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uvod - Laboratorij za obdelavo signalov in daljinska vodenja

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208 8. Sistemi<br />

Tabela 8.2<br />

Zaporedna ali kaskadna ve<strong>za</strong>va.<br />

a:<br />

b:<br />

c:<br />

Legenda <strong>za</strong> tabeli 8.2 <strong>in</strong> 8.3:<br />

shema<br />

a: splošni <strong>za</strong>pis preslikave v → y, določa jo transformacija T<br />

b: preslikavo v → y določa konvolucija z impulznim odzivom h i (t) ali h i [n]<br />

pravilo<br />

y = T 2 [y 1 ] = T 2<br />

{<br />

T1 {v} }<br />

= ( T 1 ◦ T 2<br />

){<br />

v<br />

}<br />

y = h 2 ∗ y 1 = h 2 ∗ ( h 1 ∗ v 1<br />

)<br />

= h 2 ∗ h 1 ∗ v = (h 1 ∗ h 2 ) ∗ v<br />

h y = H 2 h v 2 = H 1<br />

(<br />

H1 h v 1<br />

)<br />

= ( H 1 ·H 2<br />

) h<br />

v<br />

c: preslikava v → y pri harmoničnih signalih, določa jo frekvenčna karakteristika H i (e jω )<br />

Tabela 8.3<br />

Vzporedna ali paralelna ve<strong>za</strong>va.<br />

shema<br />

pravilo<br />

a:<br />

y = y 1 + y 2<br />

= T 1<br />

{<br />

v<br />

}<br />

+ T2<br />

{<br />

v<br />

}<br />

= ( T 1 + T 2<br />

){<br />

v<br />

}<br />

b:<br />

y = y 1 + y 2<br />

= h 1 v + h 2 v<br />

= (h 1 + h 2 )v<br />

h y = h y 1 + h y 2<br />

c:<br />

= H 1 h v + H 2 h v<br />

= ( H 1 + H 2<br />

) h<br />

v<br />

šarko ƒu£ej: Teorija <strong>signalov</strong> revizija 20040315

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