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Transformasi Z - Wireless Academytoha.staff.umy.ac.id/files/2016/08/Signal-Sistem-Lec-4a.pdf · x n u n X z ROC z z x n u n X z n n Tentukan ... x n u n X Z x Tentukan transformasi
Z: o Z: N Z: o > o o O x can N < N N o m a m 2. z: o o Z: O N o: o ... - … · 2018. 3. 21. · Z: o Z: N Z: o > o o O x can N < N N o m a m 2. z: o o Z: O N o: o O:
M A Z D A Z N A N
H 0 (z) x(n)x(n) o(n)o(n) M G 0 (z) M + vo(n)vo(n) yo(n)yo(n) H 1 (z) 1(n)1(n) M G 1 (z) M v1(n)v1(n) y1(n)y1(n) fo(n)fo(n) f1(n)f1(n) y(n)y(n) Figure.
Aula 06 Transformadas z - webx.ubi.ptwebx.ubi.pt/~felippe/texts2/analise_sinais_ppt06p.pdf · A Transformada z deste sinal é: ( )n n 0 n n 0 n n 0 N 1 1 N 1 n n a z a z X(z) a z
· to < N to N to N to N to O o N o o O o z 0 O N N Z o N o o > > > e O z O O N o > Z o o O C. o O o c O to Z o C z o o c o e
