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001005 20010050 [dx,(t)] 001 dt dx2(t) 00100 dt 001005 y(t) = [0 1 23 0010050 7876123 x, (k + Lx2(k + 23 7876123 0.99 123 7876123 4234 0100509 - y(k) = [0 1) [x1 (k + 1)] n050 [0.5 x2(k + 1)] -lo 0.99]|x( 200100509-517876123 n050 X1(k) g200100509-17 00100509 - y(k) = [1 0] 200100509 -617876123 [X1(k) (k + 1) x2 (k + 1)] g200100509-517 00100509 200100509 -5178761234 y(k) = [0 1) 00100509 7612 [x, (k + g200100509 -512 Lx2(k + 7612 200100509 -517876123 0.5 [x2( 7612 y(k) = [0.2 1 g200100509 -17 g200100509 -6178761234 g200100509-517 617876123

001005 20010050 [dx,(t)] 001 dt dx2(t) 00100 dt 001005 y(t) = [0 1 23 0010050 7876123 x, (k + Lx2(k + 23 7876123 0.99 123 7876123 4234 0100509 - y(k) = [0 1) [x1 (k + 1)] n050 [0.5 x2(k + 1)] -lo 0.99]|x( 200100509-517876123 n050 X1(k) g200100509-17 00100509 - y(k) = [1 0] 200100509 -617876123 [X1(k) (k + 1) x2 (k + 1)] g200100509-517 00100509 200100509 -5178761234 y(k) = [0 1) 00100509 7612 [x, (k + g200100509 -512 Lx2(k + 7612 200100509 -517876123 0.5 [x2( 7612 y(k) = [0.2 1 g200100509 -17 g200100509 -6178761234 g200100509-517 617876123

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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The following shows the discrete-time state equations of the continuous-time state equations given above for T = 0.1 seconds.

123 Soru 9 b200 200100509 -5178761234 200100509 -517876123 [dx,(t)] 2001 dt-6 dx2(t) 200100509 -517876123 dt 200100509 - 517876123 y(t) = [0 1) 200100509 - 51787 1234 200100sos7876123 [x1(k + A 1234 7876123 0.99 Lx2 (k + 4234 7876123 u(k) y(k) = [0 11 + 200100509 - 1234 0050 [x, (k + 1)] Lx2(k + 1)] g200100509 - 517876123 1234 050 (k) 0.99l 9200100509 - 517876123 200100509 y(k) = [1 0] 9200100509 - 5178761234 9200100509 - 51787 [x, (k + 1)] x2 (k 200100509 - 9200100509 - 5178761234 g200100509 - 5178761234 9200100509 - 51787 y(k) = [0 1] 200100509 7612 [*1 (k + 9200100509 - 5178761234 Lx2 (k + Lx2(k = .99 7612 g200100509 - 517876123 g200100509 - 51787 0.5 y(k) = [0.2 1 7612 u(k) g200100509 - 5178761234 p200100509- Seçimi Boş Birakmak istiyorum (k)] [x2(k). g200100509 -5178761234 g200100509 - 517874 g200100509 g200100509 -5178761234 9200100509 - 5178761234 g200100509 -51787 9200100509 -5178761234 9200100509 - 51787
Transcribed Image Text:123 Soru 9 b200 200100509 -5178761234 200100509 -517876123 [dx,(t)] 2001 dt-6 dx2(t) 200100509 -517876123 dt 200100509 - 517876123 y(t) = [0 1) 200100509 - 51787 1234 200100sos7876123 [x1(k + A 1234 7876123 0.99 Lx2 (k + 4234 7876123 u(k) y(k) = [0 11 + 200100509 - 1234 0050 [x, (k + 1)] Lx2(k + 1)] g200100509 - 517876123 1234 050 (k) 0.99l 9200100509 - 517876123 200100509 y(k) = [1 0] 9200100509 - 5178761234 9200100509 - 51787 [x, (k + 1)] x2 (k 200100509 - 9200100509 - 5178761234 g200100509 - 5178761234 9200100509 - 51787 y(k) = [0 1] 200100509 7612 [*1 (k + 9200100509 - 5178761234 Lx2 (k + Lx2(k = .99 7612 g200100509 - 517876123 g200100509 - 51787 0.5 y(k) = [0.2 1 7612 u(k) g200100509 - 5178761234 p200100509- Seçimi Boş Birakmak istiyorum (k)] [x2(k). g200100509 -5178761234 g200100509 - 517874 g200100509 g200100509 -5178761234 9200100509 - 5178761234 g200100509 -51787 9200100509 -5178761234 9200100509 - 51787
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