
need to get 50.1exp(j37.6) and 50.1cos(377t+37.6)
Here inductive reactance Xl = 0.02×377= 7.54 ohm
So inpidence z = sqroot ( 10^2+7.54^2) =12.524 ohm
So magnitude of voltage V = i×z = 4×12.524 =50.1 V
Now phase angle Theta = atan(7.54/10) = 37°
So realtime voltage V = 50.1cos(377t +37)
And phasor voltage V = 50.1exp(j37)
need to get 50.1exp(j37.6) and 50.1cos(377t+37.6) 9. A current source of 4 cos ar is connected...
9. A current source of 4 cos ar is connected across a 10 Ω resistor and 20 mH induc- tor in series. Find the phasor voltage and the real-time voltage across the series combination if the angular frequency is 377 rad/s. Ans. 50.1 exp(丿37.67, u(1) = 50.1 cos(377t + 37.67.
9. A current source of 4 cos ar is connected across a 10 Ω resistor and 20 mH induc- tor in series. Find the phasor voltage and the real-time voltage across the series combination if the angular frequency is 377 rad/s. Ans. 50.1 exp(丿37.67, u(1) = 50.1 cos(377t + 37.67.
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1. A resistor R and capacitor care connected in series with an AC voltage source with frequency f and maximum voltage Vo. a. Find the complex impedance (in the form Z = R + jX). If the impedance is written in polar form (Z = Zejº), find expressions for Z and Ⓡ. Write your answers in terms of the variables R, C, and o(= 21f). b. If the voltage source is described by the phasor V = V, ejwt, and...
Part A: What is the impedance of the circuit?
Part B: What is the current amplitude?
Part C: What is the phase angle of the source voltage with
respect to the current?
Part D: Does the source voltage lag or lead the current?
Part E: What is the voltage amplitude across the resistor?
Part F: What is the voltage amplitude across the inductor?
Part G: What is the voltage amplitudes across the capacitor?
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The source is connected across a series RC ac circuit with R = 9
Ohm and XC = 1/ωC = 2.7 Ohm.
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