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A leaky parallel plate capacitor is filled completely with a material having dielectric constant K = 5 and electrical conductivity σ = 7.4 × 10–12Ω–1m–1. If the charge on the capacitor at the instant t = 0 is q0 = 8.55µC, then calculate the leakage current (in µA) at the instant t = 12s.
Correct answer is '0.193'. Can you explain this answer?
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A leaky parallel plate capacitor is filled completely with a material ...
Now current as function of time
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The correct answer is: 0.193
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A leaky parallel plate capacitor is filled completely with a material ...
Now current as function of time
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The correct answer is: 0.193
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A leaky parallel plate capacitor is filled completely with a material ...
Σ=2x10^-6Ω^-1m^-1. The distance between the plates is 0.02m and the area of each plate is 0.01m^2.
The leakage current through the capacitor can be calculated using the formula:
I = K * σ * A / d
Where:
I = leakage current
K = dielectric constant (5)
σ = electrical conductivity (2x10^-6 Ω^-1m^-1)
A = area of each plate (0.01m^2)
d = distance between the plates (0.02m)
Plugging in the values:
I = 5 * 2x10^-6 * 0.01 / 0.02
I = 5 * 2x10^-8 / 0.02
I = 10x10^-8 / 0.02
I = 0.5x10^-6
I = 5x10^-7 A
Therefore, the leakage current through the capacitor is 5x10^-7 Amperes.
The leakage current through the capacitor can be calculated using the formula:
I = K * σ * A / d
Where:
I = leakage current
K = dielectric constant (5)
σ = electrical conductivity (2x10^-6 Ω^-1m^-1)
A = area of each plate (0.01m^2)
d = distance between the plates (0.02m)
Plugging in the values:
I = 5 * 2x10^-6 * 0.01 / 0.02
I = 5 * 2x10^-8 / 0.02
I = 10x10^-8 / 0.02
I = 0.5x10^-6
I = 5x10^-7 A
Therefore, the leakage current through the capacitor is 5x10^-7 Amperes.
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A leaky parallel plate capacitor is filled completely with a material having dielectric constantK=5and electrical conductivityσ = 7.4×10–12Ω–1m–1. If the charge on the capacitor at the instantt= 0isq0= 8.55µC, then calculate the leakage current (inµA) at the instantt= 12s.Correct answer is '0.193'. Can you explain this answer?
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A leaky parallel plate capacitor is filled completely with a material having dielectric constantK=5and electrical conductivityσ = 7.4×10–12Ω–1m–1. If the charge on the capacitor at the instantt= 0isq0= 8.55µC, then calculate the leakage current (inµA) at the instantt= 12s.Correct answer is '0.193'. Can you explain this answer? for Physics 2024 is part of Physics preparation. The Question and answers have been prepared according to the Physics exam syllabus. Information about A leaky parallel plate capacitor is filled completely with a material having dielectric constantK=5and electrical conductivityσ = 7.4×10–12Ω–1m–1. If the charge on the capacitor at the instantt= 0isq0= 8.55µC, then calculate the leakage current (inµA) at the instantt= 12s.Correct answer is '0.193'. Can you explain this answer? covers all topics & solutions for Physics 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A leaky parallel plate capacitor is filled completely with a material having dielectric constantK=5and electrical conductivityσ = 7.4×10–12Ω–1m–1. If the charge on the capacitor at the instantt= 0isq0= 8.55µC, then calculate the leakage current (inµA) at the instantt= 12s.Correct answer is '0.193'. Can you explain this answer?.
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