The current in 5 mH inductor is periodic and triangular as shown below.
a. Plot the inductor voltage vs. time (using the relationship that v(t) = L di/dt).
b. Plot the instantaneous power vs. time.
c. Determine the average power of the inductor (computed over the period of the waveform, 2 ms).
The current in 5 mH inductor is periodic and triangular as shown below. a. Plot...
The current in a 5-mH inductor has the waveform shown in Fig. 1. Compute the inductor voltage for each of the time segments shov Ai(t) (mA) 20 10 - - - O 2 3 5 tims) Figure 1 Show work Omsst s1 ms -->v(t)= ? 1msst s2 ms -->v(t)= ? 2msst s 3ms -->v(t)= ? 3 ms s t 4 ms -->v(t)= ? 4 ms st 55 ms -->v(t)= ?
The triangular current pulse shown in (Figure 1) is applied to a 20 mH inductor. Use the passive sign convention. O AEQ If vec ? y = Submit Request Answer Part F Derive the expression for the inductor voltage in the interval 0 <t<5 ms. Suppose that t is in seconds. Express your answer in volts in terms of t. TIVI AS01 1. vec ? Submit Request Answer Figure < 1 of 1 > Part G the interval ms <t<10...
The current in a 6.00 mH-inductor varies in time as shown. Construct a graph of the self-induced emf across the inductor over the time interval t= 0 to t= 12.0 ms i (mA) 3 2 1 (ms) 2 4 6 8 10 12 -1 -2
Question 1 Find the waveform for the voltage across a 18-mH inductor when the inductor current is given by the waveform shown in the figure below. i(t) (A) 4 0.6 0.9 0.3 1.1 t (s) -2
The triangular current pulse is applied the four time intervals, t0, 0 st< 5 ms, 5 ms ts 10 ms, and to a 20 mH inductor. (a) Write the expressions that describe it) in IS t> 10 ms. (b) Derive the expressions for inductor voltage, power and energy. Use passive sign convention i(mA) 250 10ms t(ms 5ms
Determine the current through a 45.0 mH inductor, in A, at time t=64.8 ms, for the voltage across the inductor shown graphically: 1:0), V 2V V 0 1, ms 1, T; -V -2V where V=4.6 V T1=13,8 18 T2=28.6 ms T3=57.2 ms
7. A periodic triangular-wave voltage source (t)is applied to an RLC circuit (both are shown below). Estimate the average power delivered to the 20 kΩ resistor when the circuit is operating in steady-state. Hint: 200 Σ nz sin 4(t) = 25 + sin(na0t) n=1 n=odd 20 mH 50 pF 20 kΩ % (V) 50 r (As) 3
A 7.09 µF capacitor and a 7.39 mH inductor are connected in series with an AC power source that has a frequency of 3.45 x103 Hz and a peak voltage of 65 V. Take the initial time t as zero when the instantaneous voltage equals zero. Determine the instantaneous current when t = 2.13x 10-4 s.
A 2.41 µF capacitor and a 11.60 mH inductor are connected in series with an AC power source that has a frequency of 4.03 x103 Hz and a peak voltage of 34 V. Take the initial time t as zero when the instantaneous voltage equals zero. Determine the instantaneous current when t = 7.38x 10-4 s.
2. Consider the periodic waveform illustrated below. (The period is 10 ms, and two periods are shown.) (a) Determine the rms voltage. (b) If this voltage waveform is applied across a 0.5 Ohm resistor, determine the average power delivered to this resistor, and the rms current in the resistor. v(t) (Volts) VA 1 2 4 6 8 10 place in the 12 14 16 18 20 t (ms) -10 +