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Electric field Difference between Electrostatics and Electrodynamics . . . Hello everyone, I have been pondering on the behavior of the E field in conductors In electrostatics (where the charges are not moving): a) Electric fields are time- independent but position-dependent b) Electric fields are always zero inside a charged or uncharged conductor At the
Why is the separation vector this (electrostatics): The discussion centers on understanding the separation vector between a point charge and a test charge in electrostatics, represented as the difference between their position vectors, π → = r → ′ r → There is confusion regarding the notation and the relationship between the vectors and their magnitudes, particularly how to derive the length of the separation vector It is clarified
Separation of Variables to Laplaces Equation in Electrostatics The discussion focuses on the application of separation of variables to solve Laplace's equation in electrostatics, emphasizing the importance of clarity in mathematical notation Participants highlight the need for using LaTeX for better readability and quoting capabilities A specific question regarding the potential at the center is noted as unanswered, indicating a gap in the solution
Electrostatics, Energy of a uniformly charged sphere From Griffiths, Third edition Intro Electrodynamics I've been working on this problem, and I get 2 different answers I get the same answer for parts b and c, but not for a I know I'm probably just doing something silly along the way, but I can't find my mistake Homework Statement
Dielectric Cylinder Polarization (Electrostatics) - Physics Forums Homework Statement An infinitely long dielectric cylinder with radius R and relative permittivity ##\\epsilon_r## contains a free charge density given by: ##\\rho(s)= ks## for sR, where k is a constant Find the polarization P and any volume or surface polarization charge densities Homework
Why Is Work Positive When Done Against the Electric Field? I have several questions relating to electrostatics: first of all, in this derivation for the formula of the electric potential energy: work is being done against the electric field right, so the work should be negative, but in this case it's positive I'm wondering if it's because the direction