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1. Derive the equation of E for the region between two cylinders (configuration as shown in Figure 1) where V = 0 at r = 10cm and V = 150 V at r = 50 cm. Assume the region between the two cylinders has a charge density po and permittivity of €0. Re-evaluate E for relative permittivity of 4.4 and Po = 30 mc/m³. V=0 Figure 1 V = 150 V

1. Derive the equation of E for the region between two cylinders (configuration as shown in Figure 1) where V = 0 at r = 10cm and V = 150 V at r = 50 cm. Assume the region between the two cylinders has a charge density po and permittivity of €0. Re-evaluate E for relative permittivity of 4.4 and Po = 30 mc/m³. V=0 Figure 1 V = 150 V

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1. Derive the equation of E for the region between two cylinders (configuration as shown in Figure 1) where V = 0 at r = 10cm and V = 150 V at r = 50 cm. Assume the region between the two cylinders has a charge density po and permittivity of €0. Re-evaluate E for relative permittivity of 4.4 and Po = 30 mC/ m³. V = 150 V Figure 1
Transcribed Image Text:1. Derive the equation of E for the region between two cylinders (configuration as shown in Figure 1) where V = 0 at r = 10cm and V = 150 V at r = 50 cm. Assume the region between the two cylinders has a charge density po and permittivity of €0. Re-evaluate E for relative permittivity of 4.4 and Po = 30 mC/ m³. V = 150 V Figure 1
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