Calculating Electric Flux Through a Non-Uniform Hemispherical Surface

AI Thread Summary
To calculate the electric flux through a non-uniform hemispherical surface with a point charge at the origin, the solid angle method is deemed inappropriate due to the non-uniform electric field. Participants suggest focusing on the flux through the equatorial area of the hemisphere. The challenge lies in determining how to calculate this flux effectively, given the varying distances from the charge to different points on the surface. The discussion highlights the need for a clear approach to integrate the electric field over the specified area. Overall, the conversation centers on finding a suitable method to compute the electric flux in this specific geometry.
Abhishekdas
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Homework Statement


A point charge is placed at the origin. Calculate the electric flux through the open hemispherical surface :(x-a)2 +y2 + z2 = a2
x> or = a.



Homework Equations





The Attempt at a Solution


There is no diagram but this is how i visualised the question(please refer to attachment)...
Now i was thinking of proceeing via solid angle method but it won't work here i guess because each point on the spere is not equidistant from the charge so the field isn't uniform...So how to go about it?
 

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Hi Abhishekdas! :smile:

Just find the flux through the "equator". :wink:
 
Hi tiny-tim...

I think you mean to say flux through the area bounded by the equator...
But how do i find that...
 
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