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use macro for keeping repetitive code consistent

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This commit is contained in:
Axel Kohlmeyer
2022-12-25 06:06:34 -05:00
parent bbdc6fd3ab
commit ecf11f2f20
1 changed files with 15 additions and 40 deletions
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55
src/angle_write.cpp
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@ -170,23 +170,19 @@ void AngleWrite::command(int narg, char **arg)
force->angle_style, atype); force->angle_style, atype);
fmt::print(fp, "\n{}\nN {} EQ {:.15g}\n\n", keyword, n, theta0); fmt::print(fp, "\n{}\nN {} EQ {:.15g}\n\n", keyword, n, theta0);
#define GET_ENERGY(myphi, mytheta) \
theta = mytheta; \
atom3[0] = cos(theta * DEG2RAD); \
atom3[1] = sin(theta * DEG2RAD); \
myphi = angle->single(atype, i2, i1, i3)
const double dtheta = 180.0 / static_cast<double>(n - 1); const double dtheta = 180.0 / static_cast<double>(n - 1);
// get force for divergent 0 degree angle from interpolation to the right // get force for divergent 0 degree angle from interpolation to the right
theta = 0.0;
atom3[0] = cos(theta * DEG2RAD);
atom3[1] = sin(theta * DEG2RAD);
phi = angle->single(atype, i2, i1, i3);
theta = epsilon; GET_ENERGY(phi, 0.0);
atom3[0] = cos(theta * DEG2RAD); GET_ENERGY(phi1, epsilon);
atom3[1] = sin(theta * DEG2RAD); GET_ENERGY(phi2, 2.0 * epsilon);
phi1 = angle->single(atype, i2, i1, i3);
theta = 2.0 * epsilon;
atom3[0] = cos(theta * DEG2RAD);
atom3[1] = sin(theta * DEG2RAD);
phi2 = angle->single(atype, i2, i1, i3);
f = (1.5 * phi - 2.0 * phi1 + 0.5 * phi2) / epsilon; f = (1.5 * phi - 2.0 * phi1 + 0.5 * phi2) / epsilon;
if (!std::isfinite(f)) f = 0.0; if (!std::isfinite(f)) f = 0.0;
@ -194,20 +190,10 @@ void AngleWrite::command(int narg, char **arg)
fprintf(fp, "%8d %- 22.15g %- 22.15g %- 22.15g\n", 1, 0.0, phi, f); fprintf(fp, "%8d %- 22.15g %- 22.15g %- 22.15g\n", 1, 0.0, phi, f);
for (int i = 1; i < n - 1; i++) { for (int i = 1; i < n - 1; i++) {
theta = dtheta * static_cast<double>(i) - epsilon; GET_ENERGY(phi1, dtheta * static_cast<double>(i) - epsilon);
atom3[0] = cos(theta * DEG2RAD); GET_ENERGY(phi2, dtheta * static_cast<double>(i) + epsilon);
atom3[1] = sin(theta * DEG2RAD); GET_ENERGY(phi, dtheta * static_cast<double>(i));
phi1 = angle->single(atype, i2, i1, i3);
theta = dtheta * static_cast<double>(i) + epsilon;
atom3[0] = cos(theta * DEG2RAD);
atom3[1] = sin(theta * DEG2RAD);
phi2 = angle->single(atype, i2, i1, i3);
theta = dtheta * static_cast<double>(i);
atom3[0] = cos(theta * DEG2RAD);
atom3[1] = sin(theta * DEG2RAD);
phi = angle->single(atype, i2, i1, i3);
if (!std::isfinite(phi)) phi = 0.0; if (!std::isfinite(phi)) phi = 0.0;
// get force from numerical differentiation // get force from numerical differentiation
@ -217,20 +203,9 @@ void AngleWrite::command(int narg, char **arg)
} }
// get force for divergent 180 degree angle from interpolation to the left // get force for divergent 180 degree angle from interpolation to the left
theta = 180.0; GET_ENERGY(phi, 180.0);
atom3[0] = cos(theta * DEG2RAD); GET_ENERGY(phi1, 180.0 - epsilon);
atom3[1] = sin(theta * DEG2RAD); GET_ENERGY(phi2, 180.0 - 2.0 * epsilon);
phi = angle->single(atype, i2, i1, i3);
theta = 180.0 - epsilon;
atom3[0] = cos(theta * DEG2RAD);
atom3[1] = sin(theta * DEG2RAD);
phi1 = angle->single(atype, i2, i1, i3);
theta = 180.0 - 2.0 * epsilon;
atom3[0] = cos(theta * DEG2RAD);
atom3[1] = sin(theta * DEG2RAD);
phi2 = angle->single(atype, i2, i1, i3);
f = (2.0 * phi1 - 1.5 * phi - 0.5 * phi2) / epsilon; f = (2.0 * phi1 - 1.5 * phi - 0.5 * phi2) / epsilon;
if (!std::isfinite(f)) f = 0.0; if (!std::isfinite(f)) f = 0.0;