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	<title>3D Printing &#8211; PekDar – Astrophotography Engineering</title>
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	<link>https://astrophotography.pekdar.net</link>
	<description>Autorskie rozwiązania Hardware, Projekty 3D i Zaawansowane Poradniki</description>
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	<title>3D Printing &#8211; PekDar – Astrophotography Engineering</title>
	<link>https://astrophotography.pekdar.net</link>
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	<item>
		<title>EQDIRect for NEQ and EQ mounts</title>
		<link>https://astrophotography.pekdar.net/en/eqdirect-for-neq-eq-mounts/</link>
		
		<dc:creator><![CDATA[PekDar]]></dc:creator>
		<pubDate>Mon, 30 Jun 2025 12:25:38 +0000</pubDate>
				<category><![CDATA[Equipment]]></category>
		<category><![CDATA[3D Printing]]></category>
		<category><![CDATA[Software]]></category>
		<category><![CDATA[astroberry]]></category>
		<category><![CDATA[eq6pro]]></category>
		<category><![CDATA[eqdir]]></category>
		<category><![CDATA[eqdirect]]></category>
		<category><![CDATA[neq6pro]]></category>
		<category><![CDATA[skywatcher]]></category>
		<category><![CDATA[synscan controller]]></category>
		<guid isPermaLink="false">https://astrophotography.pekdar.net/?p=12010</guid>

					<description><![CDATA[    The GOTO controller is extremely convenient and practical to use, when you want to look at interesting night sky objects, with your own eye through the eyepiece mounted in the telescope&#8217;s focuser. The ability to quickly select an object using the GOTO controller, is invaluable. It&#8217;s way better using mount with PC and Here [&#8230;]]]></description>
										<content:encoded><![CDATA[		<div data-elementor-type="wp-post" data-elementor-id="12010" class="elementor elementor-12010" data-elementor-post-type="post">
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									<p>    The GOTO controller is extremely convenient and practical to use, when you want to look at interesting night sky objects, with your own eye through the eyepiece mounted in the telescope&#8217;s focuser. The ability to quickly select an object using the GOTO controller, is invaluable. It&#8217;s way better using mount with PC and Here it comes the EQDIRect for NEQ and EQ mounts.</p>
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									<p data-sourcepos="3:1-3:143">    In astrophotography, however, the GOTO controller isn&#8217;t necessarily as convenient. I admit there were times when it actually got in my way.</p>
<p data-sourcepos="5:1-5:258">I decided to remove the controller so it would no longer intermediate the mount control; its role has been taken over by <strong>Astroberry</strong> combined with an EQDirect solution. My own implementation is based on descriptions for EQDirect available on the Internet.</p>								</div>
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										<img fetchpriority="high" decoding="async" width="800" height="600" src="https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230306_210735691-2048x1536.jpg" class="attachment-large size-large wp-image-11993" alt="EQDIRect self made" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230306_210735691-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230306_210735691-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230306_210735691-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230306_210735691-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230306_210735691-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230306_210735691-150x113.jpg 150w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230306_210735691-scaled.jpg 2560w" sizes="(max-width: 800px) 100vw, 800px" />											<figcaption class="widget-image-caption wp-caption-text">EQDIRect self made</figcaption>
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									<p data-sourcepos="3:1-3:381">   The topic seemed simple, however, when it came to actually building the device myself, things weren&#8217;t so obvious anymore. Some important information is missing online. It&#8217;s <span style="text-decoration: underline;">easy to make a mistake</span> that could seriously damage the mount&#8217;s electronics, as well as the Astroberry or another computer to which the EQDirect is connected. Repairing these devices can be very expensive!</p>
<p data-sourcepos="5:1-5:225">Once I had gathered all the necessary pieces of the &#8220;puzzle&#8221;, analyzed and double-checked the subject several times, I assembled the whole thing. Then, with a slightly trembling hand, I switched on the power to the mount.</p>								</div>
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										<img decoding="async" width="800" height="600" src="https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230307_162822580-2048x1536.jpg" class="attachment-large size-large wp-image-11994" alt="EQDIRect for NEQ and EQ mounts" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230307_162822580-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230307_162822580-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230307_162822580-150x113.jpg 150w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230307_162822580-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230307_162822580-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230307_162822580-scaled.jpg 2560w" sizes="(max-width: 800px) 100vw, 800px" />											<figcaption class="widget-image-caption wp-caption-text">EQDIRect home made - set</figcaption>
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									<p>Luckily, nothing exploded 😉 What&#8217;s more, everything works – and it works like a charm! The mount responds to and executes all commands issued to it by the <strong>KStars+EKOS</strong> duo, along with the <strong>EQMod with INDI</strong> <strong>driver</strong>, and all of this resides together in <strong>Astroberry</strong>.</p><h3>EQDIRect for NEQ and EQ mounts &#8211; Astroberry configuration</h3>								</div>
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										<img decoding="async" width="800" height="594" src="https://astrophotography.pekdar.net/wp-content/uploads/2023/03/Screenshot_20230309_183105.jpg" class="attachment-large size-large wp-image-11990" alt="EQDIRect - EKOS - EQMod mount driver with setup" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2023/03/Screenshot_20230309_183105.jpg 1067w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/Screenshot_20230309_183105-300x223.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/Screenshot_20230309_183105-150x111.jpg 150w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/Screenshot_20230309_183105-768x570.jpg 768w" sizes="(max-width: 800px) 100vw, 800px" />											<figcaption class="widget-image-caption wp-caption-text">EQDIRect - EKOS - EQMod mount driver with setup</figcaption>
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									<p>Of course, <strong>EQDIRect</strong> will also work with <strong>ASCOM</strong> and other software that requires such a technical solution to control the <a href="https://www.skywatcherusa.com/" target="_blank" rel="noopener">Sky-Watcher</a> <strong>EQ6</strong>, <strong>NEQ6Pro</strong> mounts.</p>								</div>
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										<img loading="lazy" decoding="async" width="800" height="593" src="https://astrophotography.pekdar.net/wp-content/uploads/2023/03/Screenshot_20230309_183158.jpg" class="attachment-large size-large wp-image-11991" alt="EQDIRect - EKOS - EQMod mount driver connection setup" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2023/03/Screenshot_20230309_183158.jpg 1067w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/Screenshot_20230309_183158-300x222.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/Screenshot_20230309_183158-150x111.jpg 150w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/Screenshot_20230309_183158-768x569.jpg 768w" sizes="(max-width: 800px) 100vw, 800px" />											<figcaption class="widget-image-caption wp-caption-text">EQDIRect - EKOS - EQMod mount driver connection setup</figcaption>
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										<img loading="lazy" decoding="async" width="800" height="600" src="https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230315_190112290-2048x1536.jpg" class="attachment-large size-large wp-image-11996" alt="EQDIRect - self made - in use" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230315_190112290-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230315_190112290-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230315_190112290-150x113.jpg 150w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230315_190112290-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230315_190112290-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2023/03/IMG_20230315_190112290-scaled.jpg 2560w" sizes="(max-width: 800px) 100vw, 800px" />											<figcaption class="widget-image-caption wp-caption-text">EQDirect with testing setup</figcaption>
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									<p>It works really well, even in slightly freezing conditions &#8211; tested &#8211; see the attached photos 🙂</p><p>To protect the expensive mount from damage, my EQDIRect unit is equipped with several additional electrical protections.</p><p>Mount performs excellently in the field together with EQDirect when used together with <a href="https://astrophotography.pekdar.net/en/perun-ii-astrophotography-power-bank-counterweight/" target="_blank" rel="noopener">PERUN II</a> power bank.</p>								</div>
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									<p>If you are interested in acquiring <strong>EQDIRect</strong> made by me, please don&#8217;t hesitate to reach out me by filling out the <a href="https://astrophotography.pekdar.net/en/terms-of-privacy/" target="_blank" rel="noopener">contact form</a>.</p>								</div>
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		<title>Homemade power banks</title>
		<link>https://astrophotography.pekdar.net/en/homemade-power-banks/</link>
		
		<dc:creator><![CDATA[PekDar]]></dc:creator>
		<pubDate>Fri, 11 Oct 2024 13:31:00 +0000</pubDate>
				<category><![CDATA[Equipment]]></category>
		<category><![CDATA[3D Printing]]></category>
		<category><![CDATA[mobile power supply]]></category>
		<category><![CDATA[power bank]]></category>
		<category><![CDATA[pv powerbank]]></category>
		<guid isPermaLink="false">https://astrophotography.pekdar.net/?p=10835</guid>

					<description><![CDATA[During an astrophotography session in outdoors, smowhere in the field, especially in spring or autumn, there is dew.
A wet lens makes photography impossible, so you need to take care of the possibility of drying the lens and even better, prevent dew during the photo session.
A heater-tape powered from the USB port of the powerbank, is ideal for reducing dew on the lens and even eliminating it totally.]]></description>
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									<p></p><p>During an astrophotography session in outdoors, smowhere in the field, especially in spring or autumn, there is dew.<br />A wet lens makes photography impossible, so you need to take care of the possibility of drying the lens and even better, prevent dew during the photo session.<br />A heater-tape powered from the USB port of the powerbank, is ideal for reducing dew on the lens and even eliminating it totally.</p><figure id="attachment_10810" aria-describedby="caption-attachment-10810" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/10/IMG_20240708_075606903-600x445.jpg" alt="Mobile power bank - 12Ah - white" width="600" height="445" /><figcaption id="caption-attachment-10810" class="wp-caption-text"><span style="color: #ffff00;">Mobile Power Bank with two USB fast charging ports</span><br /><span style="color: #ffff00;">12 Ah</span></figcaption></figure><p>Over the years I have used a number of different, small travel powerbanks of commercial manufacture, for charging my phone or powering mentioned heater.<br />They all broke down after a period of two years of use except for one, which still works today. It is an exception, no longer available on the market for sale.<br />Each commercial powerbank broke down in almost the same way, for the same reasons. The first reason was the large amount of water accumulated on the unit (dew), led to a short circuit.<br />The second, more common reason for failure, was the negative temperature in which I used the powerbanks, a range of -1 to -8 C degree.</p><figure id="attachment_10808" aria-describedby="caption-attachment-10808" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/10/IMG_20240708_075540358-600x449.jpg" alt="Mobile power bank - 12Ah - white" width="600" height="449" /><figcaption id="caption-attachment-10808" class="wp-caption-text"><span style="color: #ffff00;">Mobile Power Bank with two USB fast charging ports</span><br /><span style="color: #ffff00;">12 Ah</span></figcaption></figure><p>I struggled with trying myself to repair the defects once the manufacturer&#8217;s warranty had expired. For those units that survived I&#8217;ve sent with the warranty service, which most often returned my money instead of the repaired device. Every time I went to take a night shots of the sky, I wondered &#8211; which of the two powebanks would break down this time?<br />My irritation reached its peak, when both powerbanks died in the same night in use with -3C degree.<br />Commercial powerbanks that can work with negative temperatures, cost far too much in relation to the capacity and functionality they offer.</p><figure id="attachment_10809" aria-describedby="caption-attachment-10809" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/10/IMG_20240708_075551095-600x449.jpg" alt="Mobile power bank - 12Ah - white" width="600" height="449" /><figcaption id="caption-attachment-10809" class="wp-caption-text"><span style="color: #ffff00;">Mobile Power Bank with two USB fast charging ports</span><br /><span style="color: #ffff00;">12 Ah</span></figcaption></figure><p>I sat down at my computer and started working on my own powerbank, that would not die during use in minus degrees. I defined my own requirements and after two months of work and after-hours digging in subject, I created a prototype that worked without much complaint. I knew that the prototype would have hidden flaws that I was not aware of. I thought, my children could be great testers of my idea. I made a copy for each of them and two pieces for myself.</p><p>Over more than a year of using all the units, design and functional flaws became apparent, which were easily corrected. During use, I came up with the idea to add a small PV panel that can charge the powerbank in outdoors under the sun light. It doesn&#8217;t give a lot of extra power, but it will always reduce a bit the power consumption from powerbank self.</p><figure id="attachment_10806" aria-describedby="caption-attachment-10806" style="width: 449px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/10/IMG_20240708_075455714-449x600.jpg" alt="Four pcs of Mobile power banks - 12Ah" width="449" height="600" /><figcaption id="caption-attachment-10806" class="wp-caption-text"><span style="color: #ffff00;">Mobile Power Banks with two USB fast charging ports</span><br /><span style="color: #ffff00;">12 Ah</span></figcaption></figure><p>My owne powerbanks I carried with me almost everywhere. I used them in negative temperatures range from -1C to -13C.<br />None of them failed. Only the capacity of the recycled power cells used decreased, which in most cases is typical, when you use used rather old power cells. Everything wears out. I only replaced the cells that were weaker and used the powerbank further.<br />Today I&#8217;m already using the new final version, which I&#8217;m very happy with and I&#8217;m not going to buy any more commercial powerbanks, that don&#8217;t meet my expectations.</p><p>It has only one disadvantage, it is a relatively large device compared to commercial ones of the same capacity, some how I had to pinch all the electronics, replaceable power cells and PV panel. Personally, the size doesn&#8217;t bother me. When I go outdoors to take photo shoots or for any other reason, I throw the powerbank in my backpack or bag and vayola ahead 🙂</p><p>The photos show power banks that I made for my children 🙂</p><figure id="attachment_10830" aria-describedby="caption-attachment-10830" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/10/IMG_20240708_075509169-1-600x449.jpg" alt="Four pcs of mobile power banks - 12Ah" width="600" height="449" /><figcaption id="caption-attachment-10830" class="wp-caption-text"><span style="color: #ffff00;">Mobile Power Banks with two USB fast charging ports</span><br /><span style="color: #ffff00;">12 Ah</span></figcaption></figure><p><strong>The main functionalities and capabilities of the powerbank are:<br />&#8211;</strong> replacement of used cells with new ones, without replacing the entire powerbank, definitely reduces the cost of using it,<br />&#8211; use of different capacities of power cells available on the market. I can increase or decrease the capacity of the powerbank, I rather prefer to increase 😉<br />&#8211; PV panel always helps a little in charging devices and saves energy in the powerbank itself,<br />&#8211; USB-A charging ports support fast charging mode,<br />&#8211; ability to charge the powerbank in fast charging mode via the USB-C port,<br />&#8211; ability to charge the powerbank in standard mode via the micro-USB port,<br />&#8211; % level display of available energy.</p><p> </p><p></p>								</div>
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		<title>PERUN II – Astrophotography Power Bank &#038; Counterweight</title>
		<link>https://astrophotography.pekdar.net/en/perun-ii-astrophotography-power-bank-counterweight/</link>
		
		<dc:creator><![CDATA[PekDar]]></dc:creator>
		<pubDate>Sun, 15 Sep 2024 13:30:01 +0000</pubDate>
				<category><![CDATA[Equipment]]></category>
		<category><![CDATA[3D Printing]]></category>
		<category><![CDATA[counterweight]]></category>
		<category><![CDATA[DIY]]></category>
		<category><![CDATA[Mobile Power Bank]]></category>
		<category><![CDATA[Mount Power Supply]]></category>
		<category><![CDATA[perun II]]></category>
		<guid isPermaLink="false">https://astrophotography.pekdar.net/?p=9614</guid>

					<description><![CDATA[You can find many different power banks on the market. Unfortunately, none of them met my personal expectations in terms of Astrophotography Power Bank with available power, mobility and small size for mobile Astrophotography and Astronomy. Especially in the context of the possibility to take the power bank on board plane and to be comply [&#8230;]]]></description>
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									<p lang="en-US" align="justify">You can find many different power banks on the market. Unfortunately, none of them met my personal expectations in terms of <strong>Astrophotography Power Bank</strong> with available power, mobility and small size for mobile Astrophotography and Astronomy. Especially in the context of the possibility to take the power bank on board plane and to be comply with restrictions, requirements and rules present with airlines and security gates regulations.</p><figure id="attachment_9276" aria-describedby="caption-attachment-9276" style="width: 300px" class="wp-caption alignleft"><img loading="lazy" decoding="async" class="wp-image-9276 size-thumbnail" title="PERUN II - 3D model" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN_II-3Dmodel-300x228.jpg" alt="PERUN II - 3D model" width="300" height="228" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN_II-3Dmodel-300x228.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN_II-3Dmodel-600x456.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN_II-3Dmodel-768x584.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN_II-3Dmodel.jpg 787w" sizes="(max-width: 300px) 100vw, 300px" /><figcaption id="caption-attachment-9276" class="wp-caption-text"><span style="color: #ffffff;">PERUN II &#8211; 3D model</span></figcaption></figure><p lang="en-US">To cover defined above requirements and needs the „<b>PERUN </b><b>II</b>”, was created, which is improved version of discontinued PERUN first version.</p><p><span lang="en-US">Why “</span><strong><span lang="en-US">Perun</span></strong><span lang="en-US">” name? It is the god of thunder and lightning of the ancient Slavic religion. The name reflects the nature of this project and a large amount of energy that has been accumulated in a really small volume of Perun.</span></p>								</div>
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										<img loading="lazy" decoding="async" width="212" height="300" src="https://astrophotography.pekdar.net/wp-content/uploads/2022/07/Perun-god_of_thunder-212x300.png" class="attachment-medium size-medium wp-image-6963" alt="Perun - Slavic god of thunder" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2022/07/Perun-god_of_thunder-212x300.png 212w, https://astrophotography.pekdar.net/wp-content/uploads/2022/07/Perun-god_of_thunder-106x150.png 106w, https://astrophotography.pekdar.net/wp-content/uploads/2022/07/Perun-god_of_thunder.png 299w" sizes="(max-width: 212px) 100vw, 212px" />											<figcaption class="widget-image-caption wp-caption-text">Perun - Slavic god of thunder</figcaption>
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										<img loading="lazy" decoding="async" width="287" height="300" src="https://astrophotography.pekdar.net/wp-content/uploads/2022/07/perun-ancient_symbol-287x300.png" class="attachment-medium size-medium wp-image-6962" alt="Perun - ancient symbol" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2022/07/perun-ancient_symbol-287x300.png 287w, https://astrophotography.pekdar.net/wp-content/uploads/2022/07/perun-ancient_symbol-144x150.png 144w, https://astrophotography.pekdar.net/wp-content/uploads/2022/07/perun-ancient_symbol.png 360w" sizes="(max-width: 287px) 100vw, 287px" />											<figcaption class="widget-image-caption wp-caption-text">Perun - ancient symbol</figcaption>
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									<p><span lang="en-US">While using the first version of PERUN, I carefully noted all its shortcomings and user suggestions, which </span><span lang="en-US">became</span><span lang="en-US"> very valuable later.</span></p><p><span lang="en-US">After 2 years of work since first PERUN was released, the first beta version of PERUN II </span><span lang="en-US">was created. The first prototype was very successful </span><span lang="en-US">and</span><span lang="en-US"> quickly passed </span><span lang="en-US">with </span><span lang="en-US">several field tests. Soon after the second version of prototype was created and it was very close to final version &#8211; this version was so successful, that I decided to make it available to a few people who were awaiting with improved version&#8230; The third and last version of prototype which has already become the final version containing most of the improvements, based on the collected notes and valuable suggestions from users.</span></p>								</div>
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										<img loading="lazy" decoding="async" width="800" height="600" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-2048x1536.jpg" class="attachment-large size-large wp-image-9277" alt="PERUN II - Body" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-scaled.jpg 2560w" sizes="(max-width: 800px) 100vw, 800px" />											<figcaption class="widget-image-caption wp-caption-text">PERUN II - Korpus / Body</figcaption>
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									<p>Compared to the first version of PERUN, <span lang="en-US">I </span><span lang="en-US">have </span><span lang="en-US">added new functionalities reported by users and others based on my own needs, which as it turned out later, were also appreciated by users. This is how a new list of requirements was created, containing changes and improvements, constituting the new goal of the project.</span></p>								</div>
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					<h5 class="elementor-heading-title elementor-size-default">Project goals – more important points</h5>				</div>
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									<ul><li><p lang="en-US">Power source for astronomy / astrophotography devices in the field, without access to a permanent power source.</p></li><li><p lang="en-US">Possibility to take PERUN II on board the plane, based on present (Feb. 2024) requirements and safety rules during travel with power banks.</p></li><li><p lang="en-US">Using a Perun as a counterweight to assembly on a rod counterbalance mount. Especially for mounts <a href="https://astrophotography.pekdar.net/en/synscan-goto-v4-controller-trouble-with-buttons/">NEQ6</a> and iOptron.</p></li><li><p lang="en-US">Double amount of available power and the number of available power ports for devices by connecting two pcs of PERUN to each other.</p></li><li><p lang="en-US">Possibility to quickly charge a set of batteries, without removing them from the PERUN body.</p></li></ul>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Technical specification for Astrophotography Power Bank</h3>				</div>
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									<p lang="en-US">PERUN II can use up to 6 pcs of batteries, model: <b>NP-F9</b><b>5</b><b>0/</b><b>960/970</b> or compatible, f.e.:</p><figure id="attachment_9278" aria-describedby="caption-attachment-9278" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9278" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190402004-NP-F970-battery-600x427.jpg" alt="NP-F970 - battery - bottom view" width="600" height="427" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190402004-NP-F970-battery-600x427.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190402004-NP-F970-battery-2048x1456.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190402004-NP-F970-battery-300x213.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190402004-NP-F970-battery-768x546.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190402004-NP-F970-battery-1536x1092.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190402004-NP-F970-battery-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9278" class="wp-caption-text"><span style="color: #ffffff;">NP-F970 &#8211; battery &#8211; bottom view</span></figcaption></figure><p lang="en-US">They can be purchased in most stores offering photographic and film equipment.</p><figure id="attachment_9285" aria-describedby="caption-attachment-9285" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="wp-image-9285 size-medium" title="NP-F970 - battery - top view" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190433177-NP-F970-battery-600x502.jpg" alt="NP-F970 - battery - top view" width="600" height="502" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190433177-NP-F970-battery-600x502.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190433177-NP-F970-battery-2048x1712.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190433177-NP-F970-battery-300x251.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190433177-NP-F970-battery-768x642.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190433177-NP-F970-battery-1536x1284.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190433177-NP-F970-battery-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9285" class="wp-caption-text"><span style="color: #ffffff;">NP-F970 &#8211; battery &#8211; top view</span></figcaption></figure><p lang="en-US">Battery technical specifications for model NP-F970. You must buy it<b> </b><span style="color: #c9211e;"><b>separately</b></span> by your self:</p><ul><li><p lang="en-US">Lithium-ion battery.</p></li><li><p lang="en-US">7.2 VDC voltage.</p></li><li><p lang="en-US">8600mAh capacity.</p></li><li><p lang="en-US">Equipped with a chip, compatible with InfoLithium.</p></li><li><p lang="en-US">Standard warranty – 12 months.</p></li><li><p lang="en-US">Free from memory effect.</p></li><li><p lang="en-US">The max. of the power of six pcs of batteries: <b>371,5 Wh</b></p></li></ul><p lang="en-US">To charge batteriesin 100% full you need to buy <span style="color: #c9211e;"><b>separately by your self</b></span> NP-F standard charger or compatible.</p><figure id="attachment_9287" aria-describedby="caption-attachment-9287" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="wp-image-9287 size-medium" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190946671-NP-F_charger-600x518.jpg" alt="NP-F - battery charger" width="600" height="518" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190946671-NP-F_charger-600x518.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190946671-NP-F_charger-2048x1768.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190946671-NP-F_charger-300x259.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190946671-NP-F_charger-768x663.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190946671-NP-F_charger-1536x1326.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220630_190946671-NP-F_charger-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9287" class="wp-caption-text"><span style="color: #ffffff;">Vendor charger &#8211; model: NP-F970</span></figcaption></figure><p lang="en-US"><b> </b></p><p lang="en-US"><b>Optional</b> – Dedicated fast battery charger for batteries model <b>NPF-970</b> or compatible.</p><figure id="attachment_9335" aria-describedby="caption-attachment-9335" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="wp-image-9335 size-medium" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080745039-600x450.jpg" alt="PERUN II Battery chager - PC970" width="600" height="450" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080745039-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080745039-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080745039-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080745039-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080745039-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080745039-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9335" class="wp-caption-text"><span style="color: #ffffff;">PERUN C970 – fast battery charger for batteries model NPF-970 or compatible</span></figcaption></figure><p lang="en-US">Approximately <b>9-10 hours</b> of continuous shooting for the configuration:</p><ul><li><p lang="en-US">CEM25P mount,</p></li><li><p lang="en-US">MGen II guider,</p></li><li><p lang="en-US">AITK HORIZON RGB CMOS camera</p></li></ul><p lang="en-US">The body hole diameter fits the iOptron rod counterweight. After using a dedicated reduction, it also fits on the NEQ6Pro counterweight rod and compatible.</p><p lang="en-US"><b>Tested and proven</b> devices in cooperation with PERUN II:</p><ul><li><p lang="en-US">Lacerta MGen2 + CCD (guider) camera,</p></li><li><p lang="en-US">Omegon Pro CCD (guider camera),</p></li><li><p lang="en-US">CMOS ATIK Horizon RGB camera,</p></li><li><p lang="en-US">ASI 2600MC Pro camera,</p></li><li><p lang="en-US">RaspBerry PI4 (Astroberry),</p></li><li><p lang="en-US">AsiAir (with maximum power requirements 5A),</p></li><li><p lang="en-US">AsiAir Plus (with maximum power requirements 5A),</p></li><li><p lang="en-US">Parallactic mount CEM25p,</p></li><li><p lang="en-US">Parallactic mount CEM26,</p></li><li><p lang="en-US">Parallactic mount HEQ5,</p></li><li><p lang="en-US">Parallactic mount NEQ6Pro,</p></li><li><p lang="en-US">Parallactic mount NYX-101,</p></li><li><p lang="en-US">2x USB heater,</p></li><li><p lang="en-US">Power source for mobile phone,</p></li><li><p lang="en-US">Power source for other mobile power banks charged with USB port</p></li></ul><p lang="en-US"><b>Body housing dimensions</b> – without batteries, battery locks, switches, charging port cover and body locking screws.</p><figure id="attachment_9336" aria-describedby="caption-attachment-9336" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="wp-image-9336 size-medium" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-body_dimenstions-600x406.jpg" alt="PERUN II – Housing dimensions without external items" width="600" height="406" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-body_dimenstions-600x406.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-body_dimenstions-300x203.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-body_dimenstions-768x520.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-body_dimenstions.jpg 1187w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9336" class="wp-caption-text"><span style="color: #ffffff;">PERUN II – Housing dimensions without external items</span></figcaption></figure><p><span style="color: #c9211e;">X</span> → 124 [mm] +- 1 [mm]</p><p><span style="color: #00cc00;">Y</span> → 134 [mm] +- 1 [mm]</p><p><span style="color: #3465a4;">Z</span> → 56 [mm] +- 1 [mm]</p><p> </p><p lang="en-US"><b>Total dimensions of the body</b>, including batteries (NPF-970 model) and elements protruding beyond the main outline of the body case:</p><figure id="attachment_9337" aria-describedby="caption-attachment-9337" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9337" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-total-body_dimenstions-600x548.jpg" alt="PERUN II – Total body dimension including external items" width="600" height="548" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-total-body_dimenstions-600x548.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-total-body_dimenstions-300x274.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-total-body_dimenstions-768x701.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-total-body_dimenstions.jpg 917w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9337" class="wp-caption-text"><span style="color: #ffffff;">PERUN II – Total body dimension including external items</span></figcaption></figure><p><span style="color: #c9211e;">X</span> → 129 [mm] +- 1 [mm]</p><p><span style="color: #00cc00;">Y</span> → 142 [mm] +- 1 [mm]</p><p><span style="color: #3465a4;">Z</span> → 162 [mm] +- 1 [mm]</p>								</div>
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									<ul><li><p lang="en-US">Input current filtering.</p></li><li><p lang="en-US">Output current filtering.</p></li><li><p lang="en-US">Over-voltage protection on power ports (12 VDC).</p></li><li>Over-voltage and over-current protection on input power converters.</li><li><p lang="en-US">Filtering out electromagnetic interference on power ports.</p></li><li><p lang="en-US">Filtering out electrical noise on power ports.</p></li><li><p lang="en-US">Two PWR converters working in parallel – in case of one PWR converter became failed<b>*</b>, PERUN II will continuous operational with half of the available power of 4 [A].</p></li><li><p lang="en-US">Main power switch (red).</p></li><li><p lang="en-US">Dedicated power switch for each power port.</p></li><li><p lang="en-US">Dedicated LED signaling of the power status of each port.</p></li><li><p lang="en-US">LED battery level indicator.</p></li><li><p lang="en-US">Dedicated port for fast charging batteries and connecting PERUN II (twice more available energy).</p></li><li><p lang="en-US">Possibility to take on board the plane.</p></li><li><p lang="en-US">Very high energy-to-weight ratio transported on board the aircraft.</p></li><li><p lang="en-US">Perun itself is a counterweight to the devices suspended on the mount. The more batteries used with Perun, the more counterbalanced it is. At the same time offering more energy at your disposal.</p></li><li><p lang="en-US">Batteries HOT-SWAP during operational.</p></li></ul><p lang="en-US">* &#8211; depends on the nature of the converter failure.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Characteristics of PERUN II</h3>				</div>
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									<p lang="en-US">The power source are batteries with a voltage of 7.2 VDC each. Connected in parallel.</p><p lang="en-US">During operation, the voltage level automatically decreases in according to the battery discharge state.</p><figure id="attachment_9338" aria-describedby="caption-attachment-9338" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9338" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230914_063444513_crop-600x400.jpg" alt="PERUN II – full load with 6 pcs of batteries, model: NP-F970" width="600" height="400" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230914_063444513_crop-600x400.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230914_063444513_crop-2048x1365.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230914_063444513_crop-300x200.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230914_063444513_crop-768x512.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230914_063444513_crop-1536x1024.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230914_063444513_crop-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9338" class="wp-caption-text"><span style="color: #ffffff;">PERUN II – full load with 6 pcs of batteries, model: NP-F970</span></figcaption></figure><ul><li><p lang="en-US">Summary of the currents of all connected devices in one time, <b>must not exceed</b> <span style="color: #c9211e;"><b>8</b></span> <b>[A].</b></p></li><li><p lang="en-US">Two PWR converters working in parallel – in case of one PWR converter became failed<strong>*</strong>, PERUN II will continuous operational with <u>half</u> ( 4 [A] ) of the available power.</p></li><li><p lang="en-US">Without load, PERUN II generates no heat. It heats up slightly during load, therefore does not require active cooling.</p></li><li><p lang="en-US">Has three 12VDC power ports. Each power port has a current protection of 5 [A]. The set includes one spare 5 [A] fuse.</p></li></ul>								</div>
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										<img loading="lazy" decoding="async" width="300" height="147" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-power_port_switch-300x147.jpg" class="attachment-thumbnail size-thumbnail wp-image-9339" alt="PERUN II – Power port with belonging switch" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-power_port_switch-300x147.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-power_port_switch.jpg 302w" sizes="(max-width: 300px) 100vw, 300px" />											<figcaption class="widget-image-caption wp-caption-text">PERUN II – Power port with belonging switch</figcaption>
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										<img loading="lazy" decoding="async" width="300" height="199" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-5Amps_spare_fuse-300x199.jpg" class="attachment-thumbnail size-thumbnail wp-image-9303" alt="PERUN / PRUN II - 5 Amps spare fuse" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-5Amps_spare_fuse-300x199.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-5Amps_spare_fuse.jpg 491w" sizes="(max-width: 300px) 100vw, 300px" />											<figcaption class="widget-image-caption wp-caption-text">PERUN / PRUN II - 5 Amps spare fuse</figcaption>
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									<ul><li><p lang="en-US">PERUN II is able to handle momentary currents greater than the nominal operating current <b>8</b><b> </b><b>[</b><b>A]</b>. However the connected devices, must be protected against damage.</p></li><li><p lang="en-US">Voltage range on the power ports has been set in between: 12.2 – 12.9 VDC,</p></li><li><p lang="en-US">LED battery level indicator,</p></li></ul><figure id="attachment_9340" aria-describedby="caption-attachment-9340" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9340" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-LED_battery_charge_level_indicator-charge_socket-600x394.jpg" alt="PERUN II - LED battery level indicator and charging socket" width="600" height="394" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-LED_battery_charge_level_indicator-charge_socket-600x394.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-LED_battery_charge_level_indicator-charge_socket-300x197.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-LED_battery_charge_level_indicator-charge_socket-768x504.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-LED_battery_charge_level_indicator-charge_socket.jpg 1271w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9340" class="wp-caption-text"><span style="color: #ffffff;">PERUN II &#8211; LED battery level indicator and charging socket</span></figcaption></figure><ul><li><p lang="en-US">Two USB 5VDC ports – power or charge any device connected to USB-A ports, f.e.:</p><ul><li><p lang="en-US">heater,</p></li><li><p lang="en-US">mobile phone,</p></li><li><p lang="en-US">another power bank.</p></li></ul></li></ul><ul><li><p lang="en-US">USB ports can be load with a current of 3 [A], you can power or charge any device powered by a USB port in an accelerated mode if they recognize correctly the fast charging protocol.</p></li><li><p lang="en-US">The same charging port is also used to join PERUN II in a &#8220;chain&#8221; – doubling the available energy – look to the chapter &#8220;<strong>Joining PERUN II – twice as much available energy</strong>&#8220;<span style="color: #000000;"><br /></span></p></li></ul><figure id="attachment_9341" aria-describedby="caption-attachment-9341" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9341" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234900658-600x450.jpg" alt="PERUN II – dedicated charging / joining port with batteries model NP-F970" width="600" height="450" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234900658-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234900658-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234900658-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234900658-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234900658-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234900658-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9341" class="wp-caption-text"><span style="color: #ffffff;">PERUN II – dedicated charging / joining port with batteries model NP-F970</span></figcaption></figure>								</div>
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					<h5 class="elementor-heading-title elementor-size-default">Battery HOT-SWAP</h5>				</div>
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									<p lang="en-US">If you have more than 6 pcs of batteries, you can replace the currently used ones, which are already discharged or close to running out of energy, with new, fully charged ones during the photo session.</p><p lang="en-US">You must <b>remember</b> that the batteries used with PERUN II <u>are not </u><u>perfect</u><u> identical/</u><u>equal</u> (although they are the same model and product) and they discharge each other <u>unequally</u>. To avoid a situation, during battery replacement that, there is suddenly no energy to power the connected devices, replace the batteries <b>one at a time</b>.</p><p lang="en-US">The procedure for battery replacing during a astrophotography session is described in the user manual.</p>								</div>
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				<section class="elementor-section elementor-top-section elementor-element elementor-element-b75f084 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="b75f084" data-element_type="section" data-e-type="section">
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					<h3 class="elementor-heading-title elementor-size-default">PERUN Charger 970 - Optional</h3>				</div>
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									<p lang="en-US">Optionally, you can purchase a dedicated fast charger (PERUN C970) for NP-F970 or <u>compatible</u> batteries.</p><p lang="en-US">The PERUN C970 charger supports <u><b>only</b></u> batteries of the NP-F970 model or PERUN II compatible batteries. Using the charger with another battery model may <u><b>damage</b></u> the battery, charger and PERUN II, for which the author and the manufacturer are <u>not responsible</u>.</p><p lang="en-US">PERUN C970 charges the NP-F970 model battery to a maximum of approximately <b>80%</b> +-5% of its capacity. The percentages given are indicative.</p>								</div>
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					<h5 class="elementor-heading-title elementor-size-default">Specification - PERUN C970</h5>				</div>
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									<p lang="en-US">External dimensions of the housing:</p><figure id="attachment_9342" aria-describedby="caption-attachment-9342" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9342" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PC970-chousing_dimension-600x442.jpg" alt="PERUN C970 – housing dimension" width="600" height="442" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PC970-chousing_dimension-600x442.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PC970-chousing_dimension-300x221.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PC970-chousing_dimension-768x566.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PC970-chousing_dimension.jpg 1173w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9342" class="wp-caption-text"><span style="color: #ffffff;">PERUN C970 – housing dimension</span></figcaption></figure><p><span style="color: #c9211e;">X</span> → 205 [mm] +- 1 [mm]</p><p><span style="color: #00cc00;">Y</span> → 56 [mm] +- 1[mm]</p><p><span style="color: #c9211e;"><span style="color: #3465a4;">Z</span></span> → 95 [mm] +- 1 [mm]</p><p lang="en-US">Total dimensions (including elements stick out beyond the main outline of the housing):</p><figure id="attachment_9343" aria-describedby="caption-attachment-9343" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9343" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PC970-chousing_total-dimension-600x440.jpg" alt="PERUN C970 – total dimensions - including elements stick out beyond the main outline of the housing" width="600" height="440" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PC970-chousing_total-dimension-600x440.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PC970-chousing_total-dimension-300x220.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PC970-chousing_total-dimension-768x564.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PC970-chousing_total-dimension.jpg 1173w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9343" class="wp-caption-text"><span style="color: #ffffff;">PERUN C970 – total dimensions &#8211; including elements stick out beyond the main outline of the housing</span></figcaption></figure><p><span style="color: #c9211e;">X</span> → 208 [mm] +- 1 [mm]</p><p><span style="color: #00cc00;">Y</span> → 61 [mm] +- 1 [mm]</p><p><span style="color: #c9211e;"><span style="color: #3465a4;">Z</span></span> → 95 [mm] +- 1 [mm]</p><p lang="en-US">The charger&#8217;s AC power socket is a standard, compatible with power sockets on PC power supplies.</p><p lang="en-US">There is a current protection device between the AC power socket and the main switch. Standard glass fuse 10 [A].</p><figure id="attachment_9344" aria-describedby="caption-attachment-9344" style="width: 600px" class="wp-caption alignnone"><img loading="lazy" decoding="async" class="size-medium wp-image-9344" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231008_151236449_crop-600x401.jpg" alt="PERUN C970 - AC power socket with power switch" width="600" height="401" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231008_151236449_crop-600x401.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231008_151236449_crop-300x200.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231008_151236449_crop-768x513.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231008_151236449_crop-1536x1026.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231008_151236449_crop.jpg 1892w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9344" class="wp-caption-text"><span style="color: #ffffff;">PERUN C970 &#8211; AC power socket with power switch</span></figcaption></figure><p lang="en-US">The charging process information display, represents information like:</p><ul><li><p lang="en-US">Temperature inside the charger, right next to the power converters. The safe operating temperature range is 0 – 85 [C].</p></li><li><p lang="en-US">Value of current during battery charging process.</p></li><li><p lang="en-US">Value of voltage during battery charging process.</p></li></ul><figure id="attachment_9345" aria-describedby="caption-attachment-9345" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9345" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234837079_crop-600x534.jpg" alt="PERUN C970 - Charging process information display" width="600" height="534" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234837079_crop-600x534.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234837079_crop-2048x1824.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234837079_crop-300x267.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234837079_crop-768x684.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234837079_crop-1536x1368.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230727_234837079_crop.jpg 2228w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9345" class="wp-caption-text"><span style="color: #ffffff;">PERUN C970 &#8211; Charging process information display</span></figcaption></figure><p lang="en-US">Active cooling – PWM fan.</p><figure id="attachment_9346" aria-describedby="caption-attachment-9346" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="wp-image-9346 size-medium" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080714612-fan-600x450.jpg" alt="PERUN C970 – View of the fan holes" width="600" height="450" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080714612-fan-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080714612-fan-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080714612-fan-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230603_080714612-fan.jpg 1509w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9346" class="wp-caption-text"><span style="color: #ffffff;">PERUN C970 – View of the fan</span></figcaption></figure><figure id="attachment_9347" aria-describedby="caption-attachment-9347" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="wp-image-9347 size-medium" title="PERUN II and PERUN C970 - battery charging process" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231215_165311555-600x450.jpg" alt="PERUN II and PERUN C970 - battery charging process" width="600" height="450" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231215_165311555-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231215_165311555-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231215_165311555-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231215_165311555-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231215_165311555-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20231215_165311555-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9347" class="wp-caption-text"><span style="color: #ffffff;">PERUN II and PERUN C970 &#8211; battery charging process</span></figcaption></figure>								</div>
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				<section class="elementor-section elementor-top-section elementor-element elementor-element-9f66e9f elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="9f66e9f" data-element_type="section" data-e-type="section">
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					<h3 class="elementor-heading-title elementor-size-default">Joining PERUN II – twice as much available energy</h3>				</div>
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				<section class="elementor-section elementor-top-section elementor-element elementor-element-0407d99 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="0407d99" data-element_type="section" data-e-type="section">
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									<p lang="en-US">If you have two pcs of PERUN II, you can connect / join them to get <b>double amount of available energy</b> and extend in <b>double the operating time</b> of your astrophotography set.</p><p lang="en-US">To connect / join PERUN II together, you will need a dedicated PERUN II charging / joining cable included with PERUN II set or included with PERUN C970.</p><p lang="en-US">The description how to connect PERUN II is described in the user manual.</p><figure id="attachment_9348" aria-describedby="caption-attachment-9348" style="width: 450px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9348" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230312_151838512-PERUN2-joined-450x600.jpg" alt="PERUN II - stacked" width="450" height="600" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230312_151838512-PERUN2-joined-450x600.jpg 450w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230312_151838512-PERUN2-joined-1536x2048.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230312_151838512-PERUN2-joined-225x300.jpg 225w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230312_151838512-PERUN2-joined-768x1024.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230312_151838512-PERUN2-joined-1152x1536.jpg 1152w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230312_151838512-PERUN2-joined-scaled.jpg 1920w" sizes="(max-width: 450px) 100vw, 450px" /><figcaption id="caption-attachment-9348" class="wp-caption-text"><span style="color: #ffffff;">PERUN II &#8211; stacked</span></figcaption></figure><p lang="en-US">Connecting / joining both PERUN II showed as example on the Figure provides discharge process in balance of both PERUN II and you can power up to 6 pcs devices! At the same time and each will receive as much energy as needed – with limit to max 5 [A] / power socket / device and max 8 [A] / one pcs of PERUN II.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Included</h3>				</div>
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		</section>
				<section class="elementor-section elementor-top-section elementor-element elementor-element-78d195f elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="78d195f" data-element_type="section" data-e-type="section">
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									<ol><li lang="en-US">Body – six ports for a battery model: NP-F950 / 960/970, (batteries with a charger<b> </b><b>must</b><b> be purchased separately</b>),<figure id="attachment_9277" aria-describedby="caption-attachment-9277" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9277" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-600x450.jpg" alt="PERUN II - Body" width="600" height="450" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20230526_183251276-Perun2-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9277" class="wp-caption-text"><span style="color: #ffffff;">PERUN II &#8211; Body</span></figcaption></figure></li><li><p>Two locks securing the batteries against uncontrolled sliding out of the port – in the case of reverse mounting on the counterweight rod,</p><figure id="attachment_9294" aria-describedby="caption-attachment-9294" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9294" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182411311-600x450.jpg" alt="PERUN - battery locks" width="600" height="450" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182411311-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182411311-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182411311-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182411311-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182411311-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182411311-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9294" class="wp-caption-text"><span style="color: #ffffff;">PERUN &#8211; battery locks</span></figcaption></figure></li><li><p>Spare fuse,</p><figure id="attachment_9303" aria-describedby="caption-attachment-9303" style="width: 300px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="wp-image-9303 size-thumbnail" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-5Amps_spare_fuse-300x199.jpg" alt="PERUN / PRUN II - 5 Amps spare fuse" width="300" height="199" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-5Amps_spare_fuse-300x199.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/PERUN2-5Amps_spare_fuse.jpg 491w" sizes="(max-width: 300px) 100vw, 300px" /><figcaption id="caption-attachment-9303" class="wp-caption-text"><span style="color: #ffffff;">PERUN / PRUN II &#8211; 5 Amps spare fuse</span></figcaption></figure></li><li><p>A set of three power cables, including one with a ferrite filter,</p><figure id="attachment_9295" aria-describedby="caption-attachment-9295" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9295" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182627374-600x450.jpg" alt="PERUN II - Power cable for devices" width="600" height="450" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182627374-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182627374-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182627374-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182627374-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182627374-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182627374-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9295" class="wp-caption-text"><span style="color: #ffffff;">PERUN II &#8211; Power cable for devices</span></figcaption></figure></li><li><p>Two locking screws for the body to lock it on the counterweight rod,</p><figure id="attachment_9298" aria-describedby="caption-attachment-9298" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9298" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_183021736-600x450.jpg" alt="PERUN II - locking screws for the body" width="600" height="450" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_183021736-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_183021736-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_183021736-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_183021736-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_183021736-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_183021736-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9298" class="wp-caption-text"><span style="color: #ffffff;">PERUN II &#8211; locking screws for the body</span></figcaption></figure></li><li><p>Counterweight rod diameter reducer for mounts equipped with a counterweight rod with a diameter less than 19.9 mm, e.g. mounts: EQ, HEQ, NEQ.</p><figure id="attachment_9301" aria-describedby="caption-attachment-9301" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9301" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161818304-2-600x452.jpg" alt="PERUN II - Counterweight rod diameter adapter" width="600" height="452" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161818304-2-600x452.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161818304-2-2048x1544.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161818304-2-300x226.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161818304-2-768x579.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161818304-2-1536x1158.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161818304-2.jpg 2314w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9301" class="wp-caption-text"><span style="color: #ffffff;">PERUN II &#8211; Counterweight rod diameter adapter</span></figcaption></figure><figure id="attachment_9302" aria-describedby="caption-attachment-9302" style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" class="size-medium wp-image-9302" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161955972-3-600x336.jpg" alt="PERUN / PERUN II - Adapter in use" width="600" height="336" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161955972-3-600x336.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161955972-3-2048x1147.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161955972-3-300x168.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161955972-3-768x430.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161955972-3-1536x860.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220827_161955972-3-scaled.jpg 2560w" sizes="(max-width: 600px) 100vw, 600px" /><figcaption id="caption-attachment-9302" class="wp-caption-text"><span style="color: #ffffff;">PERUN / PERUN II &#8211; Adapter in use</span></figcaption></figure></li><li><p>Set of 6 pcs battery covers, model: NP-F970,</p></li></ol>								</div>
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				<section class="elementor-section elementor-inner-section elementor-element elementor-element-f1be5cf elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="f1be5cf" data-element_type="section" data-e-type="section">
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										<img loading="lazy" decoding="async" width="800" height="600" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_193627533-2048x1536.jpg" class="attachment-large size-large wp-image-9300" alt="PERUN II – Installed battery covers" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_193627533-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_193627533-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_193627533-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_193627533-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_193627533-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_193627533-scaled.jpg 2560w" sizes="(max-width: 800px) 100vw, 800px" />											<figcaption class="widget-image-caption wp-caption-text">PERUN II – Installed battery covers</figcaption>
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										<img loading="lazy" decoding="async" width="800" height="600" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182852212-2048x1536.jpg" class="attachment-large size-large wp-image-9297" alt="PERUN II – Battery covers" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182852212-2048x1536.jpg 2048w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182852212-600x450.jpg 600w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182852212-300x225.jpg 300w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182852212-768x576.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182852212-1536x1152.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/01/IMG_20220703_182852212-scaled.jpg 2560w" sizes="(max-width: 800px) 100vw, 800px" />											<figcaption class="widget-image-caption wp-caption-text">PERUN II – Battery covers</figcaption>
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					<h3 class="elementor-heading-title elementor-size-default">Comparison to other solutions</h3>				</div>
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				<section class="elementor-section elementor-top-section elementor-element elementor-element-5e94bb0 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="5e94bb0" data-element_type="section" data-e-type="section">
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									<p lang="en-US">The comparison I will provide below is almost the same as in the publication regarding PERUN.</p><p lang="en-US">I’ve only updated the cost, based on the final price of the new version, which includes more electronics and additional devices.</p><p><span lang="en-US">Alternative solution, no longer available (checked </span><span lang="en-US">22</span><span lang="en-US">/1/202</span><span lang="en-US">4</span><span lang="en-US">) with non valid price</span>: <a href="https://www.ioptron.com/product-p/8128.htm" target="_blank" rel="noopener">https://www.ioptron.com/product-p/8128.htm</a></p><p>– <b>PowerWeight</b><sup><b>TM</b></sup> <b>CW Battery</b> – iOptron &#8211; has a maximum power of 96Wh with the price of 158 USD (old price from 2020, customs and vat tax excluded), which can be taken on board the plane.</p><p><span lang="en-US">In order to get</span> <span lang="en-US">the amount of required power comparable to what offer us a</span> <span lang="en-US">Perun, you need to purchase </span><strong><span style="color: #993300;"><span lang="en-US">4 pcs</span></span></strong><span lang="en-US">. PowerWeight</span><sup><span lang="en-US">TM</span></sup> <span lang="en-US">CW Battery, which gives us cost:</span></p><figure id="attachment_9607" aria-describedby="caption-attachment-9607" style="width: 450px" class="wp-caption alignright"><img loading="lazy" decoding="async" class="wp-image-9607 size-medium" src="https://astrophotography.pekdar.net/wp-content/uploads/2024/02/IMG_20230519_164937527-450x600.jpg" alt="PekDar's astrophotography setup - 2023" width="450" height="600" srcset="https://astrophotography.pekdar.net/wp-content/uploads/2024/02/IMG_20230519_164937527-450x600.jpg 450w, https://astrophotography.pekdar.net/wp-content/uploads/2024/02/IMG_20230519_164937527-1536x2048.jpg 1536w, https://astrophotography.pekdar.net/wp-content/uploads/2024/02/IMG_20230519_164937527-225x300.jpg 225w, https://astrophotography.pekdar.net/wp-content/uploads/2024/02/IMG_20230519_164937527-768x1024.jpg 768w, https://astrophotography.pekdar.net/wp-content/uploads/2024/02/IMG_20230519_164937527-1152x1536.jpg 1152w, https://astrophotography.pekdar.net/wp-content/uploads/2024/02/IMG_20230519_164937527-scaled.jpg 1920w" sizes="(max-width: 450px) 100vw, 450px" /><figcaption id="caption-attachment-9607" class="wp-caption-text"><span style="color: #ffffff;">Astrophotography setup with NEQ6Pro mount, 2x PERUN II stacked, CMOS camera, 6 inch Telescope and Astroberry driver with own designed case box + some additional</span></figcaption></figure><p>4x96W = <b>384Wh</b> &#8211;&gt; cost 4×158 USD = <b>632 USD Gross</b>, price <span style="color: #c9211e;"><b>1Wh = 1,65 USD Gross</b></span></p><p><strong><span lang="en-US">4 pcs</span></strong><span lang="en-US"> of PowerWeight</span><sup><span lang="en-US">TM</span></sup><span lang="en-US"> CW Battery you can’t put as counterweight on the rod. Even if I use the counterbalance rod extension, we can fit a maximum of 2 pcs on it.</span></p><p><span lang="en-US">It only gives me half of the power I need to run my astrophotography setup,</span> <span lang="en-US">during the entire night (8 hours average of collecting lights).</span></p><p>– <strong><span style="color: #ff0000;">PERUN </span></strong><strong><span style="color: #ff0000;">II</span></strong> – has maximum power <b>371.5Wh</b> with price (<span style="color: #c9211e;"><b>199 EUR body + 132 EUR for 6 pcs battery </b></span><span style="color: #c9211e;"><b>pack</b></span><b> </b><span style="color: #c9211e;"><b>= 331 EUR</b></span><span style="color: #c9211e;"><b>) –</b></span> Total cost is <span style="color: #339966;"><b>1Wh = </b></span><span style="color: #339966;"><b>0,89</b></span><b> </b><span style="color: #339966;"><b>EUR</b></span>.</p><p lang="en-US">Depend of the destination country… If we add customs duties and tax fees to the <i>PowerWeightTM CW Battery</i>, the difference will be even greater against of PERUN II. After this article, besides the price, I don&#8217;t think I need to mention the functional advantage of PERUN II.</p><p lang="en-US">PERUN volume shape, it takes less space than 1 pcs of PowerWeight<sup>TM</sup> CW Battery !</p><p lang="en-US">Therefore, it is possible to add one more PERUN-s as a counterweight on a rod, which will provide total of <strong>743Wh</strong> of power! If you could fit 3 pcs of Perun, you would have to change the Watt unit to kW! of power, on a piece of iron rod as a counterweight to my assembly.</p><p lang="en-US">PERUN is an uncompromising and unrivaled solution that guarantees me a power reserve for use in the field without access to a permanent power source.</p><p><span lang="en-US">If you are interested in to buy PERUN, please </span><a href="https://astrophotography.pekdar.net/en/terms-of-privacy/" target="_blank" rel="noopener">contact me</a><span lang="en-US">. The e-mail address you can found in the footer of the page or you can full fill </span><a href="https://astrophotography.pekdar.net/en/terms-of-privacy/" target="_blank" rel="noopener">contact form</a><span lang="en-US">. You can also contact me via </span><strong><span lang="en-US">Messenger / WhatsApp / Signal.</span></strong></p><p lang="en-US"><strong>ATTENTION!</strong> – the prices given are indicative (with high accuracy). The final price valuation may differ slightly due to the inflation increase in the prices of components needed to build PERUN and their availability or availability of replacements and local TAX applicable.</p>								</div>
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		<title>Astroberry power supply &#8211; DIY</title>
		<link>https://astrophotography.pekdar.net/en/astroberry-power-supply/</link>
		
		<dc:creator><![CDATA[PekDar]]></dc:creator>
		<pubDate>Sat, 01 Apr 2023 20:28:26 +0000</pubDate>
				<category><![CDATA[Equipment]]></category>
		<category><![CDATA[3D Printing]]></category>
		<category><![CDATA[astroberry]]></category>
		<category><![CDATA[Astrophotography]]></category>
		<category><![CDATA[DIY]]></category>
		<category><![CDATA[power supply]]></category>
		<guid isPermaLink="false">https://astrophotography.pekdar.net/?p=8556</guid>

					<description><![CDATA[Astroberry power supply DIY: compact 84 W 12 V/7 A PSU for Raspberry Pi‑based Astroberry setups. Mains‑powered design with full protections, specs and build details.]]></description>
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									<p>Designed by me, the <a href="https://www.astroberry.io/" target="_blank" rel="noopener">Astroberry</a> power supply delivers <strong>84 W</strong> of power, which is enough even when I connect additional devices to all four USB ports that are powered from those ports. The power supply’s output voltage is the standard <strong>12 VDC</strong>.</p>
<p>The <strong>Raspberry Pi 4</strong>, which is the &#8220;heart&#8221; of Astroberry, is normally powered with <strong>5 VDC</strong>. My own Astroberry design is powered by <strong>12 VDC</strong> via an appropriate voltage converter; I’ll skip further details for now — that’s a topic for a separate article on my website, which is slowly taking shape. Its compact size allows me to take it anywhere.</p>
<p>I can and do use the built power supply to power any astrophotography rig. For almost a year it has worked very well every time I use it. So far it has never let me down.</p>
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									<h4>PSU technical specification &#8211; Astroberry power supply &#8211; DIY</h4>
<p><strong>Power input</strong></p>
<ul>
<li>mains power supply 230[AC],</li>
<li>standard computer power socket,</li>
<li>current protection 630[mA],</li>
<li>anti-interference protection,</li>
<li>two-state rocker switch,</li>
</ul>
<p><strong>Power output</strong></p>
<ul>
<li>voltage: 12 [V] DC</li>
<li>max. current: 7 [A]</li>
<li>current protection: 7 [A]</li>
<li>electrical and electromagnetic interference protection</li>
<li>LED power status</li>
<li>2-pin male power socket, compatible with PERUN power socket and PERUN II, the same power patch cords of devices can be used.</li>
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		<title>External Power Supply for Laser Collimator modification – Practical DIY Guide</title>
		<link>https://astrophotography.pekdar.net/en/laser-collimator-modification-external-power-supply-diy/</link>
		
		<dc:creator><![CDATA[PekDar]]></dc:creator>
		<pubDate>Fri, 14 Jan 2022 16:09:16 +0000</pubDate>
				<category><![CDATA[Equipment]]></category>
		<category><![CDATA[3D Printing]]></category>
		<category><![CDATA[Astrophotography workshop]]></category>
		<category><![CDATA[Baader Mark III]]></category>
		<category><![CDATA[Collimation]]></category>
		<category><![CDATA[DIY]]></category>
		<category><![CDATA[power supply]]></category>
		<guid isPermaLink="false">https://astrophotography.pekdar.net/?p=6625</guid>

					<description><![CDATA[Laser collimator modification - Workshop guide (DIY): Power supply modification for a laser collimator (Baader Mark III type). Eliminating the voltage drop issue of button cells in freezing temperatures by installing an external power source, ensuring a stable and sharp laser beam throughout the session.]]></description>
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									<h3>Laser Collimator modification: The Button Cell Problem</h3><p data-path-to-node="26">Standard laser collimators (including the popular <a href="https://www.baader-planetarium.com/en/laser-colli-mark-iii.html" target="_blank" rel="noopener">Baader Mark III</a>) are powered by small LR44 or CR2032 button cells. These have two critical flaws in astrophotography:</p><ol start="1" data-path-to-node="27"><li><p data-path-to-node="27,0,0"><b>Voltage Drop in Cold Weather:</b> In freezing temperatures, their efficiency drops drastically, causing the laser to dim. A dim beam loses its definition, making it difficult to precisely judge the center of the mirror.</p></li><li><p data-path-to-node="27,1,0"><b>Short Lifespan:</b> Batteries tend to die at the worst possible moment, and changing them in the dark risks mechanical shock to the collimator itself.</p></li></ol><h3 style="text-align: left;"><span lang="en-US">Engineering Solution: Constant Power Source</span></h3><p>The goal of this modification is to replace the unstable chemical source with an external power supply [Describe briefly what you used: e.g., a 2x AA 1.5V battery pack or a 3V DC adapter]. This ensures constant laser spot brightness throughout the night, regardless of ambient temperature. Consistent voltage guarantees a sharp, focused beam, which is crucial for the precision of Newtonian optics alignment.</p><p><b>Warning: <br /></b></p><p data-path-to-node="29"><b>Cable Drag</b> Introducing a wire to a device that must remain perfectly axial involves mechanical risk. The weight or stiffness of the cable can cause slight flexure in the focuser drawtube or tilt the collimator itself within the sleeve.</p><ul data-path-to-node="30"><li><p data-path-to-node="30,0,0"><b>The Solution:</b> The wire must be lightweight and flexible. It is essential to support the cable (strain relief) by attaching it to the telescope tube (e.g., with Velcro) so that it exerts <b>zero torque</b> or pulling force on the collimator. Ignoring this physics principle will lead to false collimation readings.</p></li></ul><p lang="en-US">The photo below shows a socket for three pcs of the SR batteries.</p><div><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="socket for 3 pcs of SR battery type" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211203_152812739-2048x1536.jpg" alt="gniazdo na trzy sztuki baterii typu SR" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">socket for 3 pcs of SR battery type</span></figcaption></figure></div><div> </div><div><span lang="en-US">   I decided that I would modify the power supply of my collimator, so that I would have easy access to popular and commonly available LR03 / AAA batteries or rechargeable battery. This is how </span><span lang="en-US">my</span> <span lang="en-US">tiny</span><span lang="en-US">-project </span><span lang="en-US">with </span><span lang="en-US">modernization of the power source of my collimator was created. </span><span lang="en-US">More you can find below</span><span lang="en-US">.</span></div><div> </div><div><h3 lang="en-US">Necessary tools and items<strong> </strong></h3></div><div><ul><li>1x self-designed and made battery cartridge,</li><li>2x screw with a cross head, dimensions of 3.85 mm fi head, 2 mm fi metric thread,</li><li>1x inner washer. dimension fi 2mm</li><li>a pair of wires with a section of 0.8 mm – external dimension,</li><li>1x DIP switch (on/off),</li><li>1x 3mm red LED (1.9-2.1VDC, max: 20 mA)</li><li>1x 270 Ohm resistor, 250mW</li><li>1x self-designed and made housing for the set of 3x AAA rechargeable battery / battery,</li></ul></div><div><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="Set of needed items" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211204_210411065-2048x1536.jpg" alt="Potrzebne rzeczy" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">Set of needed items</span></figcaption></figure></div><div> </div><h3>Blender</h3><div><p><span lang="en-US">   The location of the battery in the collimator </span><span lang="en-US">looks like </span><span lang="en-US">a </span><span lang="en-US">small </span><span lang="en-US">sleeve </span><span lang="en-US">shape</span><span lang="en-US">. Originally there are 3 </span><span lang="en-US">pcs </span><span lang="en-US">batteries, model SR. I’</span><span lang="en-US">ve</span><span lang="en-US"> measured the place and in the Blender program I designed a cartridge that will act as a connector for power </span><span lang="en-US">supply </span><span lang="en-US">cables and </span><span lang="en-US">provide</span> <span lang="en-US">good wire </span><span lang="en-US">contact.</span></p></div><div>   <span lang="en-US">With</span><span lang="en-US"> my example, I used 3 AAA rechargeable battery. The battery voltage is slightly lower (1.3 VDC) than the standard LR03 / AAA battery. </span><span lang="en-US">Lets count</span><span lang="en-US">:</span></div><div><p align="center">3x rech. batt. AAA = 3,9VDC</p><p lang="en-US">Collimator with standard requirements to work needs:</p><p align="center">3x SR 1,5VDC = 4,5VDC</p></div><div><p><span lang="en-US">   The voltage difference is 0.6VDC </span><span lang="en-US">it can be </span><span lang="en-US">a lot, </span><span lang="en-US">or </span><span lang="en-US">not much, it depends on how you look at it. It&#8217;s just a laser, lower voltage will cause lower laser brightness but won&#8217;t prevent you from using it. </span><span lang="en-US">The standard alkaline</span><span lang="en-US"> batteries with a voltage of 1.5VDC / piece provide the </span><span lang="en-US">collimator </span><span lang="en-US">factory voltage.</span></p></div><div> </div><div><p><span lang="en-US">In order to be able to easily remove the batteries for charging, I used </span><span lang="en-US">battery cradles</span><span lang="en-US">. I thought it would be good to equip the power module with a DIP switch and a red LED, that would indicate the module&#8217;s operation. I have designed a housing that will fit all these things. The lid of the housing is </span><span lang="en-US">sliding</span><span lang="en-US">, so I can easily get inside to </span><span lang="en-US">replace</span><span lang="en-US"> the batteries. The housing has a small handle in the shape of an ear through, which you can thread Velcro </span><span lang="en-US">fastener</span><span lang="en-US">. </span><span lang="en-US">I</span><span lang="en-US">t </span><span lang="en-US">will be </span><span lang="en-US">possible to easily attach the power module to any mounting or telescope </span><span lang="en-US">handle </span><span lang="en-US">location, so that it does not </span><span lang="en-US">prevent</span><span lang="en-US"> collimation </span><span lang="en-US">process</span><span lang="en-US">.</span></p></div><div><figure style="width: 774px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="Blender 3D model" src="data:image/png;base64,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" alt="Blender 3D model" width="774" height="681" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">Blender 3D model</span></figcaption></figure></div><div> </div><div><p><span lang="en-US">The photo below shows the printed models. Battery </span><span lang="en-US">cartridge</span><span lang="en-US"> and a box with a lid.</span></p></div><div> </div><div><figure style="width: 600px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="3D printed battery supply and battery box with cover" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211204_154026977-225x300.jpg" alt="Wydrukowany wkład bateryjny oraz pudełko z wieczkiem" width="600" height="800" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">3D printed battery supply and battery box with cover</span></figcaption></figure></div><div> </div><div><p lang="en-US">It took me a while to figure out a way, to lead the power cables to the battery cartridge. After considering several options, I concluded that the best solution would be to drill a small hole in the laser power cap.</p></div><div> </div><div><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="A drilled hole into a over" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211205_095229773-2048x1536.jpg" alt="otwór w wieczku zasilania lasera" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">A drilled hole into a over</span></figcaption></figure></div><div> </div><div><p lang="en-US">I threaded two wires through the drilled hole.</p></div><div><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="przewleczone przewody w wieczku" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211205_101310707-2048x1536.jpg" alt="przewleczone przewody w wieczku" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">przewleczone przewody w wieczku</span></figcaption></figure></div><div> </div><h3>Let&#8217;s put it all together</h3><div>  <span lang="en-US">I’</span><span lang="en-US">ve</span><span lang="en-US"> connected three battery </span><span lang="en-US">cradles</span><span lang="en-US"> in series with the electric cable, which is included in the set </span><span lang="en-US">as a standard</span><span lang="en-US">. I checked the quality of the connections with a multi-meter. I glued the sockets with the &#8220;droplet&#8221; glue to the bottom of the box. Next to the sockets, I screwed the power switch (DIP) and put on the red LED, the anode (+) of which I connected to the resistor and its corresponding to the switch pin. I’</span><span lang="en-US">ve</span><span lang="en-US"> connected the cathode to the negative pole of the power circuit. By turning on the power to the entire system, I also power the </span><span lang="en-US">LED </span><span lang="en-US">diode, which signals the operation of the entire system.</span></div><div><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="Laser Collimator MKIII - Power supply box" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211215_223707120-2048x1536.jpg" alt="Laser Collimator MKIII - Power supply box" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">Laser Collimator MKIII &#8211; Power supply box</span></figcaption></figure></div><div> </div><div><p><span lang="en-US">I screwed the two ends of the wires to the battery </span><span lang="en-US">cartridge</span><span lang="en-US">. </span><span lang="en-US">T</span><span lang="en-US">he </span><span lang="en-US">negative</span><span lang="en-US"> from the bottom and the </span><span lang="en-US">positive</span><span lang="en-US"> inside and locked it from the top with the screw, which is also the </span><span lang="en-US">positive </span><span lang="en-US">pole for the laser housing.</span></p><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="battery cartridge" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211205_101354171-2048x1536.jpg" alt="battery cartridge" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">battery cartridge</span></figcaption></figure></div><div> </div><div><p><span lang="en-US">I have inserted the battery </span><span lang="en-US">cartridge</span><span lang="en-US"> into the place, where the batteries would normally be. </span><span lang="en-US">Gently </span><span lang="en-US">pressed a screwdriver </span><span lang="en-US">on the top of cartridge</span><span lang="en-US">, so that the screw on the front of the cartridge had good contact, with the negative pin of the power supply. I screwed the lid, where its spring pressed against the screw washer </span><span lang="en-US">together with </span><span lang="en-US">positive power cable </span><span lang="en-US">where it </span><span lang="en-US">was connected.</span></p></div><div> </div><div><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="battery cartridge in the battery socket" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211205_101653282-2048x1536.jpg" alt="battery cartridge in the battery socket" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">battery cartridge in the battery socket</span></figcaption></figure></div><div> </div><h3>Tests</h3><div><p><span lang="en-US">   Let&#8217;s check if it works. I’</span><span lang="en-US">ve</span><span lang="en-US"> put on a 3x AAA rechargeable battery and turned on the power. The LED </span><span lang="en-US">status</span><span lang="en-US"> flashed a beautiful red light. For a moment I watched if there would be some unwanted smell of burning electronics and </span><span lang="en-US">searing </span><span lang="en-US">smoke </span><span lang="en-US">with</span><span lang="en-US"> my eyes…. Luckily, nothing like that happened. I turned on the laser and a beautiful red beam of focused light appeared on the top of my desk.</span></p><p lang="en-US">It works!</p></div><div> </div><div><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="assembled prototype testing" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211205_101935013-2048x1536.jpg" alt="assembled prototype testing" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">assembled prototype testing</span></figcaption></figure></div><div> </div><div><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="assembled prototype testing" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211205_102001540-2048x1536.jpg" alt="assembled prototype testing" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">assembled prototype testing</span></figcaption></figure></div><div> </div><div><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="assembled prototype testing" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211205_103544044-2048x1536.jpg" alt="assembled prototype testing" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">assembled prototype testing</span></figcaption></figure></div><div> </div><div><figure style="width: 800px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" title="Laser Collimator Mk III in action" src="https://astrophotography.pekdar.net/wp-content/uploads/2021/12/IMG_20211226_144225046-scaled-e1640710685918-2048x1536.jpg" alt="Laser Collimator Mk III in action" width="800" height="600" /><figcaption class="wp-caption-text"><span style="color: #ffff00;">Laser Collimator Mk III in action</span></figcaption></figure></div>								</div>
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