User Tools

Site Tools


howto:hambasics:refraction

Differences

This shows you the differences between two versions of the page.

Link to this comparison view

Both sides previous revisionPrevious revision
Next revision
Previous revision
Last revisionBoth sides next revision
howto:hambasics:refraction [2019/09/27 13:54] – [Wave Interaction] ve7hzfhowto:hambasics:refraction [2019/11/20 17:22] ve7hzf
Line 1: Line 1:
-~~NOTOC~~ 
  
 ====== Wave Interaction ====== ====== Wave Interaction ======
 When an electromagnetic wave (radio, light, etc) hits a surface, it can do one or a mix of six things((Picture from [[http://www.mrwaynesclass.com/lightOptics/reading/index02.html]])): When an electromagnetic wave (radio, light, etc) hits a surface, it can do one or a mix of six things((Picture from [[http://www.mrwaynesclass.com/lightOptics/reading/index02.html]])):
  
-{{ lightbehavior.png }}+{{ lightbehavior.png?500 }}
  
 Here, we'll start with refraction and reflection. Here, we'll start with refraction and reflection.
Line 64: Line 63:
  
 <script type="text/javascript" language="javascript" src=" <script type="text/javascript" language="javascript" src="
-http://ptruchon.pagekite.me/gbweb.js"></script>+https://ptruchon.pagekite.me/gbweb.js"></script>
 <article class="geogebraweb" data-param-width="705" data-param-height="403"  <article class="geogebraweb" data-param-width="705" data-param-height="403" 
 data-param-showResetIcon="false" data-param-enableLabelDrags="false" data-param-showMenuBar="false" data-param-showToolBar="false" data-param-showAlgebraInput="false" data-param-useBrowserForJS="true" data-param-ggbbase64="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"></article> data-param-showResetIcon="false" data-param-enableLabelDrags="false" data-param-showMenuBar="false" data-param-showToolBar="false" data-param-showAlgebraInput="false" data-param-useBrowserForJS="true" data-param-ggbbase64="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"></article>
Line 80: Line 79:
 ===== Example ===== ===== Example =====
  
-Here's an underwater picture took in a lake with a waterproof camera.  The camera is completely submerged under water looking up toward the surface.  Above a certain angle, it's possible to see the beach, trees, and the sky.  But below a certain angle, we see the reflection of my wetsuit.+Here's an underwater picture VE7HZF took in a lake with a waterproof camera.  The camera is completely submerged under water looking up toward the surface.  Above a certain angle, it's possible to see the beach, trees, and the sky.  But below a certain angle, we see the reflection of his wetsuit.
 {{  laketir.jpg  }} {{  laketir.jpg  }}
  
Line 107: Line 106:
  
  
- +[[sections |{{/back.png }}]] [[polarization |{{  /next.png}}]]
- +
-|< 100% 50% 50% >| +
-|[[empos |back]]   |  [[propagation |next >]]+