From the steady space form for this system we can obtained:A =001 D1-2-4-6The transfer matrix of the system can be given by000-BaG(s) = C (SI - A) ¹ B = [' ; :] H- [68]E] - [ ] @=53 +65² +45+253 +65+45+5+68² +43+25+65 +45+2S0. S45+65²465J0-15+6[5² +5+4 5+6-2-2315² +65 S-48-2s5+65³ +65 +45+25² +65s³ +65 +95 +22300O0How find this result?4

The question is about multiplication of matrices to finding the transfer function.

From the steady space form for this system we can obtained: |--E] The transfer matrix of the system can be given by ^-13 -2-4 - [6 %6] P+/+*+2 $²+45+2 (GO)-(²-0²-[:] [: G(s) = C (³1- A) ¹ B = [ ! ; :] 5³ +65 +45+ > 5+68² +43+2 c-[:] @ 5+6 5465 S 5² +5+4 5+6 -2 -25 -48-2 5² +65 S 3+6 5³ +65 +45+2 3 1104

From the steady space form for this system we can obtained: |--E] The transfer matrix of the system can be given by ^-13 -2-4 - [6 %6] P+/+*+2 $²+45+2 (GO)-(²-0²-[:] [: G(s) = C (³1- A) ¹ B = [ ! ; :] 5³ +65 +45+ > 5+68² +43+2 c-[:] @ 5+6 5465 S 5² +5+4 5+6 -2 -25 -48-2 5² +65 S 3+6 5³ +65 +45+2 3 1104

Power System Analysis and Design (MindTap Course List)

6th Edition

ISBN:9781305632134

Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Chapter6: Power Flows

Section: Chapter Questions

Problem 6.61P

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