tag:blogger.com,1999:blog-69826114002626256182024-03-14T10:17:01.145+01:00Už viem prečo... Už vím proč... Już wiem dlaczego...Unknownnoreply@blogger.comBlogger177125tag:blogger.com,1999:blog-6982611400262625618.post-64801041101253883512017-06-05T08:41:00.001+02:002017-06-05T08:41:40.328+02:003 miejsce w konkursie "Nasz projekt eTwinning 2017"<div class="separator" style="clear: both; text-align: center;"><a href="https://2.bp.blogspot.com/-rDAzllZ4ZME/WTT9Bs2e5wI/AAAAAAAAoWQ/trw-BI0jXcoW5hWbdCDJjusvkWfNZQGOwCLcB/s1600/Skan_20170605%2B%25282%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://2.bp.blogspot.com/-rDAzllZ4ZME/WTT9Bs2e5wI/AAAAAAAAoWQ/trw-BI0jXcoW5hWbdCDJjusvkWfNZQGOwCLcB/s320/Skan_20170605%2B%25282%2529.jpg" width="320" height="227" data-original-width="1600" data-original-height="1137" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://4.bp.blogspot.com/-NWb_KOtByfo/WTT9BdUgbuI/AAAAAAAAoWM/04kFx4h2edolb_LBKn23KN97BcwoJuVIgCLcB/s1600/Skan_20170605.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://4.bp.blogspot.com/-NWb_KOtByfo/WTT9BdUgbuI/AAAAAAAAoWM/04kFx4h2edolb_LBKn23KN97BcwoJuVIgCLcB/s320/Skan_20170605.jpg" width="320" height="232" data-original-width="1600" data-original-height="1158" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://2.bp.blogspot.com/-UdI8LbJmggA/WTT9FlRA6yI/AAAAAAAAoWU/JA-Wv7w_9EMXUJyr1rZh8Z_qO0vRSw9ZACLcB/s1600/IMG_0446.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://2.bp.blogspot.com/-UdI8LbJmggA/WTT9FlRA6yI/AAAAAAAAoWU/JA-Wv7w_9EMXUJyr1rZh8Z_qO0vRSw9ZACLcB/s320/IMG_0446.JPG" width="240" height="320" data-original-width="1200" data-original-height="1600" /></a></div>Szkoła Podstawowa im. Bolesława Prusa w Poświętnemhttp://www.blogger.com/profile/14478552427097960937noreply@blogger.com1tag:blogger.com,1999:blog-6982611400262625618.post-78056536909250997842016-11-23T09:32:00.000+01:002016-11-23T09:32:32.467+01:00Europejska Odznaka Jakości<div class="separator" style="clear: both; text-align: center;">
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Szkoła Podstawowa im. Bolesława Prusa w Poświętnemhttp://www.blogger.com/profile/14478552427097960937noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-61975294987776754452016-09-22T13:22:00.003+02:002017-01-02T21:14:10.080+01:00Odznaka Jakości - Gimnazjum w Poświętnem<a href="https://www.blogger.com/blogger.g?blogID=6982611400262625618" imageanchor="1" style="clear: right; display: inline; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6982611400262625618" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><br />
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" 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Szkoła Podstawowa im. Bolesława Prusa w Poświętnemhttp://www.blogger.com/profile/14478552427097960937noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-5009468899754325172016-05-24T19:11:00.001+02:002016-05-25T21:34:24.665+02:00Nurek Kartezjusza<br />
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Szkoła Podstawowa im. Bolesława Prusa w Poświętnemhttp://www.blogger.com/profile/14478552427097960937noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-12299208508171299012016-05-24T19:00:00.000+02:002016-06-07T15:12:48.266+02:00KONSTRUKCJA I ZASADY DZIAŁANIA ŁODZI PODWODNEJ:<div style="text-align: justify;">
1.Silnik</div>
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2.Akumulator</div>
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3.Zbiorniki na balast</div>
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4.Śruba</div>
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Zasady działania: Silnik wprawia w ruch śrubę za pomocą energii pozyskanej z akumulatora. Śruba która kręcąc się wypycha wodę i wprawia okręt w ruch. Gdy okręt chce się zanurzyć napełnia się zbiorniki na balast by wyrównać siłę wyporu i siłę grawitacji.</div>
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Okręty podwodne buduje się na trzy sposoby:</div>
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-Dwukadłubowe–mocny kadłub jest całkiem obudowany drugim kadłubem</div>
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-Półtorakadłubowe–kadłub mocny jest częściowo osłonięty drugim kadłubem</div>
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-Jednokadłubowe- składają się z tylko mocnego kadłuba</div>
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Okręty podwodne posiadają zbiorniki na balast które wypełnia się wodą</div>
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Od łodzi podwodnych wymaga się, aby mogły pływać na powierzchni wody, zanurzać się w szerokim zakresie głębokości, jak również w kontrolowany sposób poruszać się pod wodą. Zgodnie z prawem Archimedesa na każdy obiekt zanurzony w cieczy działa siła wyporu równa ciężarowi cieczy wypartej przez ten obiekt. Jeśli zwrócimy uwagę na fakt, że każdy obiekt zanurzony w cieczy, “traci na ciężarze” tyle, ile wynosi ciężar wypartej przez niego wody, możemy spróbować “zmieniać ciężar” obiektu, powodując pływanie po powierzchni albo zanurzenie pod wodę. W okrętach podwodnych rolę takiego “regulatora ciężaru” pełnią zbiorniki balastowe (balast), które są wypełniane odpowiednio wodą (następuję zwiększenie ciężaru i zanurzenie) lub powietrzem (zmniejszenie ciężaru obiektu, czyli wynurzenie). Jednak balast używany jest tylko w ostatniej fazie wynurzania (lub początkowej zanurzania), gdy obiekt znajduje się już blisko powierzchni wody, ponieważ opróżnienie zbiorników na większej głębokości spowodowałoby zbyt gwałtowne wynurzenie się okrętu, a zatem całkowitą utratę kontroli nad obiektem.</div>
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Jak się zanurzają i wynurzają łodzie podwodne?<br />
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Zanurzają się zalewając zbiorniki i tracąc wyporność.<br />
Wynurzają się wypompowując wodę i zwiększając tym wyporność kadłuba.Szkoła Podstawowa im. Bolesława Prusa w Poświętnemhttp://www.blogger.com/profile/14478552427097960937noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-68946580488752260702016-05-24T18:48:00.000+02:002016-05-24T18:48:10.253+02:00Podnośnik hydrauliczny<div class="separator" style="clear: both; text-align: center;">
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Szkoła Podstawowa im. Bolesława Prusa w Poświętnemhttp://www.blogger.com/profile/14478552427097960937noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-69115024062562391512016-05-13T21:59:00.002+02:002016-12-27T15:43:11.067+01:00Už viem, prečo si voda a olej vymenia miesto...<div style="text-align: center;">
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<h3>
<span lang="EN-GB"><span style="color: orange;">Now I know why water and oil change
places...</span></span></h3>
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<span style="color: orange;"><b><span lang="EN-GB">Tools:</span></b><span lang="EN-GB"> water, honey, edible oil, digital scales,
small beaker with a scale in ml, paper towels.<o:p></o:p></span></span></div>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Process: </span></b><span lang="EN-GB"><o:p></o:p></span></span></div>
<span style="color: orange;"><ol>
<li>Measure the weight of liquid.</li>
<li>Measure the volume of liquid.</li>
<li>Calculate the density of liquid.</li>
</ol>
</span><ol start="1" style="margin-top: 0cm;" type="1">
</ol>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span lang="EN-GB"><span style="color: orange;">The liquids change places, because they assume
their positions in the bottle according to their density:<o:p></o:p></span></span></div>
<span style="color: orange;"><ul>
<li>Density of water is 1 g/cm3,</li>
<li>Oil has lower density, therefore it gets
on top.</li>
</ul>
</span><ul style="margin-top: 0cm;" type="disc">
</ul>
<b style="font-weight: bold;"><span style="color: orange;"><b><span lang="EN-GB">Use</span></b><span lang="EN-GB">: gastronomy – mixed drinks.</span></span></b><br />
<b style="font-weight: bold;"><br /></b>
<b style="font-weight: bold;">Pomôcky:</b> voda, med, jedlý olej, digitálne váhy, malá kadička so stupnicou v ml, papierové utierky.</div>
</div>
<div style="text-align: justify;">
<b>Postup: </b></div>
<div style="text-align: justify;">
<ol>
<li>Odmeriame hmotnosť kvapaliny.</li>
<li>Odmeriame objem kvapaliny.</li>
<li>Vypočítame hustotu kvapaliny.</li>
</ol>
</div>
<div>
<div align="center">
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;">
<tbody>
<tr>
<td style="background: #FFC000; border: solid windowtext 1.0pt; mso-background-themecolor: accent4; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 78.75pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white; font-family: "arial" , sans-serif;">Kvapalina<o:p></o:p></span></div>
</td>
<td style="background: #FFC000; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent4; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 86.3pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white; font-family: "arial" , sans-serif;">Hmotnosť (g)<o:p></o:p></span></div>
</td>
<td style="background: #FFC000; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent4; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 76.6pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white; font-family: "arial" , sans-serif;">Objem (cm<sup>3</sup>)<o:p></o:p></span></div>
</td>
<td style="background: #FFC000; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent4; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.9pt;" valign="top" width="299"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white; font-family: "arial" , sans-serif;">Hustota látky<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif;"><span style="color: white;">(g/ cm<sup>3</sup>)</span><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 78.75pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif;">voda<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 86.3pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif;">100<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 76.6pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif;">100<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.9pt;" valign="top" width="299"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif;">1,00<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 78.75pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif;">olej<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 86.3pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif;">91<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 76.6pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif;">100<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 223.9pt;" valign="top" width="299"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif;">0,91<span style="font-size: 16pt;"><o:p></o:p></span></span></div>
</td>
</tr>
</tbody></table>
</div>
<iframe allowfullscreen="" frameborder="0" height="420" src="http://www.kizoa.com/embed-44276081-1191986o1l1" width="560"></iframe><br />
<div style="text-align: center;">
<a href="http://www.kizoa.com/Video-Editor-Movie-Maker/d44276081k1191986o2l1/hustota-kvapaln"><b>Hustota kvapalín</b></a> - <i><a href="http://www.kizoa.com/">Kizoa Video Editor - Movie Maker</a></i></div>
</div>
<br />
<br />
<div style="text-align: justify;">
Kvapaliny si vymenia miesto, pretože sa v nádobe usporiadajú podľa hustoty:</div>
<ul>
<li style="text-align: justify;">voda má hustotu 1 g/cm3,</li>
<li style="text-align: justify;">olej má najmenšiu hustotu, preto vypláva na povrch.</li>
</ul>
</div>
<div style="text-align: center;">
<div style="text-align: justify;">
<b>Využitie</b>: gastronómia - miešané nápoje.</div>
</div>
Šmálikovcihttp://www.blogger.com/profile/04090381539289110780noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-78754201859138496112016-05-13T13:01:00.000+02:002016-12-15T15:53:48.274+01:00Ponorka a tlaky<div style="text-align: justify;">
Na ponorku v hloubce působí obrovský tlak vody, na dno moří a oceánu se ve třídě neponoříme. Máme, ale možnost vyzkoušet jak působí atmosferický tlak a co způsobí.<br />
An opportunity to try how press works and what the atmospheric pressure causes.</div>
<div style="text-align: justify;">
<br /></div>
<div>
<div style="text-align: center;">
<iframe allowfullscreen="" frameborder="0" height="360" src="https://www.kizoa.com/embed-44196857-5709897o1l1" width="480"></iframe><br /></div>
<div style="text-align: center;">
<a href="http://www.kizoa.com/Video-Editor-Movie-Maker/d44196857k5709897o2l1/tlak"><b>tlak</b></a> - <i><a href="http://www.kizoa.com/">Kizoa Video Editor - Movie Maker</a></i></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-56278160332420828912016-05-13T09:28:00.000+02:002016-05-24T19:22:26.141+02:00Łódź podwodna - model<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-QVePmBKQf8s/V0SNv1e7RYI/AAAAAAAAeR8/J8AChoJfjeIkU_LzptII4SBu7onOSzO0ACLcB/s1600/IMG_1263.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://2.bp.blogspot.com/-QVePmBKQf8s/V0SNv1e7RYI/AAAAAAAAeR8/J8AChoJfjeIkU_LzptII4SBu7onOSzO0ACLcB/s200/IMG_1263.JPG" width="150" /></a></div>
<div style="text-align: center;">
Dookoła małej strzykawki przyklejamy plastelinę tak aby nabrała większego
ciężaru.</div>
<div style="text-align: center;">
Małą strzykawkę pozostawiamy
wciśniętą, a w dużej tłok wciskamy do połowy. </div>
<div style="text-align: center;">
Łączymy małą strzykawkę z dużą strzykawką sylikonowym
wężykiem.</div>
<div style="text-align: center;">
Małą strzykawkę wkładamy do wody tak aby nie było w niej powietrza.</div>
<div style="text-align: center;">
Wciskamy tłok w dużej strzykawce, wtedy powietrze przechodzi wężykiem do "łodzi
podwodnej" (małej strzykawki). Jej tłok wypycha ciężką wodę. Łódź staje się lżejsza i
wypływa na powierzchnię. Następnie wyciągamy tłok z dużej strzykawki co
powoduje zatopienie łodzi podwodnej. </div>
Szkoła Podstawowa im. Bolesława Prusa w Poświętnemhttp://www.blogger.com/profile/14478552427097960937noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-7353201631214935672016-05-12T12:30:00.000+02:002016-12-27T15:41:42.110+01:00Už viem prečo sa teleso v kvapaline ponorí...<h3 style="text-align: justify;">
<span lang="EN-GB"><span style="color: orange;">Now I know why a body sinks in a
liquid...</span></span></h3>
<div style="text-align: center;">
<script language="JavaScript" src="https://vhss-d.oddcast.com/voki_embed_functions.php" type="text/javascript"></script><script language="JavaScript" type="text/javascript">AC_Voki_Embed(600,338,"4c9a4747d40e7640c39f4bc5e61cc4fa",12738228, 1, "", 0, 1);</script>
</div>
Šmálikovcihttp://www.blogger.com/profile/04090381539289110780noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-57806981937146867332016-05-12T12:13:00.002+02:002016-12-15T15:53:06.454+01:00Pokusy s hustotouUž víme, že klesání a stoupání ponorky souvisí s průměrnou hustotou ponorky - s vypouštěním vody z komor v ponorce.<br />
Tento pokus Nás přesvědčí o tom, jak je to s hustotou vody a oleje.<br />
Co má větší hustotu - olej nebo voda?<br />
We already know that the descent and ascent of the submarine is related to the average density of the submarine - draining water from the compartments in a submarine.<br />
This experiment convinces us how it is with the density of water and oil.<br />
What has a higher density - oil or water?<br />
<span id="goog_478087462"></span><span id="goog_478087463"></span><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-11364034190285289152016-05-12T11:31:00.000+02:002016-12-15T15:51:21.268+01:00Ponorka 2Představujeme další konstrukční řešení ponorky.<br />
Another submarine.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-dAT5drL-y-o/VzRM7GMjVMI/AAAAAAAAVQM/gt50AWjc7HIkoTVL4Jenzcz-rQ1IK8_KwCLcB/s1600/op10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="221" src="https://2.bp.blogspot.com/-dAT5drL-y-o/VzRM7GMjVMI/AAAAAAAAVQM/gt50AWjc7HIkoTVL4Jenzcz-rQ1IK8_KwCLcB/s400/op10.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-X2NvrXPK4EE/VzRM7JKvdrI/AAAAAAAAVQI/4MZGd4GnGZ0DBmjn6fw9_qBe8I2MSU9hACKgB/s1600/op11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="222" src="https://2.bp.blogspot.com/-X2NvrXPK4EE/VzRM7JKvdrI/AAAAAAAAVQI/4MZGd4GnGZ0DBmjn6fw9_qBe8I2MSU9hACKgB/s400/op11.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxVehjsSyjVNaMX0VKKaEi3U91jzGfXtJSo1T6zSallLzMmMlJADwJ0NGkrypvwHXFrxGAUEk_lAQmbas3L0A' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="border-image: none;">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-65395856344480843842016-05-11T10:05:00.001+02:002016-12-15T15:50:58.519+01:00Ponorka v Lískovci.<div style="text-align: justify;">
Na ponorku působí dvě síly – gravitační tíhová (směrem ke dnu) a vztlaková (směrem nahoru). Vztlaková síla je vzhledem k objemu ponorky stále stejná. Mění se gravitační tíhová síla s přibývající nebo ubývající vodou v ponorce.<br />
<br />
<br />
<br />
There are two forces - gravitational gravity (toward the bottom) and buoyancy (upwards). Buoyancy is due to the volume of the submarine the same.Gravitational force is changing with increasing or diminishing water in a submarine.</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-hFerZUY4240/VzLnbuRYXhI/AAAAAAAAVPU/Y9lxRkBeegE8OpEopkKvL-qc1T2heW1rQCLcB/s1600/DSCN1294.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://4.bp.blogspot.com/-hFerZUY4240/VzLnbuRYXhI/AAAAAAAAVPU/Y9lxRkBeegE8OpEopkKvL-qc1T2heW1rQCLcB/s400/DSCN1294.JPG" width="400" /></a></div>
<br />
<a name='more'></a><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-9a_Z64weR2M/VzLngWxafRI/AAAAAAAAVPY/wqFoHqXF_K4R3_aYAX3oF-g4bOFkCulOwCLcB/s1600/DSCN1295.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://2.bp.blogspot.com/-9a_Z64weR2M/VzLngWxafRI/AAAAAAAAVPY/wqFoHqXF_K4R3_aYAX3oF-g4bOFkCulOwCLcB/s400/DSCN1295.JPG" width="400" /></a></div>
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<a href="https://1.bp.blogspot.com/-r3HuPdWJ3cM/VzLnjveGwdI/AAAAAAAAVPc/GiCg7GcjL-cqBlmCg03xGuGMmo6yKVovQCLcB/s1600/DSCN1299.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://1.bp.blogspot.com/-r3HuPdWJ3cM/VzLnjveGwdI/AAAAAAAAVPc/GiCg7GcjL-cqBlmCg03xGuGMmo6yKVovQCLcB/s400/DSCN1299.JPG" width="400" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
•Pokud je gravitační tíhová síla větší než vztlaková síla kapaliny, ponorka klesá ke dnu – potápí se.</div>
<div style="text-align: justify;">
•Pokud je gravitační tíhová síla menší než vztlaková síla kapaliny, ponorka stoupá k hladině – vynořuje se</div>
<div style="text-align: justify;">
•Pokud je gravitační tíhová síla stejná jako vztlaková síla kapaliny, ponorka neklesá, ani se nevynořuje – plove.</div>
<div style="text-align: justify;">
Na stejném principu fungují i skutečné ponorky. na stejném principu funguje i pohyb ryb ve vodě – dokážou plavat ke dnu i k hladině.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-81215349508561111472016-05-11T07:29:00.001+02:002016-12-15T15:47:37.186+01:00Náš potápěč<div style="text-align: justify;">
Už víme proč se potápěč potopí.</div>
<div style="text-align: justify;">
Když láhev zmáčkneme,tak se zvýší ve vodě tlak a ten natlačí na zahnuté brčko. Ta troška vzduchu, co je v něm, se stlačí, průměrná hustota karteziánka se zvětší a ten klesá ke dnu.<br />
<br />
<br />
Now we know why the diver sinks.<br />
When we press the bottle, it increases water press and that pressed on the bent straw. The little air that is in it compressed and he falls to the bottom.<br />
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-c6OByhaS2oY/VzLmkL2J-7I/AAAAAAAAVPM/oWvl48T6-Jw0VWpcy3GI2l5FevAj94e7wCLcB/s1600/DSCN1292.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://3.bp.blogspot.com/-c6OByhaS2oY/VzLmkL2J-7I/AAAAAAAAVPM/oWvl48T6-Jw0VWpcy3GI2l5FevAj94e7wCLcB/s400/DSCN1292.JPG" width="400" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-84704396848058006182016-05-10T18:25:00.001+02:002016-05-10T18:25:20.631+02:00Certifikát kvality - SK<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-diu23kCmZ10/VzILXQ4kZeI/AAAAAAAAB7Q/tpuGHv1pD60oh7aeUP7I64_CYH7fJt-KQCLcB/s1600/Certifikat_kvality_SK.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="444" src="https://2.bp.blogspot.com/-diu23kCmZ10/VzILXQ4kZeI/AAAAAAAAB7Q/tpuGHv1pD60oh7aeUP7I64_CYH7fJt-KQCLcB/s640/Certifikat_kvality_SK.png" width="640" /></a></div>
<div style="text-align: center;">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-74519811872693372382016-05-10T14:30:00.000+02:002016-12-27T15:40:44.325+01:00Kartézsky potápač 3<div style="text-align: justify;">
<h3>
<span lang="EN-GB"><span style="color: orange;">Cartesian diver 3</span></span></h3>
<div>
<span lang="EN-GB"><span style="color: orange;"><br /></span></span></div>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Tools:</span></b><span lang="EN-GB"> plastic bottle, plastic pen cap, modelling
clay, beaker, water.<o:p></o:p></span></span></div>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Process:</span></b><span lang="EN-GB"><o:p></o:p></span></span></div>
<span style="color: orange;"><ul>
<li>Put modelling clay around the pen cap
leaving the opening free.</li>
<li>Put the pen cap in the beaker filled with
water.</li>
<li>If the pen cap floats, put it in the
bottle filled with water and close the bottle.</li>
<li>Observe</li>
</ul>
</span><b><br /></b>
<b>Pomôcky:</b> plastová fľaša, plastový vrchnák z pera, plastelína, kadička, voda.</div>
<div style="text-align: justify;">
<b>Postup:</b></div>
<ul>
<li style="text-align: justify;">Oblepíme vrchnák plastelínou pri čom otvor musí byť otvorený.</li>
<li style="text-align: justify;">Potom ponoríme vrchnák z pera do kadičky s vodou.</li>
<li style="text-align: justify;">Ak bude vrchnák plávať, tak do fľaše nalejeme vodu a vrchnák vložíme do fľaše a uzavrieme. </li>
<li style="text-align: justify;">A pozorujeme</li>
</ul>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<div>
<div style="text-align: center;">
<iframe allowfullscreen="" frameborder="0" height="420" src="http://www.kizoa.com/embed-43563773-1513636o1l1" width="560"></iframe><br /></div>
<div style="text-align: justify;">
<div style="text-align: center;">
<a href="http://www.kizoa.com/Video-Editor-Movie-Maker/d43563773k1513636o2l1/potpa-3"><b>Potápač 3</b></a> - <i><a href="http://www.kizoa.com/">Kizoa Video Editor - Movie Maker</a></i></div>
</div>
</div>
<div style="text-align: justify;">
<br /></div>
</div>
<div style="text-align: justify;">
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Conclusion:</span></b><span lang="EN-GB"> By squeezing the bottle the pen cap starts to sink. The air bubble in the pen cap becomes smaller as the water starts getting in. When the pressure on the bottle is released the air bubble in the pen cap increases in size and the pen cap rises to the surface.<o:p></o:p></span></span></div>
<div class="MsoNormal">
<br /></div>
<span style="color: orange;"><b><span lang="EN-GB">Constructors:</span></b><span lang="EN-GB"> Samuel P., Matej M.</span></span><br />
<b><br /></b>
<b>Záver:</b> Stlačením fľaše sa vrchnák bude potápať. Bublina vo vrchnáku sa bude zmenšovať lebo voda bude vnikať do vrchnáka. Keď pustíme fľašu tak bublina vo vrchnáku sa zvätší a tak vypláva na hor.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Konštruktéri:</b> Samuel P., Matej M.</div>
Šmálikovcihttp://www.blogger.com/profile/04090381539289110780noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-74172194662895542152016-05-10T14:28:00.000+02:002016-12-27T15:38:43.948+01:00Kartézky potápač 2<div style="text-align: justify;">
<h3>
<span lang="EN-GB"><span style="color: orange;">Cartesian diver 2</span></span></h3>
<div>
<span lang="EN-GB"><span style="color: orange;"><br /></span></span></div>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Tools: a </span></b><span lang="EN-GB">pen cap, a PET bottle, pebbles, pieces of
cloth, modelling clay<o:p></o:p></span></span></div>
<div class="MsoNormal">
<b><span lang="EN-GB"><span style="color: orange;">Process</span></span></b><span lang="EN-GB"><span style="color: orange;">: Put modelling clay around the pen cap and try
it out in a beaker. Put pebbles, pieces of cloth and a Cartesian diver in the
bottle and close it. </span><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
</div>
<div style="text-align: justify;">
<div class="MsoNormal">
<o:p></o:p></div>
<b>Pomôcky: </b>vrchnáčik z
pera, pet fľaša, skalky, kúsky látky, plastelína.<br />
<b>Postup</b>: vrchnáčiku oblepíme plastelínou a vyskúšame ho v kadičke a do fľaše nasypeme kamienky a vhodíme kúsky látok a vhodíme tam karteziána a zaštopľujeme fľašu .</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<div>
<iframe allowfullscreen="" frameborder="0" height="420" src="http://www.kizoa.com/embed-43562213-7881745o1l1" width="560"></iframe><br />
<a href="http://www.kizoa.com/Video-Editor-Movie-Maker/d43562213k7881745o2l1/potapa-2"><b>Potapač 2</b></a> - <i><a href="http://www.kizoa.com/">Kizoa Video Editor - Movie Maker</a></i></div>
<div>
</div>
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: orange;"><b><span lang="EN-GB">Conclusion:</span></b><span lang="EN-GB"> The higher the pressure in the bottle the deeper the diver sinks, because more water gets inside the pen cap increasing its weight and making it sink. When we release the bottle the weight decreases and the diver rises to the surface.<br /><br /><o:p></o:p></span></span></div>
<span style="color: orange;"><b style="text-align: justify;">Constructors:</b><span style="text-align: justify;"> Martin K., Marek P., Filip Ž.</span></span><br />
<b><br /></b>
<b>Záver:</b> čim je väčší tlak vo fľaši tak ide potápač hlbšie tak tým sa do vrchnáčika naberie viac vody a vrchnáčik je ťažší tak ide ku dnu a keď pustíme fľašu tak sa zmenší hmotnosť vypláva na povrch.<br />
<br />
<b>Konštruktéri:</b> Martin K., Marek P., Filip Ž.Šmálikovcihttp://www.blogger.com/profile/04090381539289110780noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-66813182470440591442016-05-10T14:26:00.000+02:002016-12-27T15:34:28.538+01:00Ponorka 2<div style="text-align: justify;">
<h3>
<span lang="EN-GB" style="color: orange;">Submarine 2</span></h3>
<div>
<span lang="EN-GB" style="color: orange;"><br /></span></div>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Tools:</span></b><span lang="EN-GB"> a PET bottle, a pump, an engine, a
propeller, waterproof tape, a weight, cables, a battery, a plastic cup, a soldering
gun, vaseline <o:p></o:p></span></span></div>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Process:</span></b></span></div>
<ol><span style="color: orange;">
<li>Cut the bottle; insert the engine, pump
and cup.</li>
<li>Solder the cables to the engine and make a
hole in the bottle for the cables.</li>
<li>Put the cables through the hole and seal
it with the soldering gun.</li>
<li>Attach the two parts of the bottle
together with a tape and then attach the propeller to the engine.</li>
</span></ol>
<b>Pomôcky:</b> PET fľaša, čerpadlo, motor, vrtuľa, vodotesná páska, závažie, káble, baterka, kelímok</div>
<div style="text-align: justify;">
z jogurtu, tavná pištoľ, vazelína</div>
<div style="text-align: justify;">
<b>Postup:</b></div>
<ol>
<li style="text-align: justify;">Rozrežeme fľašu,vložíme do nej motor,čerpadlo a kelímok.</li>
<li style="text-align: justify;">Pripájkujeme káble k motorom a urobíme dieru do fľaše na káble.</li>
<li style="text-align: justify;">Cez dierku prepcháme káble a utesníme pomocou tavnej pištole.</li>
<li style="text-align: justify;">Potom rozrezané časti fľaše zalepíme lepiacou páskov a nasadíme vrtuľu na motor.</li>
</ol>
<br />
<div style="text-align: center;">
<div>
<iframe allowfullscreen="" frameborder="0" height="420" src="http://www.kizoa.com/embed-43559771-7077584o1l1" width="560"></iframe><br />
<a href="http://www.kizoa.com/Video-Editor-Movie-Maker/d43559771k7077584o2l1/ponorka-2"><b>Ponorka 2</b></a> - <i><a href="http://www.kizoa.com/">Kizoa Video Editor - Movie Maker</a></i></div>
<span style="color: orange;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="EN-GB" style="color: orange;">Conclusion:</span></b><span lang="EN-GB"><span style="color: orange;"> Place the submarine on the water surface and turn on the pump. The pump draws water into the submarine and the submarine sinks, because it increases its weight. If you want the submarine to rise to the surface, you need to decrease its weight by using the pump to push the water out of the submarine.</span><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB"><br /><o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="color: orange;"><b>Constructors:</b> Martin K. Marek P. Filip Ž.</span></div>
<b><br /></b>
<b>Záver:</b> Položíme ponorku na hladinu vody a zapneme čerpadlo. Čerpadlo načerpá vodu do ponorky a tá sa ponorí, lebo zväčší svoju hmotnosť. Keď chceme, aby sa ponorka vynorila, musí zmenšiť svoju hmotnosť a to dosiahneme tým, že čerpadlo vodu z ponorky vytláča vonku.<br />
<br />
<b>Konštruktéri:</b> Martin K. Marek P. Filip Ž.Šmálikovcihttp://www.blogger.com/profile/04090381539289110780noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-13720475468076788732016-05-10T14:20:00.000+02:002016-12-27T15:29:32.149+01:00Kartézsky potápač 1<div style="text-align: justify;">
<h3>
<span lang="EN-GB"><span style="color: orange;">Cartesian diver 1</span></span></h3>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Tools:</span></b><span lang="EN-GB"> a plastic bottle, a pen cap, modelling clay,
pebbles (decoration), water, a beaker<o:p></o:p></span></span></div>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Process:</span></b><span lang="EN-GB"><o:p></o:p></span></span></div>
<span style="color: orange;"></span><br />
<ol><span style="color: orange;">
<li>Put the pen cap in the beaker filled with
water. If it floats on the surface, attach some modelling clay so that it
floats in an upright position with the end with opening being free.</li>
<li>Put the diver (pen cap) in the plastic
bottle filled with water all the way to the top and close it.</li>
<li>Squeeze the sides of the bottle and
observe the diver.</li>
<li>Draw a scheme of the bottle with diver in
your notebook.</li>
<li>Record your observation.</li>
</span></ol>
<span style="color: orange;">
</span><br />
<ol start="1" style="margin-top: 0cm;" type="1">
</ol>
<div>
<br /></div>
<b>Pomôcky:</b> plastová fľaša, vrchnák z pera, plastelína, kamienky (dekorácia), voda, kadička</div>
<div style="text-align: justify;">
<b>Postup:</b></div>
<div>
<ol>
<li style="text-align: justify;">Ponor vrchnák z pera do kadičky s vodou. Ak pláva na hladine vody, pripevni naň plastelínu tak, aby stál kolmo na hladinu, pričom otvor vrchnáka musí zostať voľný.</li>
<li style="text-align: justify;">Vlož potápača (vrchnák z pera) do plastovej fľaše, ktorá je naplnená po okraj jej hrdla vodou, a uzavri ju.</li>
<li style="text-align: justify;">Stláčaj boky fľaše a pozoruj správanie potápača.</li>
<li style="text-align: justify;">Nakresli si schému fľaše s potápačom do zošita.</li>
<li style="text-align: justify;">Zaznamenaj si to čo pozoruješ.</li>
</ol>
</div>
<br />
<div style="text-align: center;">
<div>
<iframe allowfullscreen="" frameborder="0" height="420" src="http://www.kizoa.com/embed-43558823-1889075o1l1" width="560"></iframe><br />
<a href="http://www.kizoa.com/Video-Editor-Movie-Maker/d43558823k1889075o2l1/potpa-1"><b>Potápač 1</b></a> - <i><a href="http://www.kizoa.com/">Kizoa Video Editor - Movie Maker</a></i></div>
<br /></div>
<div style="text-align: justify;">
<b>Záver:</b> Keď stlačíme boky fľaše, potápač sa ponorí. Vtedy vo fľaši vzniká tlak a vzduchová bublina v pere sa zmenši. Vrchnák z pera zväčší svoju hmotnosť a bude klesať ku dnu. Keď fľašu pustíme, vzduchová bublina sa znovu zväčší. Vrchnák z pera vypláva nahor, pretože jeho hmotnosť sa zmanši.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Konštruktéri:</b> Miriam M., Natália F. Kristína K.<br />
<div class="MsoNormal">
<b><span lang="EN-GB"><span style="color: orange;"><br /></span></span></b></div>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Conclusion:</span></b><span lang="EN-GB"> When we squeeze the sides of the bottle
the diver immerses. Pressure builds up in the bottle and the air bubble in the
pen cap becomes smaller. The pen cap increases its weight and will start to
sink. When we release the bottle, the air bubble will increase again. The pen
cap will float up, because its weight decreases. <o:p></o:p></span></span></div>
<br />
<div class="MsoNormal">
<b><span lang="EN-GB"><span style="color: orange;">Constructors:</span></span></b><span lang="EN-GB"><span style="color: orange;"> Miriam M., Natália F. Kristína K.</span><o:p></o:p></span></div>
</div>
Šmálikovcihttp://www.blogger.com/profile/04090381539289110780noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-68233056271470170362016-05-10T14:00:00.000+02:002016-12-27T15:27:53.595+01:00Ponorka 1 <div style="text-align: justify;">
<h3>
<span lang="EN-GB"><span style="color: orange;">Submarine 1</span></span></h3>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Tools:</span></b><span lang="EN-GB"> 500 ml PET bottle, 4 bolts, hydroponic
substrate, a straw, modelling clay, a lighter, a nail, a fish tank, water.<o:p></o:p></span></span></div>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Process:</span></b><span lang="EN-GB"><o:p></o:p></span></span></div>
<span style="color: orange;"><ol>
<li>we heated the nail with a lighter and used
it to make 4 holes into the one side of the bottle and one larger hole for
the straw on the opposite side,</li>
<li>we put the straw into the larger hole and
sealed it with modelling clay, </li>
<li>we filled the bottle with hydroponic
substrate and added 4 bolts,</li>
<li>we filled the fish tank with water and
started to test.</li>
</ol>
</span><ol start="1" style="margin-top: 0cm;" type="1">
</ol>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: orange;"><b><span lang="EN-GB">Conclusion: </span></b><span lang="EN-GB">When water gets inside the submarine, it gets
heavier and sinks. If we blow air into the submarine through the straw, water
will come out of the 4 bottom holes; the submarine decreases its weight and rises
to the surface. <o:p></o:p></span></span></div>
<span style="color: orange;"><b><span lang="EN-GB">Constructors</span></b><span lang="EN-GB">: Matej P., Samuel G.</span></span><br />
<b><br /></b>
<b>Pomôcky:</b> 500 ml pet fľaša, 4 matice, keramzit, slamka, plastelína, zapaľovač, klinec, akvárium, voda.</div>
<div style="text-align: justify;">
<b>Postup:</b></div>
<ol>
<li style="text-align: justify;">zapaľovačom sme si nahriali klinec a spravili sme do fľaše 4 diery a z druhej strany jednu väčšiu dieru na slamku.</li>
<li style="text-align: justify;">do väčšej diery sme vopchali slamku a utesnili ju plastelínou, </li>
<li style="text-align: justify;">do fľaše sme si nasypali keramzit a pridali 4 matice,</li>
<li style="text-align: justify;">napustili sme akvárium vodou a išli sme testovať.</li>
</ol>
<div style="text-align: justify;">
<br /></div>
<br />
<div style="text-align: center;">
<div>
<iframe allowfullscreen="" frameborder="0" height="420" src="http://www.kizoa.com/embed-43556336-1220458o1l1" width="560"></iframe><br />
<a href="http://www.kizoa.com/Video-Editor-Movie-Maker/d43556336k1220458o2l1/ponorka-1"><b>Ponorka 1</b></a> - <i><a href="http://www.kizoa.com/">Kizoa Video Editor - Movie Maker</a></i></div>
<span id="goog_2018183256"></span><span id="goog_2018183257"></span><br /></div>
<br />
<br />
<div style="text-align: justify;">
<b style="font-weight: bold;">Záver:</b><b> </b>Keď sa vleje voda do ponorky bude mať väčšiu hmotnosť a ponorí sa. Keď do ponorky cez slamku fukneme vzduch, tak sa zo spodných 4 dierok sa vypustí voda a ponorka zmenši svoju hmotnosť a vyjde na hladinu.</div>
<div style="text-align: justify;">
<br /></div>
<b>Konštruktéri</b>: Matej P., Samuel G.Šmálikovcihttp://www.blogger.com/profile/04090381539289110780noreply@blogger.com1tag:blogger.com,1999:blog-6982611400262625618.post-7052986416824574112016-05-10T06:45:00.000+02:002016-12-15T15:45:32.233+01:00Potápěči a ponorky v CERMATU (Divers and submarines in CERMAT)<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-bE1A_lbu8DE/VyrPhB81IMI/AAAAAAAAT7k/2bpt7e2lLGU1ww26fJbKbxK9FldMMUeGgCLcB/s1600/Plaveck%25C3%25A1%2B%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://1.bp.blogspot.com/-bE1A_lbu8DE/VyrPhB81IMI/AAAAAAAAT7k/2bpt7e2lLGU1ww26fJbKbxK9FldMMUeGgCLcB/s320/Plaveck%25C3%25A1%2B%25281%2529.jpg" width="294" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-63173600613731528402016-05-09T13:48:00.000+02:002016-12-15T15:43:43.256+01:00Ponorky (Submarines)Orientace pod vodou vyžaduje skvělý postřeh a skvělou paměť - vyzkoušej a trénuj.<br />
<a href="http://www.pexeso.net/online-hra?lang=cs&code=009EC&size=24&p1name=A&p2type=0&p2name=B&p3type=0&p3name=C&p4type=0&p4name=D" target="_blank">Pexeso</a><br />
To orientate under the water you need perfect focusing and memory.<br />
<div class="separator" style="clear: both; text-align: center;">
<img border="0" height="340" src="https://4.bp.blogspot.com/-UVHaGiojmes/VysysfilqCI/AAAAAAAAT8A/iKWr928V-EE3qLH2VUJbTXkSpK1G18xVgCLcB/s640/V%25C3%25BDst%25C5%2599i%25C5%25BEek.PNG" width="640" /></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-64809694381140160832016-05-06T14:47:00.000+02:002016-05-24T19:08:01.532+02:00Nurek Kartezjusza<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-G7yvE-rSwBc/VyySMxqBbeI/AAAAAAAAeGE/2rg67ia6yAke6RZJ6NUEvysu8p3_eMEVwCLcB/s1600/IMG_1096.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://4.bp.blogspot.com/-G7yvE-rSwBc/VyySMxqBbeI/AAAAAAAAeGE/2rg67ia6yAke6RZJ6NUEvysu8p3_eMEVwCLcB/s320/IMG_1096.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
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<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 107%;">NUREK KARTEZJUSZA.</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 107%;">Opis doświadczenia:</span></b></div>
<div style="background: white; line-height: 16.8pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt;">
<span style="color: #252525; font-family: "Arial",sans-serif; font-size: 10.5pt;">Układ pokazowy składa się z
większego, zamkniętego naczynia z wodą wykonanego z dającego się uciskać
materiału (jak butelka<span class="apple-converted-space"> </span>PET) bądź
sztywnego lecz zamkniętego elastyczną, np. gumową,<span class="apple-converted-space"> </span>membraną. Wewnątrz pływa nurek -
zanurzona otworem w dół szklana<span class="apple-converted-space"> </span>fiolka
lub<span class="apple-converted-space"> probówka </span>wypełniona częściowo
wodą, częściowo powietrzem. Proporcje objętości powietrza i wody są tak dobrane
aby pływał, lecz blisko granicy tonięcia.</span></div>
<div style="background: white; line-height: 16.8pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt;">
<span style="color: #252525; font-family: "Arial",sans-serif; font-size: 10.5pt;">Zanurzenie następuje w chwili
ściśnięcia miękkiej obudowy (lub miękkiej części obudowy) zewnętrznej,
zaprzestanie jej uciskania skutkuje wypłynięciem nurka. Innym wariantem zmiany
ciśnienia jest zamiast ściskania naczynia zaopatrzenie go w manometr wodny z
kawałka węża gumowego.</span></div>
<div style="background: white; line-height: 16.8pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #252525; font-family: "Arial",sans-serif; font-size: 15.0pt;">Wyjaśnienie:</span></b></div>
<div style="background: white; line-height: 16.8pt; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt;">
<span style="background: white; color: #252525; font-family: "Arial",sans-serif; font-size: 10.5pt;">Podczas
konstrukcji nurka w jego wnętrzu pozostawiono trochę powietrza. Jego obecność
zapewnia zgodnie z<span class="apple-converted-space"> </span></span><span style="background: white; font-family: "Arial",sans-serif; font-size: 10.5pt;">prawem
Archimedesa<span class="apple-converted-space"><span style="color: #252525;"> </span></span><span style="color: #252525;">zanurzanie i wypływanie. W „stanie spoczynku” objętość
powietrza w nurku jest tak dobrana, że pływa przy powierzchni wody w większym
zbiorniku. Wskutek ściskania zewnętrznego zbiornika (zmniejszania jego
objętości poprzez ściśnięcie ścianek lub, w przypadku szklanego zbiornika,
elastycznej membrany zamykającej wylew) wywieramy dodatkowe<span class="apple-converted-space"> </span></span>ciśnienie<span style="color: #252525;"> na wodę zawartą wewnątrz. W konsekwencji prawa Pascala
ciśnienie to jest przenoszone przez wodę na powietrze wewnątrz nurka. Powietrze
(dzięki swej<span class="apple-converted-space"> </span></span>ściśliwości<span style="color: #252525;">) zmniejsza objętość pod wpływem ciśnienia wywieranego
przez wodę wtłaczaną do środka nurka. Dzięki temu średnia<span class="apple-converted-space"> </span></span>gęstość<span class="apple-converted-space"><span style="color: #252525;"> </span></span><span style="color: #252525;">nurka, poprzednio mniejsza od gęstości wody staje się
większa od niej i nurek zgodnie z prawem Archimedesa tonie. Przy zwolnieniu
nacisku na zewnętrzny zbiornik powietrze w nurku rozpręża się, wypychając część
wody z nurka, który zmniejsza swą średnią gęstość i wypływa.</span></span><span style="color: #252525; font-family: "Arial",sans-serif; font-size: 10.5pt;"></span></div>
Szkoła Podstawowa im. Bolesława Prusa w Poświętnemhttp://www.blogger.com/profile/14478552427097960937noreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-65810537705046506282016-05-05T13:28:00.002+02:002016-12-15T15:44:50.511+01:00Naše váhy z Merkuru Sestrojili jsme váhy, k čemuž byla použita stavebnice Merkur.<br />
Podobné sklonné váhy se používaly na poště k vážení zásilek, dnes i zde jsou nahrazeny digi - váhami.<br />
We used building kit Merkur to create weights.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-NuagxBX_ZrY/VysuIC7LpRI/AAAAAAAAT70/lNefRjEwiIQKPv_H3P2LmhBnwihpZVH5wCLcB/s1600/v%25C3%25A1hy.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://4.bp.blogspot.com/-NuagxBX_ZrY/VysuIC7LpRI/AAAAAAAAT70/lNefRjEwiIQKPv_H3P2LmhBnwihpZVH5wCLcB/s320/v%25C3%25A1hy.jpeg" width="320" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6982611400262625618.post-40905363761130805692016-05-05T08:45:00.001+02:002016-05-05T08:45:52.699+02:00Pomiary długości ławki<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/WD-V9zyGUyM" width="459"></iframe>Szkoła Podstawowa im. Bolesława Prusa w Poświętnemhttp://www.blogger.com/profile/14478552427097960937noreply@blogger.com0