Between two concentric spherical surfaces of radius R₁ = 10cm and R₂ = 20 cm an electric charge with uniform density is distributed p=26.58-10-8C/m³. Determine the expression of the electrostatic field E(r) as a function of the distance r from the center of the system. If an electron is left on the outer surface, how long does it take to pass through the inner cavity?
Between two concentric spherical surfaces of radius R₁ = 10cm and R₂ = 20 cm an electric charge with uniform density is distributed p=26.58-10-8C/m³. Determine the expression of the electrostatic field E(r) as a function of the distance r from the center of the system. If an electron is left on the outer surface, how long does it take to pass through the inner cavity?
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Transcribed Image Text:Problem 3.3 Mazzoldi
Between two concentric spherical surfaces of radius R₁ = 10 cm and
R₂ = 20 cm an electric charge with uniform density is distributed
p=26.58-10-8C/m³. Determine the expression of the electrostatic
field E(r) as a function of the distance r from the center of the
system. If an electron is left on the outer surface, how long does it
take to pass through the inner cavity?
R₁
R₂
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+
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10/28
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i didnt understand how deltaV was calculated and i didnt understand how the equation above was obtained can you please explain in greater detail?
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