📄 unit2.pas
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unit Unit2;
interface
procedure SPLINE(X:array of real;var Y:array of real;
N:integer; YP1, YPN:real; VAR Y2:array of real);
implementation
procedure SPLINE(X:array of real;var Y:array of real;
N:integer; YP1, YPN:real; VAR Y2:array of real);
var
U:array[0..100] of real;
AAA,SIG,BBB,CCC,P,QN,UN:real;
I,K:integer;
begin
If YP1 > 9.9E+29 Then
begin
Y2[1]:=0;
U[1]:=0;
end
Else
begin
Y2[1]:=-0.5;
AAA:=(Y[2] - Y[1]) / (X[2] - X[1]);
U[1]:=(3 / (X[2] - X[1])) * (AAA - YP1);
end;
For I:=2 To N - 1 do
begin
SIG:=(X[I] - X[I - 1]) / (X[I + 1] - X[I - 1]);
P:=SIG * Y2[I - 1] + 2;
Y2[I]:=(SIG - 1) / P;
AAA:=(Y[I + 1] - Y[I]) / (X[I + 1] - X[I]);
BBB:=(Y[I] - Y[I - 1]) / (X[I] - X[I - 1]);
CCC:=X[I + 1] - X[I - 1];
U[I]:=(6 * (AAA - BBB) / CCC - SIG * U[I - 1]) / P;
end;
If YPN > 9.9E+29 Then
begin
QN:=0;
UN:=0;
end
Else
begin
QN:=0.5;
AAA:=YPN - (Y[N] - Y[N - 1]) / (X[N] - X[N - 1]);
UN:=(3 / (X[N] - X[N - 1])) * AAA;
end;
Y2[N]:=(UN - QN * U[N - 1]) / (QN * Y2[N - 1] + 1);
For K:=N - 1 DownTo 1 do
Y2[K]:=Y2[K] * Y2[K + 1] + U[K];
end;
end.
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