A battery with emf ε is connected in series with an inductance L and a resistance R.
(a) Assuming the current has reached steady state when it is at 99% of its maximum value, how long does it take to reach steady state, assuming the initial current is zero? (Use any variable or symbol stated above as necessary. To represent, use E.) t99% = (b) If an emergency power circuit needs to reach steady state within 2.4 ms of turning on and the circuit has a total resistance of 68 Ω, what values of the total inductance of the circuit are needed to satisfy the requirement? (Give the maximum value.)
_____H

Respuesta :

The answer is:

a) t = 4.6π

b) L = 0.0187 H

Electrical resistance is the hindrance to the flow of charge through an electric circuit.

Given is the current flowing in an R-L series circuit.

where is the provided time constant.

L is for inductance, and R stands for resistance.

It would take t = 4.6 seconds to reach the steady state, assuming the current has reached steady state when it is at 99% of its highest value.

(b) What values of the total inductance of the circuit are required to meet the criteria if an emergency power circuit must reach steady state within 1.2 ms after turning on and the circuit has a total resistance of 72.

In order to meet the criterion, an inductance of 0.0187 H is required.

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