Determine the amount of drain current, ID. -VDD ○ a. 3.2 mA O b. 6.2 mA Ос 1.2 mA O d. 2.2 mA 15° R₁ S w Rs Rp VDD = 16 V R₁ == 2 M R₂ = 200 k RD=2.4 k H C₂ Rs:=1.5 kn IDSS=8 mA Vp:=-4 V CS Timele
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- PLEASE ANSWER THIS MCQuO 9:.0 A docs.google.com * ZAIN IQ l. Q3/B: Assume an ideal diode model for all the diodes in the circuit below. calculate voltages and currents through D1 and D2 9kQ 1N1199C R2 D1 18KQ 1N1199C D3 1N1199C V2 =12 V R3 1kQ R4 5kQ 1.22 V 11 mA 0.5 A O VD1 ID1 VD2 ID2 صفحة 4 من 6For the circuit shown in the Figure, if the diodes are silicon diodes with Vp(on)=0.7 V, and VIN=50 sin wt V, V1 =6 V and V2 = 16 V, then the value of VouTP-p) is: R, D VaN Vout v1事 2章 Oa. 25.4 V Ob. 27.4 V Oc. 29.4 V Od. 23.4 V
- The step up chopper has R=20 ohm and out put voltage is 120V. The source voltage is 40V DC . The load inductance is 0.2mH. If the chopper frequency is 4KHZ find1- the duty cycle2- the average value of source current3- TON4- Imax5- Imin6-The average value of diode currentGiven the following circuit with VDD= 9.2 V, R=2.3 k2, then the current Iis: Use the CVD model for the diode, with VD = 0.65 V. I VDD a. 0.004000 A O b. 3.717391 A OC. 0 A d. 4.000000 A e. 0.003717 A R + VD -We know that the Si-diode will pass the current in a forward biased region. This behavior is useful for many applications. C)Plot the V-I Characteristic Curve of the diode.
- Q-3. Draw 1-V characteristics of 5 V silicon zener diode (Vz-5V) and show its parameters V Vz, Izx. Izs, Izm on the curve. Q-4. Determine the range of Road (Rmin, Rmax) that will maintain Vz at 5 volts for the circuit given below. Rs m 1.0kg V1 40 V Pzm=150mwGiven the following circuit with VDD = 9.5 V, R = 3.2 kn, then the current Iis: Use the CVD model for the diode, with Vp= 0.65 V. VDR I a. 2.968750 A b. 0 A c. 0.002766 A d. 0.002969 A e. 2.765625 A R ww + VoFor the circuit below, assume the diodes operate with a constant voltage drop of .7V, find Vx, Vy, VD4 and ID2. 15V 15V Allt V1 V2 R1 1k IDC 1mA Vx R2 2k ww D1N4002 Vy D1N4002 7D1 D1N4002 D2 D3 R3 1k D4 D1N4002