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Some parameters are given related to your student ID numbers. These are: V1 = XXX V (first 3 numbers, e.g. 170 V (RMS)) f1 = XXX Hz (assume that your last number is 'y', then f1 = (y+1)*10 Hz, e.g. if y=2 then f1=(2+1)*10=30HZ) 1) A single-phase load has an active power of P = 2 kW at V1 V @f1Hz and the power factor is coso = 0.75. This motor is compensated to coso = 0.85 using a parallel capacitor (the load is modelled as series RL). Determine: a. Reactive power and apparent power before compensation using power factor b. Current before compensation c. R, XL and L values of the load

Some parameters are given related to your student ID numbers. These are: V1 = XXX V (first 3 numbers, e.g. 170 V (RMS)) f1 = XXX Hz (assume that your last number is 'y', then f1 = (y+1)*10 Hz, e.g. if y=2 then f1=(2+1)*10=30HZ) 1) A single-phase load has an active power of P = 2 kW at V1 V @f1Hz and the power factor is coso = 0.75. This motor is compensated to coso = 0.85 using a parallel capacitor (the load is modelled as series RL). Determine: a. Reactive power and apparent power before compensation using power factor b. Current before compensation c. R, XL and L values of the load

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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v1=180

f1=17

Some parameters are given related to your student ID numbers. These are: V1 = XXX V (first 3 numbers, e.g. 170 V (RMS)) f1 = XXX Hz (assume that your last number is 'y', then f1 = (y+1)*10 Hz, e.g. if y=2 then f1=(2+1)*10=30HZ) 1) A single-phase load has an active power of P = 2 kW at V1 V @f1Hz and the power factor is coso = 0.75. This motor is compensated to coso = 0.85 using a parallel capacitor (the load is modelled as series RL). Determine: a. Reactive power and apparent power before compensation using power factor b. Current before compensation c. R, XL and L values of the load d. Reactive power and apparent power after compensation e. Find the reactive power difference between compensated and uncompensated status (which will give the capacitor power) and calculate Xc and C using the power difference value f. Simulate the uncompensated and compensated circuits. Plot voltage and current on components and calculate the phase shift of the signals from Vin g. Plot Vin and lin Comparison for both circuits and show/calculate the phase angles for circuits.
Transcribed Image Text:Some parameters are given related to your student ID numbers. These are: V1 = XXX V (first 3 numbers, e.g. 170 V (RMS)) f1 = XXX Hz (assume that your last number is 'y', then f1 = (y+1)*10 Hz, e.g. if y=2 then f1=(2+1)*10=30HZ) 1) A single-phase load has an active power of P = 2 kW at V1 V @f1Hz and the power factor is coso = 0.75. This motor is compensated to coso = 0.85 using a parallel capacitor (the load is modelled as series RL). Determine: a. Reactive power and apparent power before compensation using power factor b. Current before compensation c. R, XL and L values of the load d. Reactive power and apparent power after compensation e. Find the reactive power difference between compensated and uncompensated status (which will give the capacitor power) and calculate Xc and C using the power difference value f. Simulate the uncompensated and compensated circuits. Plot voltage and current on components and calculate the phase shift of the signals from Vin g. Plot Vin and lin Comparison for both circuits and show/calculate the phase angles for circuits.
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