Calculate phasors I and VL + V₁=6020° R=2 Ω VL=? +m L=20 mH HH C-100 µF
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F=60Hz
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- Power factor 90 to 100% 88 to <90% 85 to <88% 80 to <85% 75 to < 80% 70 to < 75% 65 to < 70% 60 to <65% 55 to <60% 50 to <55% Less than 50% Surcharge None 2% 4% 9% 16% 24% 34% 44% 57% 72% 80% Use the table given for the following. A house with inductive loads has an avg consumption of 40kW and 26kVAR is supplied 230 Vrms source. We want to make the surcharge 0% by adding a capacitor. a. What is the smallest kVar of the capacitor that would reduce the surcharge to 0%?Determine ZT for the circuit if inductive reactive is 10220 and resistance is 9850. Answer:Ql: For the circuits shown in figures. If the temperature has changed from 25°C to 65°C, find Alc. le=1.5mA at 25°C, R =250k2, R=1k and Re-0.5k2. 25°C 65°C B55 70 Ico Rf Re InA 16nA VBE 0.6 0.5 Re
- Let's say you measure t1/2 to be 0.037 seconds and the resistance in the circuit is 68 Ohms. Then what is the capacitance in micro Farads? Answer in micro Farads.-Prove that in Maxwell bridge can be used to measure inductanceby either with a variable Comparison Standard self-inductance or with Standard variable capacitance Ru= d R₂ R3 R. Lu= R₂R₂ C R₂ A R3 Lugoogle.com/forms/d/e/1FAlpQLScF2Wzu92iVI-tEM2nxdhqXrGdR460G4QCTxaUZZeC678PqTg/formResponse مطلوب /06 *:The potential at point P due to Q1 and Q2 is Q, = 1x10-12C 0.5 m 0.5 m Qz = 1x10-12C %3D 50 cm 0.01797 V Ov O -0.01271 V O 0.01271 V O Insert PIC F10 F11 F12 F6 F7 FB Backspace 9 € P Enter H
- Q4. Determine the equivalent inductance and equivalent current of the inductive circuit in Figure Q4. If L5 is replaced with a capacitor of 0.5 mF, how would it affect the branch current? The alternating Voltage source has an amplitude of 20 Vm. Vm Sine 50 Hz L1 5 mH L2 3 mH Figure Q4 reee L3 6.6 mH L4 2.8 mH rele L5 7 mH2) IL a cherecterio kc eq. of a conto/ oystem iJ ginen as s456+25+ 4K = 0,?u+ this eg. ia a form 1+ KGG) = 0 QS %3D draw roe t lous cw.r.t. k . cen nohQ9. i) An inductance network with total inductance across A and B is 30mH is shown in Figure CI. L4 L2 = 40mH L6 = 40mH Leq-30mH L1= 20mH L5 50MH 100mH 30mH B. Figure C1 Estimate, inductance value, L4. [3]
- a)For the inductive element of Figure 1 , the current in phasor form is B) the voltage in phasor form for figure 1 is C)the impedance of the inductor for figure 1 isGiven: L1 = 17 mHL2 = 21 mHL3 = 0.014 HL4 = 11981 mHL5 = 89 uH Calculate the total inductance of the circuit, LT.Determine the total capacitance, total charge, individual voltage drop and charges across each capacitor. Use two decimal places for your answer. Put your answer for the individual voltage and charge for each capacitor in a table for faster checking. Thank you! Here are the values for the capacitors: C1 = 34 C6 = 29 C2 = 46 C7 = 38 C3 = 28 C8 = 23 C4 = 43 C9 = 32 C5 = 24 C10 = 23