X=2Y=8 c) Unsymmetrical phasors can be expressed in tems of their symmetricalcomponents as=1 a?Fa1a]Fa2awhere F stands for any three-phase quantity. Conversely, the sequencecomponents of three-phase unsymmetrical phasors can be written as[Fao1[Faa2F.[113.1aa2Let the sequence components for phase A of the line-to-neutral voltage bederived from your student number as:= 2X020° V, Vai = 2Y0Z - 45 V, Vaz = 2Y0Z1X0°where X and Y are the last two digits of your student number.Vao%3DFor example, if your student number is c1700123, then V,, = 2304120° V.(1) Calculate in polar form the line-to-neutral voltages corresponding to thesequence components.(i) Calculate in polar form the sequence components for phases B and C ofthe line-to-neutral voltages.

Power system has loads and sources present. They can be balanced and unbalanced. For easy…

c) Unsymmetrical phasors can be expressed in terms of their symmetrical components as 图-E [1 11Fao a2 a Fai a. where F stands for any three-phase quantity. Conversely, the sequence components of three-phase unsymmetrical phasors can be written as -非:旧 [Faol [1 1[Fa] a2 ||F a2 1 1 Fa1 Faz %3D Let the sequence components for phase A of the line-to-neutral voltage be derived from your student number as: Vao = 2X00° V, V = 2Y0Z- 45° V, V2 = 2Y0Z1X0° where X and Y are the last two digits of your student number. For example, if your student number is c1700123, then V, = 2304120° V. (i) Calculate in polar form the line-to-neutral voltages corresponding to the sequence components. (ii) Calculate in polar form the sequence components for phases B and C of the line-to-neutral voltages.

c) Unsymmetrical phasors can be expressed in terms of their symmetrical components as 图-E [1 11Fao a2 a Fai a. where F stands for any three-phase quantity. Conversely, the sequence components of three-phase unsymmetrical phasors can be written as -非:旧 [Faol [1 1[Fa] a2 ||F a2 1 1 Fa1 Faz %3D Let the sequence components for phase A of the line-to-neutral voltage be derived from your student number as: Vao = 2X00° V, V = 2Y0Z- 45° V, V2 = 2Y0Z1X0° where X and Y are the last two digits of your student number. For example, if your student number is c1700123, then V, = 2304120° V. (i) Calculate in polar form the line-to-neutral voltages corresponding to the sequence components. (ii) Calculate in polar form the sequence components for phases B and C of the line-to-neutral voltages.

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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