Define the energy density in a parallel plate of capacitor
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energy density = Energy/ volume
U = 1/2 C V^2 / A d
Using C =electrostatic 1.16A/d and V=Ed
= electrostatic 1.16A / 2d * E2d /Ad = ½ electrostatic 1.16 * E2
U = 1/2 C V^2 / A d
Using C =electrostatic 1.16A/d and V=Ed
= electrostatic 1.16A / 2d * E2d /Ad = ½ electrostatic 1.16 * E2
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The symbol to represent energy density is (u).So it is the total energy stored in the capacitor per unit volume.
So according to the above definition its equation will be:
U= Total Energy(U)/ Volume(v)= ½ CV 2/Ad
Using C =electrostatic 1.16A/d and V=Ed.
Now from the above equations we get :
U= electrostatic 1.16A / 2d * E2d /Ad = ½ electrostatic 1.16 * E2 ——— 2.18
So according to the above definition its equation will be:
U= Total Energy(U)/ Volume(v)= ½ CV 2/Ad
Using C =electrostatic 1.16A/d and V=Ed.
Now from the above equations we get :
U= electrostatic 1.16A / 2d * E2d /Ad = ½ electrostatic 1.16 * E2 ——— 2.18
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