int gmx_helix(int argc, char *argv[])
{
const char *desc[] = {
"[THISMODULE] computes all kinds of helix properties. First, the peptide",
"is checked to find the longest helical part, as determined by",
"hydrogen bonds and [GRK]phi[grk]/[GRK]psi[grk] angles.",
"That bit is fitted",
"to an ideal helix around the [IT]z[it]-axis and centered around the origin.",
"Then the following properties are computed:[PAR]",
"[BB]1.[bb] Helix radius (file [TT]radius.xvg[tt]). This is merely the",
"RMS deviation in two dimensions for all C[GRK]alpha[grk] atoms.",
"it is calculated as [SQRT]([SUM][sum][SUB]i[sub] (x^2(i)+y^2(i)))/N[sqrt] where N is the number",
"of backbone atoms. For an ideal helix the radius is 0.23 nm[BR]",
"[BB]2.[bb] Twist (file [TT]twist.xvg[tt]). The average helical angle per",
"residue is calculated. For an [GRK]alpha[grk]-helix it is 100 degrees,",
"for 3-10 helices it will be smaller, and ",
"for 5-helices it will be larger.[BR]",
"[BB]3.[bb] Rise per residue (file [TT]rise.xvg[tt]). The helical rise per",
"residue is plotted as the difference in [IT]z[it]-coordinate between C[GRK]alpha[grk]",
"atoms. For an ideal helix, this is 0.15 nm[BR]",
"[BB]4.[bb] Total helix length (file [TT]len-ahx.xvg[tt]). The total length",
"of the",
"helix in nm. This is simply the average rise (see above) times the",
"number of helical residues (see below).[BR]",
"[BB]5.[bb] Helix dipole, backbone only (file [TT]dip-ahx.xvg[tt]).[BR]",
"[BB]6.[bb] RMS deviation from ideal helix, calculated for the C[GRK]alpha[grk]",
"atoms only (file [TT]rms-ahx.xvg[tt]).[BR]",
"[BB]7.[bb] Average C[GRK]alpha[grk] - C[GRK]alpha[grk] dihedral angle (file [TT]phi-ahx.xvg[tt]).[BR]",
"[BB]8.[bb] Average [GRK]phi[grk] and [GRK]psi[grk] angles (file [TT]phipsi.xvg[tt]).[BR]",
"[BB]9.[bb] Ellipticity at 222 nm according to Hirst and Brooks.",
"[PAR]"
};
static gmx_bool bCheck = FALSE, bFit = TRUE, bDBG = FALSE, bEV = FALSE;
static int rStart = 0, rEnd = 0, r0 = 1;
t_pargs pa [] = {
{ "-r0", FALSE, etINT, {&r0},
"The first residue number in the sequence" },
{ "-q", FALSE, etBOOL, {&bCheck},
"Check at every step which part of the sequence is helical" },
{ "-F", FALSE, etBOOL, {&bFit},
"Toggle fit to a perfect helix" },
{ "-db", FALSE, etBOOL, {&bDBG},
"Print debug info" },
{ "-ev", FALSE, etBOOL, {&bEV},
"Write a new 'trajectory' file for ED" },
{ "-ahxstart", FALSE, etINT, {&rStart},
"First residue in helix" },
{ "-ahxend", FALSE, etINT, {&rEnd},
"Last residue in helix" }
};
typedef struct {
FILE *fp, *fp2;
gmx_bool bfp2;
const char *filenm;
const char *title;
const char *xaxis;
const char *yaxis;
real val;
} t_xvgrfile;
t_xvgrfile xf[efhNR] = {
{ NULL, NULL, TRUE, "radius", "Helix radius", NULL, "r (nm)", 0.0 },
{ NULL, NULL, TRUE, "twist", "Twist per residue", NULL, "Angle (deg)", 0.0 },
{ NULL, NULL, TRUE, "rise", "Rise per residue", NULL, "Rise (nm)", 0.0 },
{ NULL, NULL, FALSE, "len-ahx", "Length of the Helix", NULL, "Length (nm)", 0.0 },
{ NULL, NULL, FALSE, "dip-ahx", "Helix Backbone Dipole", NULL, "rq (nm e)", 0.0 },
{ NULL, NULL, TRUE, "rms-ahx", "RMS Deviation from Ideal Helix", NULL, "RMS (nm)", 0.0 },
{ NULL, NULL, FALSE, "rmsa-ahx", "Average RMSD per Residue", "Residue", "RMS (nm)", 0.0 },
{ NULL, NULL, FALSE, "cd222", "Ellipticity at 222 nm", NULL, "nm", 0.0 },
{ NULL, NULL, TRUE, "pprms", "RMS Distance from \\8a\\4-helix", NULL, "deg", 0.0 },
{ NULL, NULL, TRUE, "caphi", "Average Ca-Ca Dihedral", NULL, "\\8F\\4(deg)", 0.0 },
{ NULL, NULL, TRUE, "phi", "Average \\8F\\4 angles", NULL, "deg", 0.0 },
{ NULL, NULL, TRUE, "psi", "Average \\8Y\\4 angles", NULL, "deg", 0.0 },
{ NULL, NULL, TRUE, "hb3", "Average n-n+3 hbond length", NULL, "nm", 0.0 },
{ NULL, NULL, TRUE, "hb4", "Average n-n+4 hbond length", NULL, "nm", 0.0 },
{ NULL, NULL, TRUE, "hb5", "Average n-n+5 hbond length", NULL, "nm", 0.0 },
{ NULL, NULL, FALSE, "JCaHa", "J-Coupling Values", "Residue", "Hz", 0.0 },
{ NULL, NULL, FALSE, "helicity", "Helicity per Residue", "Residue", "% of time", 0.0 }
};
output_env_t oenv;
char buf[54];
t_trxstatus *status;
int natoms, nre, nres;
t_bb *bb;
int i, j, m, nall, nbb, nca, teller, nSel = 0;
atom_id *bbindex, *caindex, *allindex;
t_topology *top;
int ePBC;
rvec *x, *xref;
real t;
real rms;
matrix box;
gmx_rmpbc_t gpbc = NULL;
gmx_bool bRange;
t_filenm fnm[] = {
{ efTPX, NULL, NULL, ffREAD },
{ efNDX, NULL, NULL, ffREAD },
{ efTRX, "-f", NULL, ffREAD },
{ efSTO, "-cz", "zconf", ffWRITE },
};
#define NFILE asize(fnm)
if (!parse_common_args(&argc, argv, PCA_CAN_VIEW | PCA_CAN_TIME | PCA_BE_NICE,
NFILE, fnm, asize(pa), pa, asize(desc), desc, 0, NULL, &oenv))
{
return 0;
}
bRange = (opt2parg_bSet("-ahxstart", asize(pa), pa) &&
opt2parg_bSet("-ahxend", asize(pa), pa));
top = read_top(ftp2fn(efTPX, NFILE, fnm), &ePBC);
natoms = read_first_x(oenv, &status, opt2fn("-f", NFILE, fnm), &t, &x, box);
if (natoms != top->atoms.nr)
{
gmx_fatal(FARGS, "Sorry can only run when the number of atoms in the run input file (%d) is equal to the number in the trajectory (%d)",
top->atoms.nr, natoms);
}
bb = mkbbind(ftp2fn(efNDX, NFILE, fnm), &nres, &nbb, r0, &nall, &allindex,
top->atoms.atomname, top->atoms.atom, top->atoms.resinfo);
snew(bbindex, natoms);
snew(caindex, nres);
fprintf(stderr, "nall=%d\n", nall);
/* Open output files, default x-axis is time */
for (i = 0; (i < efhNR); i++)
{
sprintf(buf, "%s.xvg", xf[i].filenm);
remove(buf);
xf[i].fp = xvgropen(buf, xf[i].title,
xf[i].xaxis ? xf[i].xaxis : "Time (ps)",
xf[i].yaxis, oenv);
if (xf[i].bfp2)
{
sprintf(buf, "%s.out", xf[i].filenm);
remove(buf);
xf[i].fp2 = gmx_ffopen(buf, "w");
}
}
/* Read reference frame from tpx file to compute helix length */
snew(xref, top->atoms.nr);
read_tpx(ftp2fn(efTPX, NFILE, fnm),
NULL, NULL, &natoms, xref, NULL, NULL, NULL);
calc_hxprops(nres, bb, xref);
do_start_end(nres, bb, &nbb, bbindex, &nca, caindex, bRange, rStart, rEnd);
sfree(xref);
if (bDBG)
{
fprintf(stderr, "nca=%d, nbb=%d\n", nca, nbb);
pr_bb(stdout, nres, bb);
}
gpbc = gmx_rmpbc_init(&top->idef, ePBC, natoms);
teller = 0;
do
{
if ((teller++ % 10) == 0)
{
fprintf(stderr, "\rt=%.2f", t);
}
gmx_rmpbc(gpbc, natoms, box, x);
calc_hxprops(nres, bb, x);
if (bCheck)
{
do_start_end(nres, bb, &nbb, bbindex, &nca, caindex, FALSE, 0, 0);
}
if (nca >= 5)
{
rms = fit_ahx(nres, bb, natoms, nall, allindex, x, nca, caindex, bFit);
if (teller == 1)
{
write_sto_conf(opt2fn("-cz", NFILE, fnm), "Helix fitted to Z-Axis",
&(top->atoms), x, NULL, ePBC, box);
}
xf[efhRAD].val = radius(xf[efhRAD].fp2, nca, caindex, x);
xf[efhTWIST].val = twist(nca, caindex, x);
xf[efhRISE].val = rise(nca, caindex, x);
xf[efhLEN].val = ahx_len(nca, caindex, x);
xf[efhCD222].val = ellipticity(nres, bb);
xf[efhDIP].val = dip(nbb, bbindex, x, top->atoms.atom);
xf[efhRMS].val = rms;
xf[efhCPHI].val = ca_phi(nca, caindex, x);
xf[efhPPRMS].val = pprms(xf[efhPPRMS].fp2, nres, bb);
for (j = 0; (j <= efhCPHI); j++)
{
fprintf(xf[j].fp, "%10g %10g\n", t, xf[j].val);
}
av_phipsi(xf[efhPHI].fp, xf[efhPSI].fp, xf[efhPHI].fp2, xf[efhPSI].fp2,
t, nres, bb);
av_hblen(xf[efhHB3].fp, xf[efhHB3].fp2,
xf[efhHB4].fp, xf[efhHB4].fp2,
xf[efhHB5].fp, xf[efhHB5].fp2,
t, nres, bb);
}
}
while (read_next_x(oenv, status, &t, x, box));
fprintf(stderr, "\n");
gmx_rmpbc_done(gpbc);
close_trj(status);
for (i = 0; (i < nres); i++)
{
if (bb[i].nrms > 0)
{
fprintf(xf[efhRMSA].fp, "%10d %10g\n", r0+i, bb[i].rmsa/bb[i].nrms);
}
fprintf(xf[efhAHX].fp, "%10d %10g\n", r0+i, (bb[i].nhx*100.0)/(real )teller);
fprintf(xf[efhJCA].fp, "%10d %10g\n",
r0+i, 140.3+(bb[i].jcaha/(double)teller));
}
for (i = 0; (i < efhNR); i++)
{
gmx_ffclose(xf[i].fp);
if (xf[i].bfp2)
{
gmx_ffclose(xf[i].fp2);
}
do_view(oenv, xf[i].filenm, "-nxy");
}
return 0;
}
int gmx_helix(int argc,char *argv[])
{
const char *desc[] = {
"g_helix computes all kind of helix properties. First, the peptide",
"is checked to find the longest helical part. This is determined by",
"Hydrogen bonds and Phi/Psi angles.",
"That bit is fitted",
"to an ideal helix around the Z-axis and centered around the origin.",
"Then the following properties are computed:[PAR]",
"[BB]1.[bb] Helix radius (file radius.xvg). This is merely the",
"RMS deviation in two dimensions for all Calpha atoms.",
"it is calced as sqrt((SUM i(x^2(i)+y^2(i)))/N), where N is the number",
"of backbone atoms. For an ideal helix the radius is 0.23 nm[BR]",
"[BB]2.[bb] Twist (file twist.xvg). The average helical angle per",
"residue is calculated. For alpha helix it is 100 degrees,",
"for 3-10 helices it will be smaller,",
"for 5-helices it will be larger.[BR]",
"[BB]3.[bb] Rise per residue (file rise.xvg). The helical rise per",
"residue is plotted as the difference in Z-coordinate between Ca",
"atoms. For an ideal helix this is 0.15 nm[BR]",
"[BB]4.[bb] Total helix length (file len-ahx.xvg). The total length",
"of the",
"helix in nm. This is simply the average rise (see above) times the",
"number of helical residues (see below).[BR]",
"[BB]5.[bb] Number of helical residues (file n-ahx.xvg). The title says",
"it all.[BR]",
"[BB]6.[bb] Helix Dipole, backbone only (file dip-ahx.xvg).[BR]",
"[BB]7.[bb] RMS deviation from ideal helix, calculated for the Calpha",
"atoms only (file rms-ahx.xvg).[BR]",
"[BB]8.[bb] Average Calpha-Calpha dihedral angle (file phi-ahx.xvg).[BR]",
"[BB]9.[bb] Average Phi and Psi angles (file phipsi.xvg).[BR]",
"[BB]10.[bb] Ellipticity at 222 nm according to [IT]Hirst and Brooks[it]",
"[PAR]"
};
static const char *ppp[efhNR+2] = {
NULL, "RAD", "TWIST", "RISE", "LEN", "NHX", "DIP", "RMS", "CPHI",
"RMSA", "PHI", "PSI", "HB3", "HB4", "HB5", "CD222", NULL
};
static gmx_bool bCheck=FALSE,bFit=TRUE,bDBG=FALSE,bEV=FALSE;
static int rStart=0,rEnd=0,r0=1;
t_pargs pa [] = {
{ "-r0", FALSE, etINT, {&r0},
"The first residue number in the sequence" },
{ "-q", FALSE, etBOOL,{&bCheck},
"Check at every step which part of the sequence is helical" },
{ "-F", FALSE, etBOOL,{&bFit},
"Toggle fit to a perfect helix" },
{ "-db", FALSE, etBOOL,{&bDBG},
"Print debug info" },
{ "-prop", FALSE, etENUM, {ppp},
"Select property to weight eigenvectors with. WARNING experimental stuff" },
{ "-ev", FALSE, etBOOL,{&bEV},
"Write a new 'trajectory' file for ED" },
{ "-ahxstart", FALSE, etINT, {&rStart},
"First residue in helix" },
{ "-ahxend", FALSE, etINT, {&rEnd},
"Last residue in helix" }
};
typedef struct {
FILE *fp,*fp2;
gmx_bool bfp2;
const char *filenm;
const char *title;
const char *xaxis;
const char *yaxis;
real val;
} t_xvgrfile;
t_xvgrfile xf[efhNR] = {
{ NULL, NULL, TRUE, "radius", "Helix radius", NULL, "r (nm)" , 0.0 },
{ NULL, NULL, TRUE, "twist", "Twist per residue", NULL, "Angle (deg)", 0.0 },
{ NULL, NULL, TRUE, "rise", "Rise per residue", NULL, "Rise (nm)", 0.0 },
{ NULL, NULL, FALSE, "len-ahx", "Length of the Helix", NULL, "Length (nm)", 0.0 },
{ NULL, NULL, FALSE, "dip-ahx", "Helix Backbone Dipole", NULL, "rq (nm e)", 0.0 },
{ NULL, NULL, TRUE, "rms-ahx", "RMS Deviation from Ideal Helix", NULL, "RMS (nm)", 0.0 },
{ NULL, NULL, FALSE, "rmsa-ahx","Average RMSD per Residue", "Residue", "RMS (nm)", 0.0 },
{ NULL, NULL,FALSE, "cd222", "Ellipticity at 222 nm", NULL, "nm", 0.0 },
{ NULL, NULL, TRUE, "pprms", "RMS Distance from \\8a\\4-helix", NULL, "deg" , 0.0 },
{ NULL, NULL, TRUE, "caphi", "Average Ca-Ca Dihedral", NULL, "\\8F\\4(deg)", 0.0 },
{ NULL, NULL, TRUE, "phi", "Average \\8F\\4 angles", NULL, "deg" , 0.0 },
{ NULL, NULL, TRUE, "psi", "Average \\8Y\\4 angles", NULL, "deg" , 0.0 },
{ NULL, NULL, TRUE, "hb3", "Average n-n+3 hbond length", NULL, "nm" , 0.0 },
{ NULL, NULL, TRUE, "hb4", "Average n-n+4 hbond length", NULL, "nm" , 0.0 },
{ NULL, NULL, TRUE, "hb5", "Average n-n+5 hbond length", NULL, "nm" , 0.0 },
{ NULL, NULL,FALSE, "JCaHa", "J-Coupling Values", "Residue", "Hz" , 0.0 },
{ NULL, NULL,FALSE, "helicity","Helicity per Residue", "Residue", "% of time" , 0.0 }
};
output_env_t oenv;
FILE *otrj;
char buf[54],prop[256];
t_trxstatus *status;
int natoms,nre,nres;
t_bb *bb;
int i,j,ai,m,nall,nbb,nca,teller,nSel=0;
atom_id *bbindex,*caindex,*allindex;
t_topology *top;
int ePBC;
rvec *x,*xref,*xav;
real t;
real rms,fac;
matrix box;
gmx_rmpbc_t gpbc=NULL;
gmx_bool bRange;
t_filenm fnm[] = {
{ efTPX, NULL, NULL, ffREAD },
{ efNDX, NULL, NULL, ffREAD },
{ efTRX, "-f", NULL, ffREAD },
{ efG87, "-to", NULL, ffOPTWR },
{ efSTO, "-cz", "zconf",ffWRITE },
{ efSTO, "-co", "waver",ffWRITE }
};
#define NFILE asize(fnm)
CopyRight(stderr,argv[0]);
parse_common_args(&argc,argv,PCA_CAN_VIEW | PCA_CAN_TIME | PCA_BE_NICE,
NFILE,fnm,asize(pa),pa,asize(desc),desc,0,NULL,&oenv);
bRange=(opt2parg_bSet("-ahxstart",asize(pa),pa) &&
opt2parg_bSet("-ahxend",asize(pa),pa));
top=read_top(ftp2fn(efTPX,NFILE,fnm),&ePBC);
natoms=read_first_x(oenv,&status,opt2fn("-f",NFILE,fnm),&t,&x,box);
if (opt2bSet("-to",NFILE,fnm)) {
otrj=opt2FILE("-to",NFILE,fnm,"w");
strcpy(prop,ppp[0]);
fprintf(otrj,"%s Weighted Trajectory: %d atoms, NO box\n",prop,natoms);
}
else
otrj=NULL;
if (natoms != top->atoms.nr)
gmx_fatal(FARGS,"Sorry can only run when the number of atoms in the run input file (%d) is equal to the number in the trajectory (%d)",
top->atoms.nr,natoms);
bb=mkbbind(ftp2fn(efNDX,NFILE,fnm),&nres,&nbb,r0,&nall,&allindex,
top->atoms.atomname,top->atoms.atom,top->atoms.resinfo);
snew(bbindex,natoms);
snew(caindex,nres);
fprintf(stderr,"nall=%d\n",nall);
/* Open output files, default x-axis is time */
for(i=0; (i<efhNR); i++) {
sprintf(buf,"%s.xvg",xf[i].filenm);
remove(buf);
xf[i].fp=xvgropen(buf,xf[i].title,
xf[i].xaxis ? xf[i].xaxis : "Time (ps)",
xf[i].yaxis,oenv);
if (xf[i].bfp2) {
sprintf(buf,"%s.out",xf[i].filenm);
remove(buf);
xf[i].fp2=ffopen(buf,"w");
}
}
/* Read reference frame from tpx file to compute helix length */
snew(xref,top->atoms.nr);
read_tpx(ftp2fn(efTPX,NFILE,fnm),
NULL,NULL,&natoms,xref,NULL,NULL,NULL);
calc_hxprops(nres,bb,xref,box);
do_start_end(nres,bb,xref,&nbb,bbindex,&nca,caindex,bRange,rStart,rEnd);
sfree(xref);
if (bDBG) {
fprintf(stderr,"nca=%d, nbb=%d\n",nca,nbb);
pr_bb(stdout,nres,bb);
}
gpbc = gmx_rmpbc_init(&top->idef,ePBC,natoms,box);
snew(xav,natoms);
teller=0;
do {
if ((teller++ % 10) == 0)
fprintf(stderr,"\rt=%.2f",t);
gmx_rmpbc(gpbc,natoms,box,x);
calc_hxprops(nres,bb,x,box);
if (bCheck)
do_start_end(nres,bb,x,&nbb,bbindex,&nca,caindex,FALSE,0,0);
if (nca >= 5) {
rms=fit_ahx(nres,bb,natoms,nall,allindex,x,nca,caindex,box,bFit);
if (teller == 1) {
write_sto_conf(opt2fn("-cz",NFILE,fnm),"Helix fitted to Z-Axis",
&(top->atoms),x,NULL,ePBC,box);
}
xf[efhRAD].val = radius(xf[efhRAD].fp2,nca,caindex,x);
xf[efhTWIST].val = twist(xf[efhTWIST].fp2,nca,caindex,x);
xf[efhRISE].val = rise(nca,caindex,x);
xf[efhLEN].val = ahx_len(nca,caindex,x,box);
xf[efhCD222].val = ellipticity(nres,bb);
xf[efhDIP].val = dip(nbb,bbindex,x,top->atoms.atom);
xf[efhRMS].val = rms;
xf[efhCPHI].val = ca_phi(nca,caindex,x,box);
xf[efhPPRMS].val = pprms(xf[efhPPRMS].fp2,nres,bb);
for(j=0; (j<=efhCPHI); j++)
fprintf(xf[j].fp, "%10g %10g\n",t,xf[j].val);
av_phipsi(xf[efhPHI].fp,xf[efhPSI].fp,xf[efhPHI].fp2,xf[efhPSI].fp2,
t,nres,bb);
av_hblen(xf[efhHB3].fp,xf[efhHB3].fp2,
xf[efhHB4].fp,xf[efhHB4].fp2,
xf[efhHB5].fp,xf[efhHB5].fp2,
t,nres,bb);
if (otrj)
dump_otrj(otrj,nall,allindex,x,xf[nSel].val,xav);
}
} while (read_next_x(oenv,status,&t,natoms,x,box));
fprintf(stderr,"\n");
gmx_rmpbc_done(gpbc);
close_trj(status);
if (otrj) {
ffclose(otrj);
fac=1.0/teller;
for(i=0; (i<nall); i++) {
ai=allindex[i];
for(m=0; (m<DIM); m++)
xav[ai][m]*=fac;
}
write_sto_conf_indexed(opt2fn("-co",NFILE,fnm),
"Weighted and Averaged conformation",
&(top->atoms),xav,NULL,ePBC,box,nall,allindex);
}
for(i=0; (i<nres); i++) {
if (bb[i].nrms > 0) {
fprintf(xf[efhRMSA].fp,"%10d %10g\n",r0+i,bb[i].rmsa/bb[i].nrms);
}
fprintf(xf[efhAHX].fp,"%10d %10g\n",r0+i,(bb[i].nhx*100.0)/(real )teller);
fprintf(xf[efhJCA].fp,"%10d %10g\n",
r0+i,140.3+(bb[i].jcaha/(double)teller));
}
for(i=0; (i<efhNR); i++) {
ffclose(xf[i].fp);
if (xf[i].bfp2)
ffclose(xf[i].fp2);
do_view(oenv,xf[i].filenm,"-nxy");
}
thanx(stderr);
return 0;
}