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y(t) yís) {y(nT g)} y(z)<br />

l(t)<br />

t<br />

t 2<br />

t 2<br />

2<br />

t 3<br />

t 3<br />

6<br />

-at<br />

e<br />

, -at<br />

t e<br />

i<br />

s<br />

1<br />

2<br />

s<br />

1<br />

3<br />

s<br />

1<br />

4<br />

s<br />

1<br />

s+a<br />

1<br />

(s+a) 2<br />

1<br />

nT<br />

s<br />

z<br />

z - 1<br />

zT<br />

s<br />

(z - l) 2<br />

(nT ) 2<br />

T<br />

s<br />

2<br />

2<br />

s<br />

2<br />

z(z+l)<br />

, , ,3<br />

(z-1)<br />

T 3 2<br />

(nT ) 3<br />

s<br />

s z(z +4z+l)<br />

6 6 , , ,4<br />

(z-1)<br />

-anT s<br />

e<br />

-anT<br />

i-p s<br />

nT e<br />

s<br />

z<br />

-aT s<br />

z-e<br />

-aT<br />

z T e<br />

s<br />

-aT .<br />

. s.2<br />

(z-e )<br />

-at -bt<br />

e -e<br />

b-a<br />

1<br />

(s+a)(s+b)<br />

-anT -bnT<br />

s s<br />

e -e<br />

b - a<br />

1<br />

b-a<br />

-aT<br />

s<br />

z(e<br />

-aT<br />

-bT<br />

s<br />

-e<br />

-bT<br />

(z-e<br />

S<br />

)(z-e<br />

S<br />

)<br />

. at<br />

a<br />

l-e sGs+a)<br />

sin ü)t<br />

COS tűt<br />

-at . ,<br />

e sin o>t<br />

u<br />

2 2<br />

S +U)<br />

S<br />

2 2<br />

S +0)<br />

2 2<br />

(s+a) +w<br />

-at . s+a<br />

e cos u>t<br />

, ,2 2<br />

(s+a) +o)<br />

l-e<br />

-anT<br />

S<br />

sin wnT<br />

s<br />

cos a>nT<br />

s<br />

-aT<br />

z(l-e<br />

S<br />

)<br />

-aT<br />

(z-l)(z-e<br />

S<br />

)<br />

z sin ü)T<br />

s<br />

2<br />

z -2z cos ü)T +1<br />

s<br />

z(z-cos uT )<br />

s<br />

2<br />

z -2z cos wT + 1<br />

s<br />

-anT<br />

-aT<br />

z e sin üT<br />

e sin wnT<br />

s<br />

s<br />

-aT -2aT<br />

2 _ s ^ , s<br />

z -2z e cos ü)i +e<br />

s<br />

-anT<br />

s<br />

e cos wnT<br />

s<br />

-aT<br />

s<br />

z(z-e cos ú)T )<br />

s<br />

-aT -2aT<br />

2 _ s _ ^ s<br />

z -2z e cos un +e<br />

s<br />

4.1 táblázat<br />

52

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