1 |
#define EXTERN extern
|
2 |
|
3 |
#include "pcwin.h"
|
4 |
#include "pcmod.h"
|
5 |
|
6 |
#include "energies.h"
|
7 |
#include "bonds_ff.h"
|
8 |
#include "derivs.h"
|
9 |
#include "hess.h"
|
10 |
#include "field.h"
|
11 |
|
12 |
|
13 |
EXTERN struct t_minim_values {
|
14 |
int iprint, ndc, nconst;
|
15 |
float dielc;
|
16 |
} minim_values;
|
17 |
|
18 |
int find_bond(int,int);
|
19 |
void bnd_corr(int,int, int,int,double *);
|
20 |
double dihdrl(int,int,int,int);
|
21 |
double deltaks(double,double);
|
22 |
|
23 |
void ebond()
|
24 |
{
|
25 |
/* compute stretching energy */
|
26 |
|
27 |
int i, it, kt, itype, ktype, classi,classk;
|
28 |
double xr, yr, zr, rik, rik2, bcorr;
|
29 |
double dt, dt2, e;
|
30 |
|
31 |
energies.estr = 0.0F;
|
32 |
|
33 |
if (minim_values.iprint)
|
34 |
{
|
35 |
fprintf(pcmlogfile,"\nBond Terms \n");
|
36 |
fprintf(pcmlogfile," At1 At2 R BLen Bconst Eb\n");
|
37 |
}
|
38 |
|
39 |
for (i=0; i < bonds_ff.nbnd; i++)
|
40 |
{
|
41 |
it = bonds_ff.i12[i][0];
|
42 |
kt = bonds_ff.i12[i][1];
|
43 |
itype = atom[it].type;
|
44 |
ktype = atom[kt].type;
|
45 |
classi = atom[it].tclass;
|
46 |
classk = atom[kt].tclass;
|
47 |
bcorr = 0.0;
|
48 |
if ( atom[it].use || atom[kt].use )
|
49 |
{
|
50 |
xr = atom[it].x - atom[kt].x;
|
51 |
yr = atom[it].y - atom[kt].y;
|
52 |
zr = atom[it].z - atom[kt].z;
|
53 |
rik2 = xr*xr + yr*yr + zr*zr;
|
54 |
rik = sqrt(rik2);
|
55 |
if (field.type == MM3 && ( (itype ==1 && ktype == 6) || (itype == 6 && ktype ==1) ||
|
56 |
(classi == 1 && classk == 6) || (classi == 6 && classk == 1) ) )
|
57 |
bnd_corr(it,kt, itype, ktype, &bcorr);
|
58 |
|
59 |
dt = rik - (bonds_ff.bl[i] - bcorr);
|
60 |
dt2 = dt*dt;
|
61 |
e = units.bndunit *bonds_ff.bk[i]*dt2*
|
62 |
(1.0 + units.cbnd*dt + units.qbnd*dt2);
|
63 |
energies.estr += e;
|
64 |
atom[it].energy += e;
|
65 |
atom[kt].energy += e;
|
66 |
if (minim_values.iprint)
|
67 |
fprintf(pcmlogfile,"Bond: %2s(%-3d) - %2s(%-3d) %-8.3f %-8.3f %-8.3f = %-8.4f\n",atom[it].name,it,atom[kt].name
|
68 |
,kt, rik, bonds_ff.bl[i]-bcorr, bonds_ff.bk[i],e);
|
69 |
}
|
70 |
}
|
71 |
}
|
72 |
|
73 |
void ebond1()
|
74 |
{
|
75 |
/* compute stretching energy and first derivatives */
|
76 |
int i, it, kt, itype, ktype, classi,classk;
|
77 |
double xr, yr, zr, rik, rik2, bcorr;
|
78 |
double dt, dt2, e, deddt;
|
79 |
double de,dedx,dedy,dedz;
|
80 |
|
81 |
energies.estr = 0.0F;
|
82 |
for (i=0; i <= natom; i++)
|
83 |
{
|
84 |
deriv.deb[i][0] = 0.0;
|
85 |
deriv.deb[i][1] = 0.0;
|
86 |
deriv.deb[i][2] = 0.0;
|
87 |
}
|
88 |
|
89 |
for (i=0; i < bonds_ff.nbnd; i++)
|
90 |
{
|
91 |
it = bonds_ff.i12[i][0];
|
92 |
kt = bonds_ff.i12[i][1];
|
93 |
itype = atom[it].type;
|
94 |
ktype = atom[kt].type;
|
95 |
classi = atom[it].tclass;
|
96 |
classk = atom[kt].tclass;
|
97 |
bcorr = 0.0;
|
98 |
if ( atom[it].use || atom[kt].use )
|
99 |
{
|
100 |
xr = atom[it].x - atom[kt].x;
|
101 |
yr = atom[it].y - atom[kt].y;
|
102 |
zr = atom[it].z - atom[kt].z;
|
103 |
rik2 = xr*xr + yr*yr + zr*zr;
|
104 |
rik = sqrt(rik2);
|
105 |
|
106 |
if (field.type == MM3 && ( (itype ==1 && ktype == 6) || (itype == 6 && ktype ==1) ||
|
107 |
(classi == 1 && classk == 6) || (classi == 6 && classk == 1) ) )
|
108 |
bnd_corr(it,kt, itype, ktype, &bcorr);
|
109 |
dt = rik - (bonds_ff.bl[i] - bcorr);
|
110 |
|
111 |
dt2 = dt*dt;
|
112 |
e = units.bndunit *bonds_ff.bk[i]*dt2*
|
113 |
(1.0 + units.cbnd*dt + units.qbnd*dt2);
|
114 |
deddt = 2.0 * units.bndunit * bonds_ff.bk[i] * dt
|
115 |
* (1.0+1.5*units.cbnd*dt+2.0*units.qbnd*dt2);
|
116 |
if (rik == 0.0)
|
117 |
de = 0.0;
|
118 |
else
|
119 |
de = deddt/rik;
|
120 |
dedx = de*xr;
|
121 |
dedy = de*yr;
|
122 |
dedz = de*zr;
|
123 |
energies.estr += e;
|
124 |
deriv.deb[it][0] += dedx;
|
125 |
deriv.deb[it][1] += dedy;
|
126 |
deriv.deb[it][2] += dedz;
|
127 |
deriv.deb[kt][0] -= dedx;
|
128 |
deriv.deb[kt][1] -= dedy;
|
129 |
deriv.deb[kt][2] -= dedz;
|
130 |
|
131 |
}
|
132 |
}
|
133 |
}
|
134 |
// =============================================
|
135 |
void ebond2(int ia)
|
136 |
{
|
137 |
int j,k,m,ibond;
|
138 |
double dt,dt2;
|
139 |
double xr,yr,zr,rik,rik2,deddt,d2eddt2;
|
140 |
double de,term,termx,termy,termz,d2e[3][3];
|
141 |
|
142 |
for (m=0; m < MAXIAT; m++)
|
143 |
{
|
144 |
if (atom[ia].iat[m]!= 0 && atom[ia].bo[m] != 9)
|
145 |
{
|
146 |
ibond = find_bond(ia, atom[ia].iat[m]);
|
147 |
if (bonds_ff.i12[ibond][0] == ia)
|
148 |
k = bonds_ff.i12[ibond][1];
|
149 |
else
|
150 |
k = bonds_ff.i12[ibond][0];
|
151 |
|
152 |
xr = atom[ia].x - atom[k].x;
|
153 |
yr = atom[ia].y - atom[k].y;
|
154 |
zr = atom[ia].z - atom[k].z;
|
155 |
rik2 = xr*xr + yr*yr + zr*zr;
|
156 |
rik = sqrt(rik2);
|
157 |
dt = rik - bonds_ff.bl[ibond];
|
158 |
dt2 = dt * dt;
|
159 |
|
160 |
deddt = 2.0 * units.bndunit * bonds_ff.bk[ibond] * dt
|
161 |
* (1.0+1.5*units.cbnd*dt+2.0*units.qbnd*dt2);
|
162 |
d2eddt2 = 2.0 * units.bndunit * bonds_ff.bk[ibond]
|
163 |
* (1.0+3.0*units.cbnd*dt+6.0*units.qbnd*dt2);
|
164 |
|
165 |
if (rik2 == 0.0)
|
166 |
{
|
167 |
de = 0.0;
|
168 |
term = 0.0;
|
169 |
}else
|
170 |
{
|
171 |
de = deddt / rik;
|
172 |
term = (d2eddt2-de) / rik2;
|
173 |
}
|
174 |
|
175 |
termx = term * xr;
|
176 |
termy = term * yr;
|
177 |
termz = term * zr;
|
178 |
d2e[0][0] = termx*xr + de;
|
179 |
d2e[1][0] = termx*yr;
|
180 |
d2e[2][0] = termx*zr;
|
181 |
d2e[0][1] = d2e[1][0];
|
182 |
d2e[1][1] = termy*yr + de;
|
183 |
d2e[2][1] = termy*zr;
|
184 |
d2e[0][2] = d2e[2][0];
|
185 |
d2e[1][2] = d2e[2][1];
|
186 |
d2e[2][2] = termz*zr + de;
|
187 |
|
188 |
for (j=0; j < 3; j++)
|
189 |
{
|
190 |
hess.hessx[ia][j] += d2e[j][0];
|
191 |
hess.hessy[ia][j] += d2e[j][1];
|
192 |
hess.hessz[ia][j] += d2e[j][2];
|
193 |
hess.hessx[k][j] -= d2e[j][0];
|
194 |
hess.hessy[k][j] -= d2e[j][1];
|
195 |
hess.hessz[k][j] -= d2e[j][2];
|
196 |
}
|
197 |
}
|
198 |
}
|
199 |
}
|
200 |
/* ------------------------------------------- */
|
201 |
void bnd_corr(int ia, int ib, int itype, int ktype, double *bcorr)
|
202 |
{
|
203 |
// two terms - first O-ia-ib-R
|
204 |
// then X-O-ia-ib
|
205 |
// it = carbon, kt = oxygen
|
206 |
|
207 |
int i, j,k, iatt, jatt, latt,iatype, jatype, iox;
|
208 |
int it, kt;
|
209 |
double angle;
|
210 |
|
211 |
*bcorr = 0.0;
|
212 |
|
213 |
if (itype == 1)
|
214 |
{
|
215 |
it = ia;
|
216 |
kt = ib;
|
217 |
} else
|
218 |
{
|
219 |
it = ib;
|
220 |
kt = ia;
|
221 |
}
|
222 |
|
223 |
for (i=0; i < MAXIAT; i++)
|
224 |
{
|
225 |
if (atom[kt].iat[i] != 0 && atom[kt].iat[i] != it)
|
226 |
{
|
227 |
iatt = atom[kt].iat[i];
|
228 |
iatype = atom[iatt].type;
|
229 |
for(j=0; j < MAXIAT; j++)
|
230 |
{
|
231 |
iox = 0;
|
232 |
if (atom[it].iat[j] != 0 && atom[it].iat[j] != kt)
|
233 |
{
|
234 |
jatt = atom[it].iat[j];
|
235 |
jatype = atom[jatt].type;
|
236 |
|
237 |
if (itype == 6 && jatype == 6) iox = 1;
|
238 |
if (ktype == 6 && iatype == 6) iox = 2;
|
239 |
if (iox != 0)
|
240 |
{
|
241 |
angle = dihdrl(iatt,kt,it,jatt)/radian;
|
242 |
*bcorr += 0.5* 0.01*(1.0-cos(2.0*angle));
|
243 |
if (iox == 1)
|
244 |
{
|
245 |
for (k = 0 ; k < MAXIAT; k++)
|
246 |
{
|
247 |
if (atom[jatt].iat[k] != 0 && atom[jatt].iat[k] != it)
|
248 |
{
|
249 |
latt = atom[jatt].iat[k];
|
250 |
angle = dihdrl(kt,it,jatt,latt)/radian;
|
251 |
*bcorr += 0.5*0.01*(1.0 - cos(2.0*angle))*(-1.30)+0.005;
|
252 |
break;
|
253 |
}
|
254 |
}
|
255 |
}
|
256 |
}
|
257 |
}
|
258 |
}
|
259 |
}
|
260 |
}
|
261 |
}
|
262 |
|