01․ A battery of E Volts is supplying a steady current to a series circuit of total resistance RΩ and inductance L Henry. A part R1 of the total resistance is suddenly short circuited. Find the expression for current flowing through the battery subsequent to the operation.
02․ In above question, determine the current if E = 100 V, R = 20Ω, R1 = 10 Ω and L = 2 H at 0.5 sec after short circuit.
03․ Find the total power absorbed by the resistor in the given circuit.
Equivalent circuit can be drawn,
P = I2R.
04․ In the circuit shown below if I = 2 A then find V?
The circuit can be redrawn as
05․ What is I1 in the given circuit?
06․ What is Va in the below circuit?
07․ If L and C both are doubled than damping in above circuit will be
08․ A capacitor is charged by a constant 10 mA current sources which is turned on for 1 second. Assuming the capacitor is initially charge free; determine the charge delivered to and the power supplied by the source if the capacitor has a value of 1 mF.
Q = I×t; power = 0.5Q2t/C
09․ If the practical units of voltage and current wave each made 20 times as large as they are at present, what would be the consequent alternation in the size of the unit of capacitance?
Capacitance (C) = Q/V = It/V. Since I and V units are both charged by the same factor and time unit is not changed, hence capacitance unit is not affected.
10․ The speed of a DC motor is
Speed of DC motor is given by N = K X (Eb/φ). Where N = Speed in rpm, Eb = back emf and φ = flux per pole. In above relation, we get the speed of DC motor is directly proportional to its back emf and is inversely proportional to flux.