Problem 1. Find the scalar potential ø for a stationary charge with charge Q 2nC Problem 2. Suppose you have a scalar potential that depends only on the length of the distance r as where a is some constant. Compute A¢. Problem 3. (How to hunt for extra dimensions) for some constants a, a. Compute Suppose the potential has the form = sa again An, where n An i= is the n-dimensional Laplacian Problem 4 Fusion experiments are conducted at the Lawrence Livermore National Lab- oratory in Californial. Compute for a laser that produces 10kJ within 0.2ns on an area of diameter 0.5mm the intensity and the electric field strength Problem 5. For the same laster as in Problem 4 compute the radiation pressure
Problem 1. Find the scalar potential ø for a stationary charge with charge Q 2nC Problem 2. Suppose you have a scalar potential that depends only on the length of the distance r as where a is some constant. Compute A¢. Problem 3. (How to hunt for extra dimensions) for some constants a, a. Compute Suppose the potential has the form = sa again An, where n An i= is the n-dimensional Laplacian Problem 4 Fusion experiments are conducted at the Lawrence Livermore National Lab- oratory in Californial. Compute for a laser that produces 10kJ within 0.2ns on an area of diameter 0.5mm the intensity and the electric field strength Problem 5. For the same laster as in Problem 4 compute the radiation pressure
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How do I find the scalar potential (phi) for Problem #1? In case you can not see the image, I'll specify some details. The charge is stationary and the Q is equal to 2 nano coulombs.
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