2 n5 3cq e x6 q 6jhjrepresentationdothisbyhand

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Unformatted text preview: t;I!1(*HJ(,! ! 
 ! ! 
 &E XQ>!6-,-*!+.3!:>.>*+,-*!2+?/!S!!"!#$%!+.3!&!"!#$'T!5*-Y(3>!,Q>!J.3>*2I(.:!5*(.H(52>/!C-*!D1!6-,-*/E!! 2. ,-*!+.38,:>.>*+,-*!2+?/!!*>?*(,>!!+.3!!6-,-*!T!5*-Y(3>!!,Q>!J.3>*2I(.:!5*(.H(52>/,-*ZJ>!!3>Y>2-5>3!(.!,Q>!*-,-*! ! !(/!/,+.3+*3!For
parts
a
and
b
of
Problem
1
above,
confirm
that
these
state
space
equations
equal
the
transfer
 ,- S!!"!#$% ,Q> &!"!#$' 2+?!+/!+. >N5*>//(-.!3>C(.(.:!,Q>! !C-*!D1 6-,-*/E!! functions
you
found
in
Homework
3
by
calculating
the
transfer
function
from
the
state
space
 3+*3!,-!*>?*(,>!!+*6+,J*>!HJ**>.,!!+.?(,Q!+!,-*ZJ>!H-./,+.,!W!,-*ZJ>!3>Y>2-5>3!(.!,Q>!*-,-*! ,Q>!6-,-*!2+?!+/ ( ! !>N5*>//(-.!3>C(.(.:!,Q> E! X6!,-!,Q> + , >!+*6+,J*>!HJ**>.,!representation.

Do
this
by
hand,
although
you
can
check
your
work
in
Matlab.
 (+!?(,Q!+!#$%!+.3!&!"!#$'T!5*-Y(3> -,-*!+.3!:>.>*+,-*!2+?/!S!!"!,-*ZJ>!H-./,+.,!W,E! !,Q>!J.3>*2I(.:!5*(.H(52>/!C-*!D1!6-,-*/E!! ! 
 .3+*3!,-!*...
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