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electrical_engineering_2:the_electrostatic_field [2024/03/12 23:47]
mexleadmin 		electrical_engineering_2:the_electrostatic_field [2024/03/19 03:19] (aktuell)
mexleadmin [Bearbeiten - Panel]
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 </WRAP></WRAP></panel> </WRAP></WRAP></panel>
  
-<panel type="info" title="Task 1.1.5 Field lines"> <WRAP group><WRAP column 2%>{{fa>pencil?32}}</WRAP><WRAP column 92%>+<panel type="info" title="Task 1.1.2 Field lines"> <WRAP group><WRAP column 2%>{{fa>pencil?32}}</WRAP><WRAP column 92%>
  
 Sketch the field line plot for the charge configurations given in <imgref ImgNr04>. \\ Sketch the field line plot for the charge configurations given in <imgref ImgNr04>. \\
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 An ideal plate capacitor with a distance of $d_0 = 6 ~{ \rm mm}$ between the plates and with air as dielectric ($\varepsilon_0=1$) is charged to a voltage of $U_0 = 5~{ \rm kV}$.  An ideal plate capacitor with a distance of $d_0 = 6 ~{ \rm mm}$ between the plates and with air as dielectric ($\varepsilon_0=1$) is charged to a voltage of $U_0 = 5~{ \rm kV}$. 
-The source remains connected to the capacitor. In the air gap between the plates, a glass plate with $d_{ \rm g} = 2 ~{ \rm mm}$ and $\varepsilon_{ \rm r} = 8$ is introduced parallel to the capacitor plates.+The source remains connected to the capacitor. In the air gap between the plates, a glass plate with $d_{ \rm g} = 4 ~{ \rm mm}$ and $\varepsilon_{ \rm r} = 8$ is introduced parallel to the capacitor plates.
    
   - Calculate the partial voltages on the glas $U_{ \rm g}$ and on the air gap $U_{ \rm a}$.   - Calculate the partial voltages on the glas $U_{ \rm g}$ and on the air gap $U_{ \rm a}$.