Method for determining intermediate points in interpolation
An intermediate point and interpolation technology, applied in the direction of instruments, computer control, simulators, etc., can solve the problems affecting the accuracy of interpolation fitting and the amount of calculation
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[0326] 1. See figure 1 , which is the coordinate function Ψ A (t) The program flow chart of interpolation. The coordinate function described is
[0327] Ψ A (t)=H A sin(ωt+α Δ ), (J1-1)
[0328] Its alternative coordinate function Ψ δA (t) for
[0329] Ψ δA (t)=H δA sin(ωt+α Λ ), (J1-2)
[0330] h δA =H A +δ A , (J1-3)
[0331] The procedure consists of steps (1) to (9):
[0332] (1) Determine the alternative coordinate function Ψ δA (t) amplitude difference δ A value of
[0333] (2) Determine the alternative coordinate function Ψ δA (t) The equivalent increment ΔT of the parameter t corresponding to the starting point and the middle point of the definition domain A , whose value is the increment Δτ of the parameter t A ω times, is a constant,
[0334] ΔT A =ωΔτ A = constant, (J1-4)
[0335] (3) Determine the alternative coordinate function Ψ δA (t) The number n-1 of the middle points of the definition domain, with i (i=1, 2, 3, ..., n, n+1) repres...
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