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For the transformer below determine the magnitude for the induced secondary voltage if: Ep = 1kV Np = 200 turns Ns = 800 turns N₂ : N₂ 0000000 eeeee 57 Vs Find the magnitude of the induced secondary voltage Es Es=1 units

For the transformer below determine the magnitude for the induced secondary voltage if: Ep = 1kV Np = 200 turns Ns = 800 turns N₂ : N₂ 0000000 eeeee 57 Vs Find the magnitude of the induced secondary voltage Es Es=1 units

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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For the transformer below, determine the magnitude for the induced secondary voltage if: \( E_p = 1 \text{kV} \) \( N_p = 200 \text{ turns} \) \( N_s = 800 \text{ turns} \) [Diagram of a transformer is provided] - The diagram shows a two-winding transformer. The left side is labeled as the primary winding with input voltage \( V_p \), primary current \( I_p \), and number of turns \( N_p \). - The right side is labeled as the secondary winding with secondary voltage \( V_s \), secondary current \( I_s \), and number of turns \( N_s \). - There is an alternating current source symbol on the left indicating the AC nature of \( V_p \). Find the magnitude of the induced secondary voltage \( E_S \). \( E_S = \underline{\phantom{0000}} \) units
Transcribed Image Text:For the transformer below, determine the magnitude for the induced secondary voltage if: \( E_p = 1 \text{kV} \) \( N_p = 200 \text{ turns} \) \( N_s = 800 \text{ turns} \) [Diagram of a transformer is provided] - The diagram shows a two-winding transformer. The left side is labeled as the primary winding with input voltage \( V_p \), primary current \( I_p \), and number of turns \( N_p \). - The right side is labeled as the secondary winding with secondary voltage \( V_s \), secondary current \( I_s \), and number of turns \( N_s \). - There is an alternating current source symbol on the left indicating the AC nature of \( V_p \). Find the magnitude of the induced secondary voltage \( E_S \). \( E_S = \underline{\phantom{0000}} \) units
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