Two long cylindrical insulating thin shells (both of radius a) are parallel to each other. The cylindrical axes separated by b> 2a. One shell is uniformly charged with a surface charge density + 0, the other is uniformly charged with a surface charge density - σ. (a) Find the electric field at point O on the axis of the positively charged shell (Hint: the superposition principle); (b) Find the electric potential difference VA - VB (Hint: the superposition principle) 8 D +0 -0
Two long cylindrical insulating thin shells (both of radius a) are parallel to each other. The cylindrical axes separated by b> 2a. One shell is uniformly charged with a surface charge density + 0, the other is uniformly charged with a surface charge density - σ. (a) Find the electric field at point O on the axis of the positively charged shell (Hint: the superposition principle); (b) Find the electric potential difference VA - VB (Hint: the superposition principle) 8 D +0 -0
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Transcribed Image Text:Two long cylindrical insulating thin shells (both of radius
a) are parallel to each other. The cylindrical axes
separated by b> 2a. One shell is uniformly charged with
a surface charge density + 0, the other is uniformly
charged with a surface charge density - o.
(a) Find the electric field at point O on the axis of the
positively charged shell (Hint: the superposition
principle);
(b) Find the electric potential difference VA - VB (Hint: the
superposition principle)
+0
-0
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