A leaky capacitor loses 5% of its charge in 5 min. What is the effective time constant of the system? The time constant, τ = Units . What fraction of charge (in %) will be on the capacitor after 10 min? The charge, QQ0×100%QQ0×100% = Units . After what time there will be 4% of the initial charge left on the capacitor? The time, t = Units .
A leaky capacitor loses 5% of its charge in 5 min. What is the effective time constant of the system? The time constant, τ = Units . What fraction of charge (in %) will be on the capacitor after 10 min? The charge, QQ0×100%QQ0×100% = Units . After what time there will be 4% of the initial charge left on the capacitor? The time, t = Units .
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A leaky capacitor loses 5% of its charge in 5 min. What is the effective time constant of the system?
The time constant, τ = Units .
What fraction of charge (in %) will be on the capacitor after 10 min?
The charge, QQ0×100%QQ0×100% = Units .
After what time there will be 4% of the initial charge left on the capacitor?
The time, t = Units .
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