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3.7-1 Show that the energy of the Gaussian pulse 1 g(t) = from direct integration is 1/20 a. Verify this result by using Parseval's theorem to derive the energy Eg from G(F). Hint: See pair 22 in Table 3.1. Use the fact that -5 drdy=1 = dx= Jñ.

3.7-1 Show that the energy of the Gaussian pulse 1 g(t) = from direct integration is 1/20 a. Verify this result by using Parseval's theorem to derive the energy Eg from G(F). Hint: See pair 22 in Table 3.1. Use the fact that -5 drdy=1 = dx= Jñ.

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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3.7-1

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3.7-1 Show that the energy of the Gaussian pulse 8(t) from direct integration is 1/20 T. Verify this result by using Parseval's theoremto derive the energy Eg from G(f). Hint: See pair 22 in Table 3.1. Use the fact that dxdy = n = dx= n. -00
Transcribed Image Text:3.7-1 Show that the energy of the Gaussian pulse 8(t) from direct integration is 1/20 T. Verify this result by using Parseval's theoremto derive the energy Eg from G(f). Hint: See pair 22 in Table 3.1. Use the fact that dxdy = n = dx= n. -00
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