线性时不变系统
y (kT ) =
∫τ
∞ =0
g (τ )u (kT τ )dτ
线性时不变系统传递函数 我们定义q算子
qu (t ) = u (t + 1) 同样q 1u (t ) = u (t 1)
(2.9)
(2.10)
那么(2.6)就可以写成y (t ) =∞ k =1
∑ g (k )u(t k ) =∑ g (k )qk =1
∞
k
u (t )
(2.11)
∞ k = g (k )q u (t ) = G (q )u (t ) k =1
∑
线性时不变系统
y (kT ) =
∫τ
∞ =0
g (τ )u (kT τ )dτ
线性时不变系统传递函数 我们定义q算子
qu (t ) = u (t + 1) 同样q 1u (t ) = u (t 1)
(2.9)
(2.10)
那么(2.6)就可以写成y (t ) =∞ k =1
∑ g (k )u(t k ) =∑ g (k )qk =1
∞
k
u (t )
(2.11)
∞ k = g (k )q u (t ) = G (q )u (t ) k =1
∑