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Electricity
Instable equilibrium - Gaussian law
Simulation: e-6-inst-equilib.txt
At start the simulation shows a larger number of equally charged particles all arranged exactly in a single xz-plane. The reached equilibrium is instable because there is no motion component in y-direction. This equilibrium can be disturbed by moving a single particle in y-direction. Since friction is simulated, a stable equilibrium is reached with all particles at the border of the cube and no particle inside.
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Simulation: e-6-inst-equilib.txt
At start the simulation shows a larger number of equally charged particles all arranged exactly in a single xz-plane. The reached equilibrium is instable because there is no motion component in y-direction. This equilibrium can be disturbed by moving a single particle in y-direction. Since friction is simulated, a stable equilibrium is reached with all particles at the border of the cube and no particle inside.
back to JavaXYZ (home page)
At start the simulation shows a larger number of equally charged particles all arranged exactly in a single xz-plane. The reached equilibrium is instable because there is no motion component in y-direction. This equilibrium can be disturbed by moving a single particle in y-direction. Since friction is simulated, a stable equilibrium is reached with all particles at the border of the cube and no particle inside.
back to JavaXYZ (home page)