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									SCOPEDOME 4M - Scopedome forum				            </title>
            <link>https://forum.scopedome.com/community/scopedome-4m/</link>
            <description>wordpressplugins Discussion Board</description>
            <language>pl-PL</language>
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							                    <item>
                        <title>Basic data</title>
                        <link>https://forum.scopedome.com/community/scopedome-4m/basic-data-3/</link>
                        <pubDate>Sun, 25 Feb 2024 09:22:28 +0000</pubDate>
                        <description><![CDATA[Basic Data



Dome diameter: 4000 mm
Shutter width: 1170 mm
Dome height: 2960 mm
Diameter of the base ring: 3500 mm
Height of the base: 1100 mm
Fully automated driving systemsfor do...]]></description>
                        <content:encoded><![CDATA[<div class="Faq">
<h2><span style="font-size: 10pt">Basic Data</span></h2>
</div>
<div class="NTxt">
<ul>
<li><span style="font-size: 10pt">Dome diameter: 4000 mm</span></li>
<li><span style="font-size: 10pt">Shutter width: 1170 mm</span></li>
<li><span style="font-size: 10pt">Dome height: 2960 mm</span></li>
<li><span style="font-size: 10pt">Diameter of the base ring: 3500 mm</span></li>
<li><span style="font-size: 10pt">Height of the base: 1100 mm</span></li>
<li><span style="font-size: 10pt">Fully automated driving systems</span><br /><span style="font-size: 10pt">for dome rotation and the shutter</span></li>
<li><span style="font-size: 10pt">DomeDome weight: 800 kg</span></li>
</ul>
<p> </p>
<div class="zn_text_box eluidac61954c  zn_text_box-light element-scheme--light">
<p><span style="font-size: 10pt">The dome is made from polyester–glass laminate of up to 6 mm thickness, providing full resistance to weather conditions, and ensuring high durability and aesthetics at the same time. In addition, it is reinforced by special convex profiles on the outside of the mazer and reinforcements placed inside the structure. The dome is made up of 8 basic elements – it strongly facilitates transport and the assembly on the high buildings.</span></p>
<p><span style="font-size: 10pt">The tightness of the dome is guaranteed by its special construction which also prevents the leaking of water inside. The large gap at the base and the bright color covering prevent over-heating. Large window of one meter width the edge of sphere allows freely observations using telescopes of up to 120cm diameter. </span><span style="font-size: 10pt">Observation window is designed so that the telescope had clear view of the zenith. Rotation of the dome is provided by a base placed track, it rolls thanks to 16 plastic rollers system.</span></p>
<p><span style="font-size: 10pt">Driving system of the dome is made of two silent low power engines supplied from the 230V. One controls the dome’s rotation, the second allows you to open and close observation window. Special encoder mounted on a circuit of the dome cooperates with the dedicated driver which constantly measures the location of the dome and adjusts the engines’ work respectively to the position of the telescope.<br /><br /><img 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						                            <category domain="https://forum.scopedome.com/community/scopedome-4m/">SCOPEDOME 4M</category>                        <dc:creator>Przemysław Rudź</dc:creator>
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