Let us solve this problem by drawing the circuit in the phasor form.
i. e. Resistances remain as they are, inductors will have values jXL and capacitances will be - jXC. Given source is already in phasor form. Now we can solve the circuit as usual.
5, [10] Calculate the values ofZr, Ir, Vc,VR and θ for the following circuit. ZT IT Vc VR C1 0.22μ F V2 12Vpk 1.5kHz 0° R2 120Ω
Consider the network 1. Determine the Zt 2. Find I 3. Calculate VR and VC. 4. Find P and Power Factor R HE = 20 sinf f2 kHz 0.47 kO 0.1 PUF Fig. 3.1
Consider this circuit, Analyze and evaluate. VT= IT= ZT= VR1= IR1= R1= VL= IL= XL= PR= PX= PAPP = V1 SR1 1000 24 Vrms 60 Hz 51 1 32.2mH We were unable to transcribe this image
Calculate VR, VL and VC knowing VS is 3V at 60Hz. Calculate the resonant frequency, and then use this frequency to re-calculate VR, VL and VC for it. 2.5 mH 0.25 μF 60 Hz
8) Calculate the following for the below circuit: a. Vs b. I d. Vr: e. Vc. 50 mH ,0)170 cos( 377t) V ( 50Ω UR 100 uF
Question 4 19 pts (TCO 3) Calculate the voltage values (VR, VC) for the circuit shown. R1 V1 2.2ko C2 47nF 12 V 15KHz ODeg
8. Answer the questions: (a) What is the relation between the voltages V, VR, and Vc in a RC circuit? (b) If a series RC circuit has VR = 12.6 V and Ve= 107 V, how much is the generator voltage?
VT 5 Vrms 0° Xc = ? Vc = ? va = ? h=? 500 Hz 2.2㏀ VT 5 Vrms 0° Xc = ? Vc = ? va = ? h=? 500 Hz 2.2㏀
Find vc(t) for t>0 in the circuit in the accompanying figure iL(t) 4 A 0.05 F+vC(t) 7 H Please round all numbers to 3 significant digits. Click to use Flash