void div_AOS_1D(double* p, double delta_t, int len, // input
// because this functinon is called repeatedly by outside, so it's better
// to let the caller manages the memory of the following variables
double* alpha, double *beta, double *gamma, // inputs
double* L, double *M, double *R) // outputs
{
double s = 9*delta_t;
gamma[0] = -s*(p[0] + p[1])/2;
beta[0] = gamma[0]; alpha[0] = 3 - gamma[0];
for(int i = 1; i < len-1; i++)
{
gamma[i] = -s*(p[i] + p[i+1])/2;
beta[i] = gamma[i];
alpha[i] = 3 - (gamma[i-1] + beta[i]);
}
alpha[len-1] = 3 - beta[len-2];
// PRINT_MACRO(" alpha : ", alpha, len);
// PRINT_MACRO(" beta : ", beta, len-1);
// PRINT_MACRO(" gamma : ", gamma, len-1);
ac_tridiagonal_Thomas_decomposition(alpha, beta, gamma,
L, M, R, len);
}
void div_AOS_1D(double delta_t, int len, // input
// because this functinon is called repeatedly by outside, so it's better
// to let the caller manages the memory of the following variables
double* alpha, double *gamma, // inputs
double* L, double *M, double *R) // outputs
{
double s = 4*delta_t;
gamma[0] = -s;
alpha[0] = 2 - gamma[0];
for(int i = 1; i < len-1; i++)
{
gamma[i] = -s;
alpha[i] = 2 - (gamma[i-1] + gamma[i]);
}
alpha[len-1] = 2 - gamma[len-2];
ac_tridiagonal_Thomas_decomposition(alpha, gamma, gamma,
L, M, R, len);
}
