<div class="elementor-element elementor-element-3eddf76 elementor-widget elementor-widget-text-editor" data-id="3eddf76" data-element_type="widget" data-e-type="widget" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>Per le aziende e per le industrie che mirano a <strong>massimizzare l&#8217;uso dell&#8217;energia</strong>, è fondamentale identificare e esaminare ciascun asset. L&#8217;obiettivo in questo contesto è di metterti in posizione di monitorare e valutare il funzionamento di ogni macchina dal punto di vista dell&#8217;efficienza energetica. Solo allora, sarai in grado di prendere decisioni valide e adeguate basate su dati concreti.</p><p>Un ulteriore beneficio derivante da una visione dettagliata riguarda la tua abilità di unire i dati energetici e produttivi. Questo approccio viene frequentemente utilizzato per calcolare i costi di produzione per ogni kg/m3/m2/litro di prodotto realizzato, fino ad ottenere <a href="https://areaprofessional.com/gli-enpi-o-indicatori-di-efficienza-energetica-cosa-sono/"><span style="text-decoration: underline;"><strong>l&#8217;EnPI</strong></span></a> ovvero l&#8217;indicatore di performance energetica.</p>								</div>
				</div>
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				<section class="elementor-section elementor-top-section elementor-element elementor-element-7276b19 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="7276b19" data-element_type="section" data-e-type="section">
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						<div class="elementor-element elementor-element-be42b1a elementor-widget elementor-widget-heading" data-id="be42b1a" data-element_type="widget" data-e-type="widget" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h2 class="elementor-heading-title elementor-size-default">Le tipologie di monitoraggio energetico</h2>				</div>
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				<div class="elementor-widget-container">
									<p>Il <b>monitoraggio energetico </b>è un sistema che permette di misurare qualsiasi grandezza o vettore energetico utilizzato da un’impresa.</p><p>Monitorare un ambiente significa raccogliere informazioni tramite <strong>sensori</strong> e <strong>strumenti</strong>, salvarle e analizzarle per intervenire se necessario.</p><p>I vettori oggetto di monitoraggio possono essere:</p><ul><li>acqua;</li><li>energia elettrica e termica;</li><li>gas;</li><li>aria compressa;</li><li>parametri ambientali.</li></ul><div>Ogni tipologia di vettore ha una sua precisa collocazione all&#8217;interno dell&#8217;azienda e la misurazione di acqua, aria compressa, gas ed energia elettrica avviene attraverso specifici sensori e apparecchi di misura.</div>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Il monitoraggio di energia elettrica, quanto può costare? </h2>				</div>
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									<p style="text-align: left;">Quando si affronta un progetto di monitoraggio energetico i fattori che permettono di capire quale sia la soluzione migliore da adottare sono diversi e i più importanti sono sicuramente la tipologia di layout così come la disposizione dei quadri di distribuzione, così come la difficoltà o semplicità nel passaggio dei cavi tra le varie linee elettriche.</p><p>La situazione più semplice che può essere applicata è quella di dotare ogni punto di partenza elettrico con un sensore <a style="text-decoration-line: underline; font-weight: bold;" href="https://it.wikipedia.org/wiki/Trasformatore">TA (Trasformatore amperometrico)</a><b style="text-decoration-line: underline;">, </b>ovvero ogni fase viene controllata da un dispositivo di questa tipologia.</p><p>I misuratori di corrente possono essere a filo oppure wireless, ovvero nel primo caso i sensori TA vengono collegati, via cavo, all&#8217;analizzatore di rete o al centratore di misura, mentre nel secondo caso la comunicazione tra i TA e il centratore <a href="https://areaprofessional.com/sistema-di-monitoraggio-dell-energia/"><strong><span style="text-decoration: underline;">avviene via wireless</span></strong>.</a></p><p><img loading="lazy" decoding="async" src="https://areaprofessional.com/wp-content/uploads/2023/02/centrica-300x157.png" alt="Centrica Smart meter wireless" width="300" height="157" /></p><p>Area Group è business partner di <b><u><a href="https://www.centricabusinesssolutions.it/">Centrica Business Solutions</a></u></b> per l&#8217;innovativo sistema wireless.</p><p>La soluzione wireless ha sicuramente enormi vantaggi rispetto alla soluzione con cablaggio elettrico diretto poichè riduce drasticamente i tempi di installazione e messa in servizio. Inoltre, evita la predisposizione di un numero elevato di cavi di collegamento all&#8217;interno dei<span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );"> quadri elettrici</span><span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );">. </span></p><p>Risulta quindi una <b>soluzione &#8220;pulita&#8221;</b> e decisamente performante sia nell&#8217;installazione che nella manutenzione.</p><p>Chiaramente il costo di un <b>sistema wireless industriale</b> può partire da soglie molto basse, nel caso si intenda un solo punto di misura, il valore può essere tra i 500 € e i 2.000 €. Ovviamente il costo dipende molto dalle dimensioni delle fasi e quindi dalla grandezza dei TA che devono essere forniti.</p><p>Nel caso si vogliano collegare più punti di misura, il valore di progetto non cresce in modo proporzionale al singolo valore, ma dipende dalla collocazione dei quadri di derivazione e da quanto si riesce ad ottimizzare nel numero di centratorie/gateway wireless.</p><p>A titolo di esempio, nel caso un&#8217;azienda voglia dotarsi di strumenti di misura per coprire una decina di punti di misura trifase, con una media di assorbimento tra i 200A e 600A, collocati tutti all&#8217;interno di un quadro elettrico, si può tenere come range di riferimento un investimento tra 6.000 € e 10.000 €.</p><p>Il costo di un sistema industriale per il monitoraggio dell&#8217;energia è <span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );">quindi</span><span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );"> </span><span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );">variabile a seconda della collocazione dei punti di misura, del numero di gateway che vengono inseriti e della dimensione delle corde per i sensori TA collegati alle fasi.</span></p><p><span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );">Una fase di analisi propedutica a capire l&#8217;investimento, con planimetrie aggiornate ed elenco dei punti di misura effettivi, definisce al meglio l&#8217;importo dell&#8217;investimento.</span></p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Il monitoraggio di gas, benefici e costi</h2>				</div>
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									<p style="text-align: left;">In ottica di contabilizzazione diretta di energia termica e frigorifera sia per impianti industriali che civili, o per impianti di co- e tri-generazione si possono utilizzare sistemi e soluzioni di differente natura, proprio in funzione della tipologia di impianto in essere.</p><p>Si possono utilizzare misuratori di <b>portata a turbina</b> e <b>a rotoidi</b> che garantiscono affidabilità, bassi costi di manutenzione, ampio campo di applicazione ed una elevata precisione della misurazione.</p><p><img decoding="async" 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" alt="" /></p><p>Ad integrazione è importante tenere in considerazione i fattori correttivi, quindi introdurre dei correttori volumetrici per il gas con sonde di temperatura, il cui rapporto in uscita di metri cubi contabilizzati è in funzione alla temperatura di trasferimento del gas stesso nelle tubazioni.</p><p>I misuratori di portata GAS, scelti con opportuni accorgimenti, e presenti sul mercato possono avere un valore economico che oscilla attornoa 1.500 € fino ad arrivare a 5.000 € per sistemi con diametro tubo e un interasse sopra le media.</p>								</div>
				</div>
					</div>
		</div>
					</div>
		</section>
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					<h2 class="elementor-heading-title elementor-size-default">Il monitoraggio di aria compressa: quali indicazioni di costo?</h2>				</div>
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									<p>Un altro vettore molto importante in ambito industriale è l&#8217;aria compressa, utilizzata sia collegata ai macchinari, sia anche per le postazioni operatore in linea e che permette di ottenere valori scalari come m3/sec o m3/ora.</p><p>Il misuratore di portata che si basa sulla portata di massa termica ed è ideale per misurare il flusso di <b>aria compressa e gas</b>, e si può montare e smontare sotto pressione senza interruzione del flusso, nella massima sicurezza con una protezione di non ritorno.</p><p>La misurazione dell&#8217;aria compressa avviene poi con la centralizzazione degli impulsi generati dalla turbina presente nel misuratore ed inviati al gateway, il quale raccoglie le informazioni in modo puntuale grazie alla <b><u><a href="https://areaprofessional.com/iiot-cloud-m2m/">piattaforma AreaM2M</a>.</u></b></p><p>Per questa tipologia di misurazione sono presenti una vasta gamma di prodotti che possono fare fronte alle necessità industriali, con caratteristiche differenti quali: temperatura di esercizio, diametro della tuabazione, tipo di installazione (in linea o inserzione) ed infine il relativo di grado di protezione (IP65o IP67).</p><p>Il costo di questi componenti può variare da qualche centinaio di euro, fino ad arrivare nei casi più importanti a qualche migliaio di euro. </p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Il monitoraggio di acqua per il controllo idrico aziendale</h2>				</div>
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									<p>Per le aziende che utilizzano nei processi produttivi un numero elevato di litri/ora è sicuramente importante valutare l&#8217;inserimento di misuratori di flusso per l&#8217;acqua con relativa contabilizzazione in un sistema centralizzato.</p>
<p>I <strong>flussostati</strong> sono dispositivi a due stati (aperto/chiuso) adatti al montaggio su circuiti idraulici. Sono in grado di fornire un segnale elettrico al passare di una portata d’acqua nota. A differenza dei flussimetri, non effettuano propriamente una misurazione, ma trovano la loro applicazione nei <strong>sistemi di controllo</strong>. Il loro funzionamento si basa sull’interazione tra un magnete montato su un galleggiante, immerso nel flusso d’acqua, e un contatto Reed che è fissato sul corpo del flussostato.</p>								</div>
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									<p><span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );">Sono presenti sul mercato diversi prodotti e che possono essere definiti da due tipologie di misuratori di flusso:</span></p><ul><li>misuratori di tipo assiale;</li><li>misuratori di tipo radiale;</li></ul><div>Anche in questo, come per i misuratori di flusso gas il costo del prodotto può variare in base al diametro del tubo, con valore variabile da qualche centinaio di euro fino a 1.500 Euro per situazioni standard, passando poi a valori economici che raggiungono anche qualche migliaio di euro nei casi più importanti.</div>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Riepilogando i costi per il monitoraggio energetico</h2>				</div>
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									<p>Il monitoraggio industriale dei consumi è un aspetto molto importante e deve essere affrontato con un sopralluogo tecnico, a seguire con una analisi di dettaglio e successivamente entrando nel dettaglio di ogni singolo punto di misura o utenza, quindi creando un vero e proprio progetto di <b><u><a href="https://areaprofessional.com/il-monitoraggio-dellenergia-per-lindustria-come-si-fa/">raccolta e analisi dei dati.</a></u></b></p><p>Dopo aver chiarito le funzionalità del sistema è necessario individuare le componenti hardware che meglio rispondono ai requisiti degli impianti:</p><ul><li>elettrici</li><li>termici</li><li>idrici</li><li>gassosi</li></ul><div>Ciascuno con le proprie caratteristiche di dimensionamento, portata, e grado di resistenza portano a calcolare al meglio i costi per un sistema completo, e sempre correlato da un software di supervisione e di un modulo che può essere in condivisione con il software MES per la gestione della produzione, al fine di avere una corretta consuntivazione industriale.</div><p> </p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default"><a href="https://areaprofessional.com/contatti/" title="Contattaci se vuoi maggiori informazioni">Se ti interessa capire quali possono essere i costi <br>anche per la tua azienda ,<br> <u>contattaci per sapere come fare.</u></a></h3>				</div>
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		<p>L'articolo <a href="https://areaprofessional.com/monitoraggio-energetico-costi-industria-consumi-energia-acqua-gas/">Quali sono i costi per il monitoraggio energetico?</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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			</item>
		<item>
		<title>Gli EnPI o indicatori di efficienza energetica: cosa sono ?</title>
		<link>https://areaprofessional.com/gli-enpi-o-indicatori-di-efficienza-energetica-cosa-sono/</link>
		
		<dc:creator><![CDATA[Alberto Pica]]></dc:creator>
		<pubDate>Wed, 06 Sep 2023 04:33:19 +0000</pubDate>
				<category><![CDATA[NEWS]]></category>
		<category><![CDATA[energy monitoring system]]></category>
		<category><![CDATA[enpi]]></category>
		<category><![CDATA[gestione energetica]]></category>
		<category><![CDATA[monitoraggio energetico]]></category>
		<guid isPermaLink="false">https://areaprofessional.com/?p=36814</guid>

					<description><![CDATA[<p>Come creare gli EnPI per la tua impresa ? In un progetto mirato a ottimizzare l&#8217;efficienza energetica di un&#8217;impresa, non basta solo conoscere il consumo in termini assoluti. Queste informazioni, infatti, devono essere contestualizzate in un&#8217;analisi che determini se i risultati sono adeguati, o se l&#8217;azienda in questione è inefficiente. L’EnPI è un parametro fondamentale &#8230; </p>
<p class="link-more"><a href="https://areaprofessional.com/gli-enpi-o-indicatori-di-efficienza-energetica-cosa-sono/" class="more-link">Leggi tutto<span class="screen-reader-text"> "Gli EnPI o indicatori di efficienza energetica: cosa sono ?"</span></a></p>
<p>L'articolo <a href="https://areaprofessional.com/gli-enpi-o-indicatori-di-efficienza-energetica-cosa-sono/">Gli EnPI o indicatori di efficienza energetica: cosa sono ?</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
]]></description>
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					<h2 class="elementor-heading-title elementor-size-default">Come creare gli EnPI per la tua impresa ?</h2>				</div>
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															<img loading="lazy" decoding="async" width="1352" height="372" src="https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_08.png" class="attachment-1536x1536 size-1536x1536 wp-image-36822" alt="" srcset="https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_08.png 1352w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_08-300x83.png 300w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_08-1024x282.png 1024w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_08-768x211.png 768w" sizes="(max-width: 34.9rem) calc(100vw - 2rem), (max-width: 53rem) calc(8 * (100vw / 12)), (min-width: 53rem) calc(6 * (100vw / 12)), 100vw" />															</div>
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									<p>In un progetto mirato a <strong>ottimizzare l&#8217;efficienza energetica di un&#8217;impresa</strong>, non basta solo conoscere il consumo in termini assoluti. Queste informazioni, infatti, devono essere contestualizzate in un&#8217;analisi che determini se i risultati sono adeguati, o se l&#8217;azienda in questione è inefficiente.</p><p>L’EnPI è un parametro fondamentale che fornisce il <strong>consumo specifico di ogni reparto</strong>, singola macchina, o dell’intero sito produttivo e consente di valutare se la soluzione tecnologia adottata sia la migliore tecnologia disponibile.</p><p> </p><p>Per procedere con questo secondo passo cruciale, è fondamentale comprendere come elaborare gli <strong>Indicatori di Prestazione Energetica, o EnPI</strong>. In parole povere, sono strumenti capaci di tracciare le performance energetiche. Si va dall&#8217;efficienza, che calcola la produzione per unità di energia, all&#8217;intensità energetica, cioè la quantità di energia impiegata per unità di prodotto. L&#8217;obiettivo è incrementare l&#8217;efficienza o ridurre l&#8217;intensità.</p><p> </p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Gli indicatori di performance energetica sono fondamentali ?</h2>				</div>
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									<p>Gli Energy Performance Indicator sono fondamentali in un <strong>Sistema di Gestione dell</strong>&#8216;<strong>Energia (SGE)</strong>. Il SGE mira a migliorare costantemente le prestazioni energetiche. Gli <strong>Energy Performance Indicator </strong>valutano i risultati ottenuti nel ciclo di Deming.</p><ul><li>plan;</li><li>do;</li><li>check;</li><li>act;</li></ul><p>Dopo aver pianificato ed implementato le attività iniziali per migliorare le performance, si verifica lo sforzo fatto e si mettono in atto ulteriori azioni di miglioramento. La norma ISO 50001 del 2011 certifica i Sistemi di gestione dell&#8217;energia e introduce il concetto di EnPI per confrontare le prestazioni energetiche nel tempo.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Gli EnPI: i benefici degli indicatori:</h2>				</div>
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									<p>Un sistema EnPI essenzialmente fornisce<strong>:</strong></p><ul><li>un metodo per misurare le prestazioni in termini quantitativi;</li><li>un mezzo per monitorare i progressi;</li><li>un sistema per rilevare le anomalie.</li></ul><p>L&#8217;implementazione di EnPI permetterà di correlare le diverse attività per identificare quelle che consumano più energia. Inoltre, permetterà di effettuare confronti su base mensile o annuale per osservare l&#8217;impatto delle azioni intraprese e confrontarle con i benchmark del proprio settore. Inoltre, offre la possibilità di prevedere, basandosi sui dati storici, i consumi previsti in funzione delle variazioni della produzione.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Gli EnPI e il processo produttivo aziendale: </h2>				</div>
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									<p>Dopo aver stabilito l&#8217;energia iniziale dell&#8217;azienda, è necessario creare gli <b>Indicatori di Prestazione Energetica</b> per migliorare l&#8217;efficienza. Questo compito varia a seconda della situazione ed è complicato, soprattutto per le aziende con più stabilimenti e fonti di energia.</p><p>Definire gli indici di prestazione energetica richiede una buona conoscenza dell&#8217;attività aziendale, dei processi più energetici e delle altre attività che richiedono energia. Si devono evidenziare le utenze più rilevanti perché sarà probabilmente da queste che si potranno ottenere i miglioramenti prestazionali più significativi. Per ciascuna utenza energetica significativa si predisporrà quindi <strong>un indicatore che metta in relazione il consumo con la variabile che lo influenza maggiormente.</strong></p><p>In base al campo di applicazione, si possono valutare vari tipi di consumo. Ad esempio, è possibile calcolare il consumo di gas per ogni prodotto. È altresì possibile quantificare il consumo di kWh per metro quadro di illuminazione. In aggiunta, si può determinare il consumo di luce o gas per ogni letto.</p><p>La definizione degli EnPI comporta una vera e propria architettura di monitoraggio dei consumi. Spesso, inoltre, prevede misurazioni ad hoc e l’installazione di nuovi strumenti di misura.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Gli EnPI come si creano ? </h2>				</div>
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									<p>Lo sviluppo degli EnPI comporta i seguenti passaggi:</p><ul><li><b><u><a href="https://areaprofessional.com/il-monitoraggio-dellenergia-per-lindustria-come-si-fa/" target="_blank" rel="noopener">stabilire gli elementi/risorse da esaminare</a></u></b> (impianti, processi, sistemi, ecc);</li><li>definire i consumi energetici pertinenti per ogni elemento;</li><li>riconoscere i vari fattori che influiscono sui consumi (il volume di produzione, le condizioni meteorologiche o il numero di persone in un edificio);</li><li>raccogliere i dati storici sui consumi e quelli relativi ai fattori;</li><li>stabilire una &#8220;baseline&#8221;, cioè un anno di riferimento per effettuare confronti futuri;</li><li>esaminare le relazioni tra i consumi e i fattori;</li><li>studiare la variazione nel tempo dell&#8217;indicatore rispetto all&#8217;anno di riferimento.</li></ul><p>Dopo aver valutato le prestazioni energetiche e confrontato con i riferimenti, l&#8217;<b><u><a href="https://it.wikipedia.org/wiki/Energy_manager" target="_blank" rel="noopener">energy manager</a></u></b> deve comunicare i risultati in un rapporto all&#8217;organizzazione. Successivamente, potrà suggerire interventi di miglioramento.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Un esempio di indicatori di performance energetica:  </h2>				</div>
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									<p style="padding-left: 80px;">Esempi di EnPI possono includere:</p><ul><li>kWh consumati per sito</li><li>kWh per metro lineare di prodotto realizzato</li><li>kWh per numero di dipendenti</li><li>kWh per metro quadrato di spazio ufficio occupato</li></ul><p>È di fondamentale importanza determinare una gamma adeguata di EnPI rilevanti sulla base dei risultati dell’analisi energetica. Gli EnPI dovrebbero aiutare a dimostrare il miglioramento continuo dell’efficienza, dell’uso e/o del consumo.</p><p>Un valore di riferimento <b>energetico base (EnB)</b> è definito come uno o più riferimenti quantitativi che forniscono una base per il confronto delle prestazioni energetiche. <span style="color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );">Una linea di base energetica si basa sui dati relativi a un periodo di tempo e/o condizioni specificato, come definito dall&#8217;organizzazione.</span></p><p>Un esempio di EnB:</p><ul><li>kWh consumati nel periodo 2015. Pertanto, l’efficienza, l’uso e il consumo energetico possono essere confrontati con questi dati di riferimento per determinare se è stato raggiunto un miglioramento.</li><li>I valori di riferimento energetici vengono utilizzati per determinare il miglioramento delle prestazioni energetiche, come riferimento prima e dopo, o con e senza l&#8217;implementazione di azioni di miglioramento delle prestazioni energetiche.</li><li>È un requisito dello standard che le attività di monitoraggio e misurazione debbano includere il confronto dei dati con i valori di riferimento stabiliti</li></ul><p>La norma <a href="https://it.wikipedia.org/wiki/UNI_CEI_EN_ISO_50001"><b><u>ISO 50001 </u></b></a>fornisce ulteriori informazioni sulla misurazione e verifica delle prestazioni energetiche.</p><p>La norma <b><u><a href="https://www.iso.org/standard/79367.html">ISO 50006</a></u></b> fornisce informazioni aggiuntive sugli <i><b>EnPI</b></i> e sugli <b>EnB.</b></p>								</div>
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										<img loading="lazy" decoding="async" width="640" height="415" src="https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_07-1024x664.png" class="attachment-large size-large wp-image-36824" alt="" srcset="https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_07-1024x664.png 1024w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_07-300x194.png 300w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_07-768x498.png 768w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_07.png 1077w" sizes="(max-width: 34.9rem) calc(100vw - 2rem), (max-width: 53rem) calc(8 * (100vw / 12)), (min-width: 53rem) calc(6 * (100vw / 12)), 100vw" />											<figcaption class="widget-image-caption wp-caption-text">Esempio di esportazione dei dati EnPI con il sistema avanzato di B&amp;R</figcaption>
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										<img loading="lazy" decoding="async" width="640" height="368" src="https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_06-1024x589.png" class="attachment-large size-large wp-image-36826" alt="" srcset="https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_06-1024x589.png 1024w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_06-300x173.png 300w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_06-768x442.png 768w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_06.png 1112w" sizes="(max-width: 34.9rem) calc(100vw - 2rem), (max-width: 53rem) calc(8 * (100vw / 12)), (min-width: 53rem) calc(6 * (100vw / 12)), 100vw" />											<figcaption class="widget-image-caption wp-caption-text">Esempio di confronto dei dati EnPI con il sistema avanzato di B&amp;R</figcaption>
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					<h3 class="elementor-heading-title elementor-size-default"><a href="https://areaprofessional.com/contatti/" title="Contattaci se vuoi maggiori informazioni">Ti interessa approfondire l'analisi dell'EnPi per la tua azienda ? <br><u>Contattaci per sapere come poter fare.</u></a></h3>				</div>
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		<p>L'articolo <a href="https://areaprofessional.com/gli-enpi-o-indicatori-di-efficienza-energetica-cosa-sono/">Gli EnPI o indicatori di efficienza energetica: cosa sono ?</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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		<item>
		<title>Il monitoraggio dell&#8217;energia per l&#8217;industria</title>
		<link>https://areaprofessional.com/il-monitoraggio-dellenergia-per-lindustria-come-si-fa/</link>
		
		<dc:creator><![CDATA[Alberto Pica]]></dc:creator>
		<pubDate>Tue, 05 Sep 2023 11:27:25 +0000</pubDate>
				<category><![CDATA[NEWS]]></category>
		<category><![CDATA[enpi]]></category>
		<category><![CDATA[gestione energetica]]></category>
		<category><![CDATA[monitoraggio energetico]]></category>
		<guid isPermaLink="false">https://areaprofessional.com/?p=36712</guid>

					<description><![CDATA[<p>Cosa si intende per monitoraggio energetico ? Il monitoraggio energetico è un sistema che consente di quantificare qualsiasi grandezza o vettore energetico impiegato da un&#8217;azienda. Pertanto, sorvegliare un ambiente implica la raccolta di informazioni in un&#8217;area attraverso sensori e strumenti di misurazione, salvare e visualizzare i dati per esaminarli e implementare possibili strategie di intervento in &#8230; </p>
<p class="link-more"><a href="https://areaprofessional.com/il-monitoraggio-dellenergia-per-lindustria-come-si-fa/" class="more-link">Leggi tutto<span class="screen-reader-text"> "Il monitoraggio dell&#8217;energia per l&#8217;industria"</span></a></p>
<p>L'articolo <a href="https://areaprofessional.com/il-monitoraggio-dellenergia-per-lindustria-come-si-fa/">Il monitoraggio dell&#8217;energia per l&#8217;industria</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
]]></description>
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					<h2 class="elementor-heading-title elementor-size-default">Cosa si intende per monitoraggio energetico ?</h2>				</div>
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									<p>Il <strong>monitoraggio energetico</strong> è un sistema che consente di quantificare qualsiasi grandezza o vettore energetico impiegato da un&#8217;azienda. Pertanto, sorvegliare un ambiente implica la raccolta di informazioni in un&#8217;area attraverso <strong>sensori</strong> e <strong>strumenti di misurazione</strong>, salvare e visualizzare i dati per esaminarli e implementare possibili strategie di intervento in base alle esigenze.</p><p>Gli elementi soggetti a controllo possono includere: acqua, energia elettrica e termica, gas, aria compressa, parametri ambientali. </p><p>La <strong>verifica dei consumi</strong> è prevalentemente applicata nel settore industriale, sebbene le sue implementazioni si estendano a tutte le aree complesse dell&#8217;ambiente edificato, dove può fungere da collegamento tra contabilizzazione, regolazione termica, automazioni, comfort.</p>								</div>
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															<img loading="lazy" decoding="async" width="640" height="360" src="https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_04-768x432.png" class="attachment-medium_large size-medium_large wp-image-36769" alt="Il monitoraggio dell’energia per l’industria" srcset="https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_04-768x432.png 768w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_04-300x169.png 300w, https://areaprofessional.com/wp-content/uploads/2023/09/Area-Professional_Monitoraggio_Energetico_Industria_Intro_04.png 1024w" sizes="(max-width: 34.9rem) calc(100vw - 2rem), (max-width: 53rem) calc(8 * (100vw / 12)), (min-width: 53rem) calc(6 * (100vw / 12)), 100vw" />															</div>
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					<h2 class="elementor-heading-title elementor-size-default">Monitoraggio energetico, come si struttura ?</h2>				</div>
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									<p>Il <strong>monitoraggio energetico</strong> si basa principalmente su tre componenti: <strong>infrastruttura dei componenti</strong>(sensori e dispositivi di osservazione), <strong>infrastruttura di connessione</strong> (cablata o senza fili), <strong>piattaforma informatica</strong> per l&#8217;acquisizione e l&#8217;elaborazione dei dati raccolti.</p><p> </p><p>Le <strong>valutazioni</strong> possono essere realizzate con <strong>strumenti di misura standard</strong> o di tipo MID: questi ultimi autenticano la valutazione e consentono l&#8217;accesso a tipi di incentivi per l&#8217;<strong>ottimizzazione energetica</strong> (ad esempio, i Certificati bianchi).</p><p>In riferimento al caso italiano, le normative (nello specifico il D. Lgs. 102/2014 poi modificato dal D.Lgs 73/2020) stabiliscono un vero e proprio <strong>obbligo di </strong><a href="https://www.efficienzaenergetica.enea.it/glossario-efficienza-energetica/lettera-d/diagnosi-energetica" target="_blank" rel="noopener"><strong>diagnosi energetica</strong></a> per le grandi imprese (con oltre 250 dipendenti), per quelle con fatturato annuo superiore a 50 milioni e per le imprese energivore, mentre è prevista l’adesione su base volontaria da parte di tutte le aziende, in conformità con la normativa ISO 50001, che detta le linee generali per la redazione di un <strong>Sistema di Gestione dell’Energia</strong> (SGE).</p><p>Soddisfano i criteri della <a href="https://eur-lex.europa.eu/legal-content/IT/TXT/?uri=CELEX%3A32014L0032" target="_blank" rel="noopener noreferrer">direttiva MID (Measuring Instruments Directive 2014/32/UE)</a>, che stabilisce norme tecniche uniformi e comuni applicabili agli strumenti di misurazione per misure di valore legale.</p><p> </p><p>Ci sono diverse soluzioni per raccogliere e analizzare le misure effettuate: generalmente, i dispositivi di misurazione sono collegati a un&#8217;unità centrale che raccoglie i dati e li trasmette a un database cloud per ulteriori analisi su piattaforme specializzate in efficienza energetica.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Quali sono i benefici ?</h2>				</div>
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									<p>Il <b>monitoraggio energetico </b>è un servizio per le aziende di ogni tipo e grandezza: oltre a essere un mezzo efficace per quelle obbligate a rispettare le normative, consente a tutte di ottimizzare l&#8217;uso dell&#8217;energia migliorando la produzione attraverso una <strong>gestione e distribuzione dell&#8217;energia più efficiente</strong>, riducendo i costi di manutenzione attraverso l&#8217;implementazione di misure correttive, e monitorando e gestendo le anomalie.</p><p>Avere a disposizione un <strong>sistema di controllo</strong> permette di migliorare la gestione aziendale. Questo si traduce nell&#8217;ottimizzare l&#8217;uso dell&#8217;energia migliorando la produzione attraverso una gestione e distribuzione dell&#8217;energia più efficace, riducendo i costi di manutenzione attraverso l&#8217;implementazione di azioni correttive per eventuali anomalie.</p><p>Tenere sotto controllo i consumi comporta una riduzione delle emissioni di CO2, ma implica anche un miglioramento dei parametri ambientali interni dell&#8217;impresa: grazie alla raccolta e all&#8217;analisi dei dati, si possono ottenere informazioni puntuali su luminosità, temperatura, livello di umidità e persino sulla qualità dell&#8217;aria indoor.</p><p>La <strong>gestione del consumo energetico</strong> e il suo <strong>monitoraggio</strong> sono risorse preziose per cercare di raggiungere gli obiettivi di <strong>efficienza energetica</strong> stabiliti dall&#8217;<strong>Unione Europea</strong>: almeno il 32,5% da raggiungere entro il 2030, con una clausola di revisione al rialzo prevista per il 2023.</p><p>Tuttavia, le soluzioni e le tecnologie per il monitoraggio offrono <strong>vantaggi</strong> ancora più ampi, consentendo di trasformare il modello di business delle imprese, ottimizzando l&#8217;utilizzo dell&#8217;energia, rendendo la produzione ecocompatibile, migliorando la salubrità e la sicurezza dei luoghi di lavoro, riducendo i costi di gestione e manutenzione.</p><p>Ci sono diverse soluzioni per raccogliere e analizzare le misure effettuate: generalmente, i dispositivi di misurazione sono collegati a un&#8217;unità centrale che raccoglie i dati e li trasmette a un database cloud per ulteriori analisi su piattaforme specializzate in efficienza energetica.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Monitoraggio energetico, quali sono le fasi da seguire ?</h2>				</div>
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									<p>La <strong>verifica dei consumi</strong> non si limita semplicemente all&#8217;installazione di apparecchiature o alla raccolta di dati, ma è parte di un processo che conduce a un <strong>progetto su misura</strong> che ogni singola impresa o entità deve elaborare.</p><p>Per realizzare ciò, è necessaria una relazione cruciale: tra l&#8217;impresa che gestisce queste questioni &#8211; che possiede le competenze e le abilità per farlo &#8211; e le necessità dell&#8217;impresa cliente.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Raccolta di informazioni: la documentazione tecnica necessaria</h3>				</div>
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									<p>Inizialmente, potrebbe bastare ottenere i seguenti documenti:</p><ul><li><em>Mappa del perimetro</em></li><li><em>Diagrammi elettrici dei pannelli oggetto di monitoraggio</em></li><li><em>Diagrammi idraulici relativi a impianti di riscaldamento o refrigerazione</em></li><li><em>Diagrammi di distribuzione dell&#8217;acqua (acquedotto, pioggia, falde acquifere ecc.)</em></li><li><em>Diagrammi di distribuzione del gas con consumo dei carichi</em></li><li><em>Diagrammi dei compressori (aria compressa)</em></li><li><em>Specifiche tecniche varie</em></li></ul>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">La verifica in campo: il sopralluogo</h3>				</div>
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									<p>Una buona pratica consiste nel condurre un&#8217;ispezione preliminare (naturalmente, l&#8217;importanza del progetto deve essere valutata per determinare la sua reale necessità), con l&#8217;intento di raccogliere non solo i dati per identificare l&#8217;attrezzatura necessaria, ma anche per controllare la disponibilità di reti BUS. Se si opta per l&#8217;ispezione preliminare, <strong>si devono sempre richiedere al cliente</strong>:</p><ul><li><em>La disponibilità del piano del perimetro</em></li><li><em>La disponibilità del manutentore degli impianti soggetti a monitoraggio</em></li><li><em>La possibile necessità di</em> <a href="https://it.wikipedia.org/wiki/Dispositivi_di_protezione_individuale" target="_blank" rel="noopener noreferrer"><em>DPI</em></a></li><li><em>Autorizzazioni speciali per accedere al sito o a specifiche aree</em></li></ul><p>È consigliabile andare all&#8217;ispezione preliminare con un elenco completo delle informazioni da raccogliere che, ovviamente, variano a seconda del tipo di dispositivo che dovrà essere installato.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Progetto di monitoraggio energetico</h3>				</div>
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									<p>La realizzazione effettiva del progetto di monitoraggio può essere suddivisa nelle seguenti nove fasi:</p><ol><li><strong>Riunione preliminare per la verifica delle necessità</strong>: questa fase include anche la verifica della conformità delle imprese rispetto al quadro normativo. Spesso si incontrano aziende che non sono consapevoli di non essere in regola</li><li><strong>Ispezione tecnica</strong> per la verifica e l&#8217;approfondimento con raccolta di dati</li><li><strong>Elaborazione di un progetto</strong> per il cliente basato sulle sue necessità individuate sul campo</li><li><strong>Preventivo</strong> (può comprendere la fornitura di materiali, l&#8217;installazione, il supporto ecc.)</li><li><strong>Fornitura e installazione</strong> dei materiali e delle soluzioni</li><li><strong>Formazione professionale</strong> del personale interno all&#8217;azienda</li><li><strong>Test e verifica</strong> dello stato dell&#8217;impianto con il cliente</li><li><strong>Contratto per  manutenzione e supporto</strong> in base alle necessità individuate</li></ol>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Monitoraggio energetico: i sensori elettrici necessari</h3>				</div>
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									<p>Per raggiungere un&#8217;efficienza energetica ottimale, è fondamentale comprendere appieno le esigenze di apparecchiature e dispositivi.</p><p>In questo senso, i<a href="https://areaprofessional.com/iiot-cloud-m2m/" target="_blank" rel="noopener noreferrer"> sistemi software AreaM2M per il monitoraggio energetico</a> sono molto utili, in quanto permettono di connettere alla rete tutti i dispositivi che utilizzano energia e di visualizzare le relative informazioni su pratiche <strong>dashboard Web</strong> o su <strong>app specifiche</strong>.</p><p>Dal punto di vista tecnologico, il funzionamento del monitoraggio energetico è ormai relativamente semplice e standardizzato.</p><p>Infatti, la maggior parte dei sistemi di monitoraggio e controllo utilizza il <a href="https://it.wikipedia.org/wiki/Modbus" target="_blank" rel="noopener noreferrer">protocollo ModBus</a>: in termini semplici, ogni dispositivo, <strong>equipaggiato con sensori wireless specifici</strong>, può comunicare i propri dati di consumo energetico attraverso il protocollo Modbus, che vengono trasmessi regolarmente a un gateway.  Possono essere usati anche altri protocollo come <a href="https://en.wikipedia.org/wiki/OPC_Unified_Architecture" target="_blank" rel="noopener">OPC-UA</a>, <a href="https://it.wikipedia.org/wiki/WebSocket" target="_blank" rel="noopener">WebSocket</a>, </p><p>Da questo punto, le informazioni vengono poi <strong>inoltrate</strong>, tramite cavo, <strong>ad un server</strong> (cloud o on premise), dove rimangono disponibili per le successive richieste da parte dei database convenzionali o dei sistemi di big data o di intelligenza artificiale, forse integrati con le sempre più popolari piattaforme di gestione dell&#8217;energia.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Monitoraggio energetico: le infrastrutture di rete</h3>				</div>
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									<p>Il <strong>gateway</strong> rappresenta il nucleo centrale delle infrastrutture di monitoraggio energetico, funzionando come un autentico <strong>nodo di trasferimento dati</strong>. Esistono gateway progettati per rispondere alle necessità specifiche di un&#8217;impresa, come ad esempio quelli in grado di integrare soluzioni di automazione edilizia, o le <strong>schede di ampliamento</strong>.</p><p>Altri elementi fondamentali di un sistema di monitoraggio possono essere semplici <a href="https://areaprofessional.com/sistema-di-monitoraggio-dell-energia/" target="_blank" rel="noopener noreferrer"><u>moduli elettrici con connessione wi-fi</u></a> o i <strong>ripetitori</strong>, utili per <strong>potenziare il segnale</strong> in presenza di distanze significative. Riguardo a quest&#8217;ultimo punto, è importante notare che le attuali <strong>tecnologie senza fili</strong> permettono di superare anche pareti di notevole spessore; inoltre, disponiamo ora di dispositivi di ripetizione che, a costi non eccessivi, consentono di avere una rete efficiente.</p><p>In sintesi, l&#8217;infrastruttura di rete ospita dispositivi molto vari – <strong>gateway</strong>, <strong>ripetitori</strong>, <strong>modbus</strong>, <strong>contaimpulsi</strong> – che sono connessi ai sensori che misurano direttamente i parametri da monitorare. Inoltre, in un sistema di monitoraggio sono inclusi <strong>relè</strong> e <strong>driver</strong> che gestiscono la fase di attuazione, ovvero la trasformazione dei dati rilevati in un&#8217;azione da intraprendere, come ad esempio l&#8217;accensione o lo spegnimento delle luci di un edificio.</p><p>Un altro componente fondamentale dell&#8217;architettura di rete è il <strong>data hub</strong>, che ha la responsabilità, secondo criteri stabiliti, di aggregare i parametri &#8211; sia ambientali che elettrici &#8211; indispensabili per il monitoraggio. I dati raccolti, <strong>attraverso ethernet o connessione senza fili</strong>, sono trasmessi al <strong>gateway</strong>, per essere successivamente inviati al <strong>server</strong> e al <strong>cloud</strong>, cioè dove risiede il nucleo software della piattaforma di monitoraggio.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Monitoraggio energetico: il software di supervisione</h3>				</div>
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									<p>Le informazioni e le misurazioni raccolte dagli strumenti di <strong>controllo energetico</strong> sono generalmente molto abbondanti e, soprattutto, soggette a costanti cambiamenti nel tempo. Per poterli monitorare in modo continuo, è necessario disporre di una soluzione che consenta di convertire i dati grezzi raccolti dagli strumenti fisici in <strong>informazioni facilmente leggibili e comprensibili</strong>.</p><p>Questo incarico è assegnato alle <a href="https://areaprofessional.com/sistema-di-monitoraggio-dell-energia/" target="_blank" rel="noopener">piattaforme per il controllo energetico</a>, che rappresentano la fase finale indispensabile di qualsiasi soluzione in questo campo. Più specificamente, la piattaforma per il controllo energetico può essere descritta come uno strumento analitico composto da una serie di servizi che garantiscono la ricezione dei dati, il loro archiviazione su database, la gestione degli allarmi in caso di mancata ricezione dai dispositivi remoti, l&#8217;esportazione automatica programmata e servizi di assistenza e manutenzione.</p><p>Nell&#8217;intento di semplificare l&#8217;analisi dei dati richiesti, la piattaforma di monitoraggio deve avere un&#8217;<strong>interfaccia utente, </strong><a href="https://areaprofessional.com/sviluppo-applicativi-desktop-web-e-mobile/" target="_blank" rel="noopener"><span style="text-decoration: underline;">anche personalizzata</span></a><strong>,</strong> che renda il sistema facile e comprensibile, utilizzabile da diversi utenti. Inoltre, la piattaforma dovrebbe essere <strong>accessibile da web browser</strong> attraverso un browser, idealmente ospitata su <strong>sistemi Cloud</strong>, per garantire l&#8217;accesso anche da dispositivi mobili.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Monitoraggio energetico: l'integrazione con i dati di produzione</h3>				</div>
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									<p>Le dashboard dovrebbero anche permettere la <strong>rappresentazione di più strutture</strong>, mettendole in relazione tra loro. Naturalmente, le dashboard possono essere numerose e organizzate in base alle esigenze specifiche di ogni azienda, che potrebbe avere bisogno di mettere in evidenza alcuni aspetti dei propri impianti più di altri. Pertanto, diventa fondamentale la capacità di creare dashboard personalizzate, in modo da non essere vincolati per ogni operazione al fornitore della piattaforma stessa.</p><p>Per le aziende che hanno un gestionale della produzione, <a href="https://areaprofessional.com/manufacturing-execution-system/" target="_blank" rel="noopener"><b><u>software MES (Manufacturing Execution System)</u></b></a> l&#8217;integrazion è sicuramente un aspetto da tenere in considerazione proprio perchè i due sistemi insieme sono in grado di poter arrivare a produrre un insieme di dati per il calcolo dell&#8217; <b><u><a href="https://areaprofessional.com/gli-enpi-o-indicatori-di-efficienza-energetica-cosa-sono/">EnPI (Energy Performance Indicator)</a></u></b>.</p><p>Il calcolo dell&#8217; EnPI è un aspetto fondamentale per capire le performance energetiche dell&#8217;azienda e come questi valori vengono ripartiti tra i prodotti realizzati dall&#8217;impresa. I software MES possono avere <a href="https://areaprofessional.com/modulo-enpi-di-areames/" target="_blank" rel="noopener"><u><b>moduli personalizzati EnPI</b></u></a> che permettono di visualizzare il risultato del calcolo dell&#8217;EnPI fino ad arrivare a fornire valori economici di scala.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">AreaMES e AreaM2M per la gestione dell'energia </h2>				</div>
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									<p>In ogni sorta di struttura, che sia residenziale, commerciale o industriale, per condurre un controllo energetico completo è necessario utilizzare un <strong>Sistema di Gestione dell&#8217;Energia </strong>completo grazie a <b><u><a href="https://areaprofessional.com/iiot-cloud-m2m/">AreaM2M </a></u></b>e <b><u><a href="https://areaprofessional.com/manufacturing-execution-system/">AreaMES</a></u></b></p><p>Tuttavia, mira anche a migliorare la vivibilità degli spazi attraverso il monitoraggio continuo del microclima, della temperatura e dell&#8217;umidità, e a controllare costantemente gli impianti e le macchine presenti nell&#8217;edificio intelligente, al fine di assicurarne l&#8217;ottimizzazione durante tutto il loro ciclo di vita.</p><p>Questo sistema, che si basa su tecnologie IoT, ha come scopo principale l&#8217;eliminazione degli sprechi, la riduzione dei consumi e, di conseguenza, la diminuzione sia dei costi in fattura sia delle emissioni di CO2 nell&#8217;atmosfera. </p>								</div>
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										<img loading="lazy" decoding="async" width="1536" height="864" src="https://areaprofessional.com/wp-content/uploads/2023/03/Copia-2-di-monitoraggio-energetico-1536x864.png" class="attachment-1536x1536 size-1536x1536 wp-image-29877" alt="Monitoraggio Energetico" srcset="https://areaprofessional.com/wp-content/uploads/2023/03/Copia-2-di-monitoraggio-energetico-1536x864.png 1536w, https://areaprofessional.com/wp-content/uploads/2023/03/Copia-2-di-monitoraggio-energetico-300x169.png 300w, https://areaprofessional.com/wp-content/uploads/2023/03/Copia-2-di-monitoraggio-energetico-1024x576.png 1024w, https://areaprofessional.com/wp-content/uploads/2023/03/Copia-2-di-monitoraggio-energetico-768x432.png 768w, https://areaprofessional.com/wp-content/uploads/2023/03/Copia-2-di-monitoraggio-energetico-1568x882.png 1568w, https://areaprofessional.com/wp-content/uploads/2023/03/Copia-2-di-monitoraggio-energetico.png 1920w" sizes="(max-width: 34.9rem) calc(100vw - 2rem), (max-width: 53rem) calc(8 * (100vw / 12)), (min-width: 53rem) calc(6 * (100vw / 12)), 100vw" />											<figcaption class="widget-image-caption wp-caption-text">Schema del monitoraggio energetico con il sistema AreaMes</figcaption>
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					<h3 class="elementor-heading-title elementor-size-default"><a href="https://areaprofessional.com/contatti/" title="Contattaci se vuoi maggiori informazioni">Ti interessa approfondire  ? <br><u>Contattaci per sapere come poter come monitorare i consumi per la tua azienda.</u><span style="color: var( --e-global-color-primary );font-family: var( --e-global-typography-primary-font-family ), Sans-serif;font-size: 1.6875em;font-weight: var( --e-global-typography-primary-font-weight );letter-spacing: -0.02em"></span><br></a></h3>				</div>
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		<p>L'articolo <a href="https://areaprofessional.com/il-monitoraggio-dellenergia-per-lindustria-come-si-fa/">Il monitoraggio dell&#8217;energia per l&#8217;industria</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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		<title>Energy Management in realtime: Robby Moto Engineering S.r.l.</title>
		<link>https://areaprofessional.com/robby-moto-engineering-s-r-l/</link>
		
		<dc:creator><![CDATA[Alberto Pica]]></dc:creator>
		<pubDate>Fri, 23 Jun 2023 09:58:53 +0000</pubDate>
				<category><![CDATA[REFERENZE]]></category>
		<category><![CDATA[Automotive e Areospaziale]]></category>
		<category><![CDATA[diagnosi energetica]]></category>
		<category><![CDATA[gestione energetica]]></category>
		<category><![CDATA[monitoraggio energetico]]></category>
		<guid isPermaLink="false">https://areaprofessional.com/?p=18780</guid>

					<description><![CDATA[<p>Robby Moto Engineering, azienda specializzata nella progettazione e produzione di componenti meccaniche per moto, automotive ed aerospazio, contatta Area Group con la necessità di effettuare un percorso di diagnosi energetica, in breve tempo, per ottenere la certificazione ISO 50001. Il nostro team propone dispositivi modulari, wireless e di facile installazione prodotti da Centrica Business Solutions. &#8230; </p>
<p class="link-more"><a href="https://areaprofessional.com/robby-moto-engineering-s-r-l/" class="more-link">Leggi tutto<span class="screen-reader-text"> "Energy Management in realtime: Robby Moto Engineering S.r.l."</span></a></p>
<p>L'articolo <a href="https://areaprofessional.com/robby-moto-engineering-s-r-l/">Energy Management in realtime: Robby Moto Engineering S.r.l.</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
]]></description>
										<content:encoded><![CDATA[		<div data-elementor-type="wp-post" data-elementor-id="18780" class="elementor elementor-18780" data-elementor-post-type="post">
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									<p><span style="font-weight: 400;">Robby Moto Engineering, azienda specializzata nella progettazione e</span><span style="font-weight: 400;"> produzione di componenti meccaniche per moto, automotive ed aerospazio, contatta Area Group con la necessità di effettuare un percorso di </span><a title="Chiamaci per una diagnosi energetica" href="https://areaprofessional.com/diagnosi-energetica/" target="_blank" rel="noopener"><span style="text-decoration: underline;"><b>diagnosi energetica</b></span></a><span style="font-weight: 400;">, in breve tempo, per ottenere la certificazione </span><a title="Consultaci per fare una Certificazione ISO 50001" href="https://areaprofessional.com/certificazione-iso-50001/" target="_blank" rel="noopener"><b><span style="text-decoration: underline;">ISO 50001</span></b></a><span style="font-weight: 400;">.</span></p><p><span style="font-weight: 400;">Il nostro team propone dispositivi</span><b> modulari</b><span style="font-weight: 400;">, </span><b>wireless</b><span style="font-weight: 400;"> e di</span><b> facile installazione </b><span style="font-weight: 400;">prodotti da Centrica Business Solutions.</span></p><p><span style="font-weight: 400;">La </span><b>diagnosi energetica</b><span style="font-weight: 400;"> inizia, quindi, con l&#8217;installazione su ogni macchinario di </span><b>TA </b><span style="font-weight: 400;">(trasformatori amperometrici) </span><b>Plug and Play</b><span style="font-weight: 400;">, ovvero dispositivi che non hanno la necessità di essere cablati e che si adattano a tutti tipi di quadri elettrici.</span></p><p><span style="font-weight: 400;">I <strong>sensori TA</strong>, essendo <strong>wireless</strong>, comunicano il consumo di energia rilevata dai macchinari  ai gateway installati in azienda, che in tempo reale  trasmettono i dati raccolti al portale </span><b>Power Rate</b><span style="font-weight: 400;">, piattaforma che consente di comprendere l’<strong><span style="text-decoration: underline;"><a title="Monititora i tuoi consumi energetici ora" href="https://areaprofessional.com/sistema-di-monitoraggio-dell-energia/">infrastruttura energetica</a></span></strong> di Robby Moto Engineering.</span></p><p><span style="font-weight: 400;">Attraverso questa soluzione, il cliente oltre che visualizzare in</span><b> realtime</b><span style="font-weight: 400;"> tutte le informazioni relative all’energia impiegata, può ora procedere con la certificazione <strong>ISO 50001</strong>.</span></p>								</div>
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		<p>L'articolo <a href="https://areaprofessional.com/robby-moto-engineering-s-r-l/">Energy Management in realtime: Robby Moto Engineering S.r.l.</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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		<title>Industria 5.0 e Innovation Manager: un legame inscindibile</title>
		<link>https://areaprofessional.com/industria-5-0-e-innovation-manager/</link>
		
		<dc:creator><![CDATA[Alberto Pica]]></dc:creator>
		<pubDate>Thu, 27 Apr 2023 08:26:11 +0000</pubDate>
				<category><![CDATA[NEWS]]></category>
		<category><![CDATA[consulenza]]></category>
		<category><![CDATA[formazione]]></category>
		<category><![CDATA[gestione energetica]]></category>
		<category><![CDATA[industria 5.0]]></category>
		<guid isPermaLink="false">https://areaprofessional.com/?p=30308</guid>

					<description><![CDATA[<p>Nel concetto di Industria 5.0 vengono identificati la ricerca e l’innovazione come motori per una transizione verso un’industria europea sostenibile, centrata sull’uomo e resiliente. Decisiva è la presenza di una figura strategica, come l’Innovation Manager, che sappia guidare e supportare le aziende nella transizione 5.0. Nel concetto di Industria 5.0 vengono identificati la ricerca e &#8230; </p>
<p class="link-more"><a href="https://areaprofessional.com/industria-5-0-e-innovation-manager/" class="more-link">Leggi tutto<span class="screen-reader-text"> "Industria 5.0 e Innovation Manager: un legame inscindibile"</span></a></p>
<p>L'articolo <a href="https://areaprofessional.com/industria-5-0-e-innovation-manager/">Industria 5.0 e Innovation Manager: un legame inscindibile</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
]]></description>
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									<p><span style="font-weight: 400;">Nel concetto di </span><span style="text-decoration: underline;"><a title="L'Industria 5.0 l'evoluzione dell' Industria 4.0" href="https://areaprofessional.com/dalla-smart-factory-alla-smart-society/"><b>Industria 5.0</b></a></span><span style="font-weight: 400;"> vengono identificati </span><b>la ricerca</b><span style="font-weight: 400;"> e</span><b> l’innovazione</b><span style="font-weight: 400;"> come motori per una transizione verso un’industria europea sostenibile, centrata sull’uomo e resiliente.<br /></span><span style="font-weight: 400;">Decisiva è la presenza di una figura strategica, come l’Innovation Manager, che sappia guidare e supportare le aziende nella transizione 5.0.</span></p>								</div>
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									<span style="font-weight: 400;">Nel concetto di </span><span style="text-decoration: underline;"><a title="L'Industria 5.0 l'evoluzione dell' Industria 4.0" href="https://areaprofessional.com/dalla-smart-factory-alla-smart-society/"><b>Industria 5.0</b></a></span><span style="font-weight: 400;"> vengono identificati </span><b>la ricerca</b><span style="font-weight: 400;"> e</span><b> l’innovazione</b><span style="font-weight: 400;"> come motori per una transizione verso un’industria europea sostenibile, centrata sull’uomo e resiliente. </span>

<span style="font-weight: 400;">Decisiva è la presenza di una figura strategica, come l’Innovation Manager, che sappia guidare e supportare nella transizione 5.0. le aziende.</span>								</div>
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									<p><strong>Ma chi è l’Innovation Manager?</strong></p><p>L&#8217;Innovation Manager è una figura professionale che promuove soluzioni e metodologie che favoriscano il cambiamento culturale dell&#8217;azienda. In particolare, sviluppa progetti e processi di digitalizzazione per la riorganizzazione aziendale, innova, quindi, anche prodotti e servizi dell’azienda, oltre che gli aspetti di gestione della stessa.</p><p><strong>Qual è il legame con l’Industria 5.0?</strong></p><p>Come abbiamo visto, l’<strong>Industria 5.0</strong> ha un approccio umano-centrico: non si tengono più in considerazione solo gli aspetti economici, ma ci si focalizza sulle persone e sui valori sociali.</p><p>Da qui nasce l’esigenza di figure innovative e versatili, come gli <strong>Innovation Manager</strong>, che sappiano cogliere le <strong>esigenze dei lavoratori</strong> e creare <strong>piani strategici e sostenibili per l’azienda e l’ambiente.</strong></p>								</div>
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									<p><strong>Ma chi è l’Innovation Manager?</strong></p><p>L&#8217;Innovation Manager è una figura professionale che promuove soluzioni e metodologie che favoriscano il cambiamento culturale dell&#8217;azienda. In particolare, sviluppa progetti e processi di digitalizzazione per la riorganizzazione aziendale, innova, quindi, anche prodotti e servizi dell’azienda, oltre che gli aspetti di gestione della stessa.</p><p><strong>Qual è il legame con l’Industria 5.0?</strong></p><p>Come abbiamo visto, l’<strong>Industria 5.0</strong> ha un approccio umano-centrico: non si tengono più in considerazione solo gli aspetti economici, ma ci si focalizza sulle persone e sui valori sociali.</p><p>Da qui nasce l’esigenza di figure innovative e versatili, come gli <strong>Innovation Manager</strong>,  che sappiano cogliere le <strong>esigenze dei lavoratori</strong> e creare <strong>piani strategici e sostenibili per l’azienda e l’ambiente.</strong></p>								</div>
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		<p>L'articolo <a href="https://areaprofessional.com/industria-5-0-e-innovation-manager/">Industria 5.0 e Innovation Manager: un legame inscindibile</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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		<title>Industria 4.0, ecco i fondi della Regione Lombardia</title>
		<link>https://areaprofessional.com/industria-4-0-ecco-i-fondi-della-regione-lombardia/</link>
		
		<dc:creator><![CDATA[Alberto Pica]]></dc:creator>
		<pubDate>Mon, 23 Jan 2023 10:23:24 +0000</pubDate>
				<category><![CDATA[NEWS]]></category>
		<category><![CDATA[area-mes]]></category>
		<category><![CDATA[automazione industriale]]></category>
		<category><![CDATA[digitalizzazione]]></category>
		<category><![CDATA[gestione energetica]]></category>
		<category><![CDATA[industria 4.0]]></category>
		<guid isPermaLink="false">https://areaprofessional.com/?p=26222</guid>

					<description><![CDATA[<p>Due aziende cremonesi impegnate a realizzare un polo tecnologico per l&#8217;economia del futuro. Casalmaggiore. Contributi regionali a due aziende di Casalmaggiore, Area Group e Robby Moto Engineering, con la possibilità della creazione di un vero e proprio polo tecnologico 4.0. “Siamo orgogliosi di comunicare che le uniche due aziende della provincia di Cremona, candidate rispettivamente &#8230; </p>
<p class="link-more"><a href="https://areaprofessional.com/industria-4-0-ecco-i-fondi-della-regione-lombardia/" class="more-link">Leggi tutto<span class="screen-reader-text"> "Industria 4.0, ecco i fondi della Regione Lombardia"</span></a></p>
<p>L'articolo <a href="https://areaprofessional.com/industria-4-0-ecco-i-fondi-della-regione-lombardia/">Industria 4.0, ecco i fondi della Regione Lombardia</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
]]></description>
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					<h2 class="elementor-heading-title elementor-size-default">Due aziende cremonesi impegnate a realizzare un polo tecnologico per l'economia del futuro.</h2>				</div>
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									<p><span style="font-weight: 400;">Casalmaggiore. Contributi</span><span style="font-weight: 400;"> regionali a due aziende di Casalmaggiore, <strong>Area Group</strong> e <strong>Robby Moto Engineering</strong>, con la possibilità della creazione di un vero e proprio <strong>polo tecnologico 4.0.</strong></span></p><p><span style="font-weight: 400;">“Siamo orgogliosi di comunicare che le uniche due aziende della provincia di Cremona, candidate rispettivamente con i progetti denominati <strong>n</strong></span><span style="font-weight: 400;"><strong>uovi indicatori di performance per il manifatturiero 5.0: «<span style="text-decoration: underline;"><a title="Scopri l'innovativo modulo di AreaMES per gli indicatori energetici" href="https://areaprofessional.com/modulo-enpi-di-areames/">EnPI</a></span></strong> <strong>(Energy Performance Indicator) e</strong> <strong>SuPI</strong> <strong>(Sustainability Performance Indicator)</strong> <strong>integrati in un</strong> <strong>sistema <span style="text-decoration: underline;"><a title="Raccogli e analizza i dati con un MES di ultima generazione" href="https://areaprofessional.com/cosa-e-un-mes/">gestionale di fabbrica</a></span> (MES)</strong></span><strong> e </strong><span style="font-weight: 400;"><strong>Virtual Immersive Development Platform 4.0</strong>»</span><span style="font-weight: 400;">, ammesse e finanziate al Bando SI 4.0 2022 di Regione Lombardia AP Srl di Area Group e Robby Moto Engineering, entrambe di Casalmaggiore”, dice Matteo Gardani di Area Group in rappresentanza delle due aziende casalasche.</span></p>								</div>
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									<p><span style="font-weight: 400;">“Si pongono concretamente le fondamenta per la creazione di un polo tecnologico 4.0 nel Casalasco, che nasce dalla collaborazione tra diverse piccole medie imprese in una logica di condivisione di progettualità ad altissimo valore tecnologico &#8211; aggiungono -. Per noi un riconoscimento importante degli sforzi che negli ultimi anni abbiamo compiuto per favorire la diffusione, nel nostro territorio, di una cultura digitale e di una consapevolezza da parte delle aziende degli strumenti che la tecnologia offre per realizzare progetti di <strong>digitalizzazione in ottica 4.0</strong>”.</span></p><p><span style="font-weight: 400;">L&#8217;obbiettivo del bando era “promuovere la realizzazione di progetti per la sperimentazione, prototipazione e messa sul mercato di soluzioni, applicazioni, prodotti e servizi innovativi 4.0, stimolando la domanda a lungo termine di tali soluzioni e incentivando la collaborazione delle imprese con i soggetti qualificati nel campo dell’utilizzo delle <strong>tecnologie 4.0</strong>”.</span></p>								</div>
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									<p><span style="font-weight: 400;">La <strong>tecnologia 4.0</strong>, anche conosciuta come <strong>Industria 4.0</strong> o <strong>quarta rivoluzione industriale</strong> è un concetto che si riferisce all&#8217;integrazione dell&#8217;automazione, dell&#8217;informatica e della comunicazione in sistemi produttivi e processi industriali. Questa integrazione permette di aumentare l&#8217;efficienza e la flessibilità della produzione, rendendo possibile la realizzazione di prodotti personalizzati su richiesta.</span></p><p><span style="font-weight: 400;">La tecnologia 4.0 si basa sull&#8217;utilizzo di tecnologie avanzate come l<strong>&#8216;Internet delle cose (IoT), la robotica collaborativa (CoBot), l&#8217;Intelligenza Artificiale e il Machine Learning</strong> per automatizzare e ottimizzare i processi produttivi. Inoltre, la tecnologia 4.0 prevede l&#8217;utilizzo di sistemi di tracciamento e monitoraggio della produzione in tempo reale (MES).</span></p><p><span style="font-weight: 400;">L’obiettivo della tecnologia 4.0 è quello di aumentare l&#8217;efficienza, la produttività e la competitività delle imprese, oltre che di ridurre gli sprechi e i costi associati alla produzione. Inoltre, l&#8217;adozione della tecnologia 4.0 può contribuire a creare posti di lavoro altamente qualificati e a favorire lo sviluppo di nuove tecnologie e soluzioni innovative.</span></p><p><span style="font-weight: 400;">(articolo pubblicato su La Provincia di Cremona)</span></p>								</div>
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																<a href="https://areaprofessional.com/wp-content/uploads/2023/01/20221231cremona_22.pdf" target="_blank" title="leggi l&#039;articolo">
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		<p>L'articolo <a href="https://areaprofessional.com/industria-4-0-ecco-i-fondi-della-regione-lombardia/">Industria 4.0, ecco i fondi della Regione Lombardia</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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		<title>Ottimizzare i consumi in modo intelligente</title>
		<link>https://areaprofessional.com/save-energy/</link>
		
		<dc:creator><![CDATA[Alberto Pica]]></dc:creator>
		<pubDate>Mon, 12 Sep 2022 09:39:42 +0000</pubDate>
				<category><![CDATA[NEWS]]></category>
		<category><![CDATA[energy monitoring system]]></category>
		<category><![CDATA[gestione energetica]]></category>
		<category><![CDATA[monitoraggio energetico]]></category>
		<guid isPermaLink="false">https://areaprofessional.com/?p=20874</guid>

					<description><![CDATA[<p>Risparmia l&#8217;energia Con la crisi energetica il prezzo dell’energia è salito alle stelle. É dunque necessario porre la massima attenzione sul risparmio energetico, progettando soluzioni che agevolino le operazioni di monitoraggio dei consumi e incrementino l’efficienza energetica aziendale. Attraverso un sistema di monitoraggio è possibile ottimizzare i consumi energetici in modo intelligente. Il monitoraggio energetico &#8230; </p>
<p class="link-more"><a href="https://areaprofessional.com/save-energy/" class="more-link">Leggi tutto<span class="screen-reader-text"> "Ottimizzare i consumi in modo intelligente"</span></a></p>
<p>L'articolo <a href="https://areaprofessional.com/save-energy/">Ottimizzare i consumi in modo intelligente</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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										<content:encoded><![CDATA[		<div data-elementor-type="wp-post" data-elementor-id="20874" class="elementor elementor-20874" data-elementor-post-type="post">
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					<h2 class="elementor-heading-title elementor-size-default">Risparmia l'energia</h2>				</div>
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									<p><span style="font-weight: 400;">Con la crisi energetica il prezzo dell’energia è salito alle stelle. É dunque necessario porre la massima attenzione sul risparmio energetico, progettando soluzioni che agevolino le operazioni di monitoraggio dei consumi e incrementino l’efficienza energetica aziendale.</span></p>								</div>
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									<p><span style="font-weight: 400;">Attraverso un </span><a title="Ottimizza i tuoi consumi energetici" href="https://areaprofessional.com/sistema-di-monitoraggio-dell-energia/"><span style="text-decoration: underline;"><strong>sistema di </strong></span></a><a title="Ottimizza i tuoi consumi energetici" href="https://areaprofessional.com/sistema-di-monitoraggio-dell-energia/"><span style="text-decoration: underline;"><strong>monitoraggio</strong></span></a> <span style="font-weight: 400;">è possibile</span><b> ottimizzare i consumi energetici in modo intelligente.</b></p><p><span style="font-weight: 400;">Il monitoraggio energetico permette di sfruttare al meglio i dati raccolti dai punti di misura (es. macchinari, motori, ecc) identificando in tempo reale eventuali criticità ed errori e mantenendo sotto controllo le performance di ogni impianto (</span><span style="font-weight: 400;">EnPI o <a title="Controlla le tue performance energetiche" href="https://areaprofessional.com/energy-business-intelligence/"><span style="text-decoration: underline;"><strong>Energy Performance Indicator</strong></span></a></span><span style="font-weight: 400;">)</span><span style="font-weight: 400;">. Questo si traduce anche in un efficientamento delle attività produttive</span> <span style="font-weight: 400;">e in una diminuzione dei costi di gestione: </span><b>ottimizzare i consumi vuol dire aumentare la competitività</b><span style="font-weight: 400;">.</span></p>								</div>
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									<p><span style="font-weight: 400;">Attraverso un </span><a href="https://areaprofessional.com/sistema-di-monitoraggio-dell-energia/"><span style="text-decoration: underline;"><strong>sistema di monitoraggio</strong></span></a> <span style="font-weight: 400;">è possibile</span><b> ottimizzare i consumi energetici in modo intelligente.</b></p><p><span style="font-weight: 400;">Il monitoraggio energetico permette di sfruttare al meglio i dati raccolti dai punti di misura (es. macchinari, motori, ecc) identificando in tempo reale eventuali criticità ed errori e mantenendo sotto controllo le performance di ogni impianto (</span><span style="font-weight: 400;">EnPI o <a href="https://areaprofessional.com/energy-business-intelligence/"><span style="text-decoration: underline;"><strong>Energy Performance Indicator</strong></span></a></span><span style="font-weight: 400;">)</span><span style="font-weight: 400;">. Questo si traduce anche in un efficientamento delle attività produttive</span> <span style="font-weight: 400;">e in una diminuzione dei costi di gestione: </span><b>ottimizzare i consumi vuol dire aumentare la competitività</b><span style="font-weight: 400;">.</span></p>								</div>
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									<p><span style="font-weight: 400;">Le problematiche che possono essere identificate grazie alle informazioni ricavate dal nostro </span><b>sistema di monitoraggio energetico </b><span style="font-weight: 400;">sono tipicamente la generazione di energia reattiva, che comporta il pagamento di penali, da parte di macchinari che non lavorano correttamente, oppure assorbimenti inaspettati da parte di compressori, motori e trasformatori.</span><b> </b></p><p><span style="font-weight: 400;">Infine una conoscenza dettagliata dei consumi, facilita l’adozione di soluzioni finalizzate al risparmio: per esempio l’installazione di una pompa a inverter al posto di una normale, con una spesa di poche migliaia di euro, garantisce sin dall’inizio una notevole riduzione dei consumi con un ritorno dell’investimento in meno di 6 mesi.</span></p>								</div>
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		<p>L'articolo <a href="https://areaprofessional.com/save-energy/">Ottimizzare i consumi in modo intelligente</a> proviene da <a href="https://areaprofessional.com">Specialisti nella fabbrica intelligente</a>.</p>
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