📄 tdma.m
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function X = TDMA(A,D,C,B)
% Tridiagonal Matrix Algorithm(三对角阵算法)
%
% Function: to solve the Tridiagonal system CX=B, where C is a Tridiagonal matrix
%
% Input - A is the subdiagonal of the coefficient matrix
% - D is the main diagonal of the coefficient matrix
% - C is the superdiagonal of the coefficient matrix
% - B is the constant vector of the linear system
% Output - X is the sulution vector
N = length(B);
for k=2:N
mult = A(k-1)/D(k-1);
D(k) = D(k)-mult*C(k-1);
B(k) = B(k)-mult*B(k-1);
end
X(N) = B(N)/D(N);
for k=N-1:-1:1
X(k) = (B(k)-C(k)*X(k+1))/D(k);
end
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