As seen in Figure-3, there are loads with a volumetric charge density of pa=(3P)C/m^3 in the region with pε(0,a) of the coaxial cylinders nested in empty space.Radius p ε (b,c) in the region with a volumetric charge density pbc=(5/p^4)C/m^3, the cylinder surface with radius p=d It is very thin and on this surface σd=2C/m^2 density superficial charge. What is the electric field in each divided region? (a=2mm, b=4mm, c=6mm, d=8mm)
As seen in Figure-3, there are loads with a volumetric charge density of pa=(3P)C/m^3 in the region with pε(0,a) of the coaxial cylinders nested in empty space.Radius p ε (b,c) in the region with a volumetric charge density pbc=(5/p^4)C/m^3, the cylinder surface with radius p=d It is very thin and on this surface σd=2C/m^2 density superficial charge. What is the electric field in each divided region? (a=2mm, b=4mm, c=6mm, d=8mm)
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As seen in Figure-3, there are loads with a volumetric charge density of pa=(3P)C/m^3 in the region with pε(0,a) of the coaxial cylinders nested in empty space.Radius p ε (b,c) in the region with a volumetric charge density pbc=(5/p^4)C/m^3, the cylinder surface with radius p=d It is very thin and on this surface σd=2C/m^2 density superficial charge. What is the electric field in each divided region? (a=2mm, b=4mm, c=6mm, d=8mm)
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