1 AhUl.A TRANSFUttMĄI
X(t) |
MKO) |
x(nTf) |
7,{x(nTp)} |
8(t) |
1 |
6(nTP) |
1 |
SO-kT,) |
-vr,i c ' |
S«n-k)T,) |
żk |
KO |
s |
KnTp) |
z z -1 |
t |
s2 |
(nTp) |
T z P(z-l)J |
t2 |
2 7 |
(nTP)2 |
T 2 Z(Z +1) P (2-1)’ |
e"*1 |
i |
c**(nT,) |
Z |
s +a |
z -c"*T* | ||
i |
1 |
"JŁ |
z |
aT* a>0 |
s^~ln(a) r |
a T' |
z -a |
t aT' a<0 |
Hi <-*)T' |
z z +a | |
stn(cot) |
(i) |
sin(w(nTp)) |
zsin(wTp) |
s2 *o2 |
z2 -2zcos(wTp) +1 | ||
cos(<ot) |
s |
cos(w(nTp)) |
z2 -zcos(wTp) |
s2 +w2 |
dla co * xfTP |
z2 -2zcos(o;Tp) +1 | |
cos((r/rp) t) |
cos(n^) = (-1)" |
z z +1 | |
a"(n) |
za (z -a)5 | ||
a"(n)J |
z(z +a)a (z -a)* |