Consider two concentric conducting shells of radii R1 and R2 respectively. We will fill the gap between the shells with a linear dielectric material of resistivity p and e. Suppose the inner and outer shell initially carry charges by amounts +Q0 and -Q0 respectively at the initial time t=0. a. Find the current I(t) flowing between the two shells in term of Q0, e, p and t for t>0. b. Find the total energy dissipated via the current during the entire discharging process.
Consider two concentric conducting shells of radii R1 and R2 respectively. We will fill the gap between the shells with a linear dielectric material of resistivity p and e. Suppose the inner and outer shell initially carry charges by amounts +Q0 and -Q0 respectively at the initial time t=0. a. Find the current I(t) flowing between the two shells in term of Q0, e, p and t for t>0. b. Find the total energy dissipated via the current during the entire discharging process.
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Transcribed Image Text:Consider two concentric conducting shells of
radii R1 and R2 respectively. We will fill the gap
between the shells with a linear dielectric
material of resistivity p and e. Suppose the
inner and outer shell initially carry charges by
amounts +Q0 and -Q0 respectively at the initial
time t=0.
a. Find the current I(t) flowing between the two
shells in term of Q0, e, p and t for t>0.
b. Find the total energy dissipated via the
current during the entire discharging process.
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