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<title>BIP Memphis &#45; adorpower</title>
<link>https://www.bipmemphis.com/rss/author/adorpower</link>
<description>BIP Memphis &#45; adorpower</description>
<dc:language>en</dc:language>
<dc:rights>Copyright 2025 BIP Memphis &#45; All Rights Reserved.</dc:rights>

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<title>How Transformer&#45;Rectifier Sets Power Efficient&#45;Electrostatic Precipitators</title>
<link>https://www.bipmemphis.com/how-transformer-rectifier-sets-power-efficient-electrostatic-precipitators</link>
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<pubDate>Fri, 20 Jun 2025 15:02:15 +0600</pubDate>
<dc:creator>adorpower</dc:creator>
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<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; background: white;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #2b373e;">Industrial pollution control is a trending topic among factories that manage to keep their emissions in check. And the one doing the heavy lifting behind the scenes is the</span><span lang="EN-US" style="color: black; mso-color-alt: windowtext;"><a href="https://adorpowertron.com/esp-power-supplies/" target="_blank" rel="noopener nofollow"><b><span style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #2377d2;">Electrostatic Precipitator (ESP).</span></b></a></span><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #2b373e;"><br style="mso-special-character: line-break;"><!-- [if !supportLineBreakNewLine]--><br style="mso-special-character: line-break;"><!--[endif]--></span></b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #2b373e;"><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal; background: white;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #2b373e;">In this blog, we will break down how T/R units play a significant role in making ESPs more energy-efficient.<p></p></span></p>
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" v:shapes="Picture_x0020_1"><!--[endif]--></span><span lang="EN-US" style="font-size: 14.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal"><span lang="EN-US" style="font-size: 14.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Turning AC to High Voltage DC</span></b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">An ESP acts like a cleaner for exhaust fumes, working with a powerful DC electric field. That's where the<b></b></span><span lang="EN-US"><a href="https://adorpowertron.com/transformer-rectifier-applications-design-and-industry-insights/" target="_blank" rel="noopener nofollow"><b><span style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #2377d2;">transformer rectifier</span></b></a></span><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">comes in, taking low-voltage AC and converting it into high-voltage DC that ranges up to 200 kV.<p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br>It matters a lot because the DC field charges the dusty particles, pulling them out of the air and preventing pollution escape.<br style="mso-special-character: line-break;"><!-- [if !supportLineBreakNewLine]--><br style="mso-special-character: line-break;"><!--[endif]--><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2. High-Frequency Power</span></b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Advancements in ESP systems have introduced a smarter option for<b>high-frequency (HF) power supplies</b>, delivering a more stable and consistent voltage. This results in better voltage control, lower ripple, and faster spark handling.<p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br><b>3. Customizing for Efficiency</b><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Your electrostatic precipitator can't run efficiently with a generic<b>transformer rectifier</b>setup. The input voltage to the system varies for every setup; it could be 380 V, 415 V, or even 690 V.<br><br>That's why transformer rectifier units need to be customised according to some fundamental factors:<p></p></span></p>
<p class="MsoNormal" style="text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; margin: 3.6pt 0cm 0cm 24.0pt;"><!-- [if !supportLists]--><span lang="EN-US" style="font-size: 10.0pt; mso-bidi-font-size: 14.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt 'Times New Roman';"> </span></span></span><!--[endif]--><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Voltage and current ratings</span></b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal" style="text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; margin: 3.6pt 0cm 0cm 24.0pt;"><!-- [if !supportLists]--><span lang="EN-US" style="font-size: 10.0pt; mso-bidi-font-size: 14.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt 'Times New Roman';"> </span></span></span><!--[endif]--><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Cooling mechanisms</span></b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal" style="text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; margin: 3.6pt 0cm 0cm 24.0pt;"><!-- [if !supportLists]--><span lang="EN-US" style="font-size: 10.0pt; mso-bidi-font-size: 14.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt 'Times New Roman';"> </span></span></span><!--[endif]--><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Insulation class and tank construction</span></b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal" style="text-indent: -18.0pt; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; margin: 3.6pt 0cm 0cm 24.0pt;"><!-- [if !supportLists]--><span lang="EN-US" style="font-size: 10.0pt; mso-bidi-font-size: 14.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt 'Times New Roman';"> </span></span></span><!--[endif]--><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Surge protection features</span></b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4. Upgrade Your ESP Without Replacing Everything</span></b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Is your ESP setup too outdated to meet the latest performance standards? Planning to replace? Don't worry; you don't always have to start from scratch. Retrofitting is one of the most significant advantages of modern<b>transformer rectifier</b>technology, enabling you to upgrade your ESP's efficiency.<p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br>This module enhances the performance of your current T/R set by stabilizing voltage, improving spark control, and reducing ripple.<p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br><b>5. How Better Power Improves Your ESP</b><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">When a transformer rectifier setup works with high-frequency control and properly matched components, measurable benefits can be seen in ESP's performance. You can expect higher collection efficiency, lower energy consumption, fewer shutdowns and faults, and improved power factor.<br style="mso-special-character: line-break;"><!-- [if !supportLineBreakNewLine]--><br style="mso-special-character: line-break;"><!--[endif]--><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Final thoughts</span></b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br>Your<b>ESP</b>can't perform well without a reliable power backbone. If you are struggling with patchy dust collection and energy costs, then your<b>transformer rectifier</b>setup is the missing link.<br style="mso-special-character: line-break;"><!-- [if !supportLineBreakNewLine]--><br style="mso-special-character: line-break;"><!--[endif]--><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Thinking, where do I start?  that's where<a href="https://adorpowertron.com/" target="_blank" rel="noopener nofollow"><b><span style="color: #2377d2;">Ador Powertron</span></b></a>comes in.<p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">With decades of expertise in power electronics, Ador is recognized for delivering transformer rectifier sets, innovative high-frequency systems, and advanced controllers that seamlessly integrate into existing setups. Whether you are looking for a new installation or a performance-driven retrofit, Ador's solutions are designed and backed by support that understands your industry inside and out.<p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br><b>Explore proven transformer rectifier systems with us, or get in touch with our experts today for a</b></span><span lang="EN-US"><a href="https://adorpowertron.com/contact/" target="_blank" rel="noopener nofollow"><b><span style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #2377d2;">free consultation call.</span></b></a></span><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br style="mso-special-character: line-break;"><!-- [if !supportLineBreakNewLine]--><br style="mso-special-character: line-break;"><!--[endif]--></span></b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><b><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">About the Author:</span></b><span lang="EN-US"><a href="https://adorpowertron.com/contact/" target="_blank" rel="noopener nofollow"><b><span style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; color: #2377d2;">ADOR POWERTRON Ltd</span></b></a></span><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">., an ISO 9001-certified company, is one of the largest manufacturers and suppliers of Transformer-Rectifier (T/R) sets and controls in the world<p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br>With over 20,000 High-Voltage Transformer-Rectifiers units supplied and 200 satisfied customers to its credit over the past 35 years, it has established a strong footprint within the Power, Cement, Steel, Pulp, and Paper industries across 82 countries spanning six continents.<p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">ADOR T/Rs use in-house software. Additionally, OEM software can be integrated to manage and control the ESP.<p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br>ADOR is committed to investing in these areas and will research innovative solutions to fight pollution and use sustainable energy. To achieve this goal, Ador has a strategic technology-sharing partnership with Redkoh, the world's foremost precipitator controls company.<p></p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br><b>#EnergyEfficiency #PowerElectronics #Sustainability #SwitchModePowerSupply #HydrogenInnovation</b><p></p></span></p>
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