: .
, , , h (t), ( (t) = h (t)) ( (t) = 1(t)).
:
1. t p, , 0,95 h = h (t → ∞), .. y (t p) = 0,95∙ h .
2. Δ h, h (Δ h = h max h y), . σ:
.
3. δ , m, : m = 1,05∙ h .
4. f ( ): f = 1/ .
5. n t , , h (t) 0,95∙ h 1,05∙ h t ≥ t , h .
6. ξ , : ξ = h (t 1 + )/ h (t 1), t 1 .
7. v max h : v max = tg α = dh / dt.
8. ε (x (t) = 1) (y (t) = h ): ε = 1- h ).
h (t) , .
H (ω)/ ω: Δ(ω) = H (ω)/ , . 8.
ωmax , Δ(ωmax) = Δmax. Δ(ω) .
, Δmax, . Δmax/Δ(0) = . , (1/), Δ(0) = 1, = Δmax. = 1,2 1,5. . .
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. 8 -
ωmax ω ω. ω Δ(ω) = 1. , . . ω Δ(0)/√2 = 0,707. (ω ω) , ω ω .
. . , .
. , , , 20 /. . . , . t p , . , t p.
3
1. (. . 7), 2, h (t) .
2. (. . 7), 2, .