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../docs | ||
ProDy/docs |
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Interactions Tools | ||
====================== | ||
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.. automodule:: prody.proteins.interactions | ||
:members: | ||
:undoc-members: |
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/* | ||
Copyright (c) 2023, Xin Cao, Michelle H. Hummel, Bihua Yu, Evangelos A. Coutsias | ||
Permission is hereby granted, free of charge, to any person obtaining a copy | ||
of this software and associated documentation files (the “Software”), to deal | ||
in the Software without restriction, including without limitation the rights to | ||
use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of | ||
the Software, and to permit persons to whom the Software is furnished to do so, | ||
subject to the following conditions: | ||
The above copyright notice and this permission notice shall be included in all | ||
copies or substantial portions of the Software. | ||
THE SOFTWARE IS PROVIDED “AS IS”, WITHOUT WARRANTY OF ANY KIND, EXPRESS OR | ||
IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, | ||
FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE | ||
AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER | ||
LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, | ||
OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE | ||
SOFTWARE. | ||
*/ | ||
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#ifndef FUN_H | ||
#define FUN_H | ||
#include <iostream> | ||
#ifdef __cplusplus | ||
extern"C" { | ||
#endif | ||
extern void regtet_( double*, double*, double*, double*, float*, int*, int*, int*, int*, int*, int*, int*, int*, int*, int*, int*, int*, int*, int*, | ||
int&, int&, int&, int&, const int&, const int&, const int&, double&, double&, double&, double&, | ||
int&, int&, int&, int&, int&, int&, int&, double&, int&, int&, int&, int&, int&, int&, int& ); | ||
#ifdef __cplusplus | ||
} | ||
#endif | ||
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void Delaunay_Tetrahedrize(int& n_v, double**& xyz, double*&weights, int& n_t, int**& tetra_node, int**&tetra_nbrs) | ||
{ | ||
const int nmax=150000, nvmax= 7*nmax, nhmax=1500; | ||
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double* x = new double[nmax]; | ||
double* y = new double[nmax]; | ||
double* z = new double[nmax]; | ||
double* w = new double[nmax]; | ||
float* v = new float[nmax]; | ||
int* ix = new int[nmax]; | ||
int* iy = new int[nmax]; | ||
int* iz = new int[nmax]; | ||
int* iw = new int[nmax]; | ||
int* ix2 = new int[nmax]; | ||
int* iy2 = new int[nmax]; | ||
int* iz2 = new int[nmax]; | ||
int* iw2 = new int[nmax]; | ||
int* is = new int[nmax]; | ||
int* ifl = new int[nvmax]; | ||
int* io = new int[nmax]; | ||
int* id = new int[nvmax]; | ||
int ih[nhmax]; | ||
int nv, nw, nt, nd, naddl, isu, jsu, ksu, nsu, icfig, iwfig; | ||
double wlenx, wleny, wlenz, wlenw, epz; | ||
/* | ||
* ATTENTION!!!!!! | ||
* | ||
* BE CAREFUL ABOU THE BOOL AND LOGICAL | ||
* in old fortran logical(4) true is 1, false is 0; | ||
* how to convert a c++ bool or int to fortran logical? | ||
* | ||
*/ | ||
//bool delaun, pntoff, flphis, artfcl, random, reccor, redchk; | ||
int delaun, pntoff, flphis, artfcl, random, reccor, redchk; | ||
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bool bigbox; | ||
int* icon = new int[nvmax*8]; | ||
for(int i = 0; i < nvmax; ++ i) | ||
for(int j = 0; j < 8; ++ j) | ||
icon[i*8+j] = 0; | ||
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nv = n_v; | ||
if(nv > nmax) { | ||
std::cerr << "Too many vertices for Delaunay tetrahedrization:" << nv << std::endl; | ||
return; | ||
} | ||
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for(int i = 0; i < nv; ++ i) w[i] = weights[i]; | ||
//if(w[0] == 0) delaun = true;//A Delaunay tetrahedralization (no weights) will be computed. | ||
if(w[0] == 0) delaun = 1;//A Delaunay tetrahedralization (no weights) will be computed. | ||
else delaun = 0;//A Regular tetrahedralization will be computed. | ||
//else delaun = false;//A Regular tetrahedralization will be computed. | ||
/* | ||
* ---------------------------------------------------------------------- | ||
* | ||
* pntoff =.true. | ||
* Some input points will be inactive during tetrahedralization computation. | ||
*/ | ||
pntoff = 0; | ||
//pntoff = false; | ||
/* All input points will be active during tetrahedralization computation. | ||
* | ||
* ---------------------------------------------------------------------- | ||
* | ||
* Note that in order to use flipping history, parameter nvmax in the program | ||
* should be set to about 55*nmax, otherwise to about 7*nmax. | ||
* | ||
* flphis=.true. | ||
* Tetrahedron list with flipping history will be used. | ||
*/ | ||
//flphis = false; | ||
flphis = 0; | ||
/* Shishkebab method will be used. | ||
* | ||
* ---------------------------------------------------------------------- | ||
* | ||
* artfcl=.true. | ||
* Output tetrahedron list will include both real and artificial tetrahedra in | ||
* the final tetrahedralization together with flipping history tetrahedra if | ||
* flipping history was used for locating points.' | ||
*/ | ||
//artfcl = false; | ||
artfcl = 0; | ||
/* Output tetrahedron list will only include real tetrahedra in the final | ||
* tetrahedralization. | ||
* | ||
* ---------------------------------------------------------------------- | ||
* | ||
* random = .true. | ||
* Input points will be inserted in a random order. | ||
* | ||
* if(prompt)then | ||
* read(9,*) isu, jsu, ksu, nsu | ||
* write(*,*)'The four seeds for randomizing are:' | ||
* write(*,*)isu, jsu, ksu, nsu | ||
* else | ||
* write(*,*)'Enter seeds for randomizing (4 integers):' | ||
* read(5,*) isu, jsu, ksu, nsu | ||
*/ | ||
isu = 521288629; | ||
jsu = 362436069; | ||
ksu = 16163801; | ||
nsu = 131199299; | ||
random = 0; | ||
//random = false; | ||
/* | ||
* Input points will be inserted in their current order. | ||
* | ||
* ---------------------------------------------------------------------- | ||
* | ||
* reccor=.true. | ||
* Points that define a rectangular regular grid on the surface of a rectangular | ||
* polyhedron that contains the set of input points will be part of the set for | ||
* which tetrahedralization is to be computed; dimensions of polyhedron and | ||
* choice of points that define grid are according to specifications provided by | ||
* user. | ||
* | ||
* If xmax, ymax, zmax are the maximum values of the x, y, and z coordinates of | ||
* the input points, respectively, and xmin, ymin, zmin are the minimum values, | ||
* then for positive numbers wlenx, wleny, wlenz (provided by user), the eight | ||
* vertices of the the polyhedron will be: ' | ||
* | ||
* (xmin-wlenx, ymin-wleny, zmin-wlenz), (xmax+wlenx, ymin-wleny, zmin-wlenz), | ||
* (xmax+wlenx, ymax+wleny zmin-wlenz), (xmin-wlenx, ymax+wleny, zmin-wlenz), | ||
* (xmin-wlenx, ymin-wleny, zmax+wlenz), (xmax+wlenx, ymin-wleny, zmax+wlenz), | ||
* (xmax+wlenx, ymax+wleny zmax+wlenz), (xmin-wlenx, ymax+wleny, zmax+wlenz). | ||
* | ||
* For positive integer naddl (provided by user) for each facet of the | ||
* polyhedron a set of naddl x naddl points is generated by program; this set | ||
* defines a rectangular regular grid on the facet and contains the four | ||
* vertices of the facet; the points in the union of the six sets thus generated | ||
* define the rectangular grid on the surface of the polyhedron; naddl can not | ||
* be less than 2; if it equals 2 then the grid is defined exactly by the 8 | ||
* vertices of the polyhedron. | ||
* | ||
* if(.not.delaun) then | ||
* If wmin is the minimum value of the weights of the input points then for a | ||
* real number wlenw (provided by user) a weight equal to wmin - wlenw is | ||
* assigned by the program to each point in the rectangular grid on the surface | ||
* of the polyhedron. | ||
* endif | ||
* | ||
* if(prompt)then | ||
* read(9,*) wlenx, wleny, wlenz | ||
* if(.not.delaun) read(9,*) wlenw | ||
* read(9,*) naddl | ||
* write(*,*)'The values of wlenx, wleny, wlenz are:' | ||
* write(*,*) wlenx, wleny, wlenz | ||
* if(.not.delaun) then | ||
* write(*,*)'The value of wlenw is:' | ||
* write(*,*) wlenw | ||
* endif | ||
* write(*,*)'The value of naddl is:' | ||
* write(*,*) naddl | ||
* else | ||
* write(*,*)'Enter wlenx, wleny, wlenz (3 positive real numbers):' | ||
* read(5,*) wlenx, wleny, wlenz | ||
* if(.not.delaun) then | ||
* write(*,*)'Enter wlenw (a real number):' | ||
* read(5,*) wlenw | ||
* endif | ||
* write(*,*)'Enter naddl (an integer greater than 1):' | ||
* read(5,*) naddl | ||
* write(10,*) wlenx, wleny, wlenz | ||
* if(.not.delaun) write(10,*) wlenw | ||
* write(10,*) naddl | ||
* endif | ||
*/ | ||
reccor= 0; | ||
//reccor= false; | ||
/* | ||
* Points that define a rectangular regular grid on the surface of a rectangular | ||
* polyhedron that contains a set of input points will not be part of the set | ||
* for which a tetrahedralization is to be computed. | ||
* | ||
* ---------------------------------------------------------------------- | ||
*/ | ||
//redchk = false;//interface_nbrs.f90 continue makes sense? | ||
redchk = 0; | ||
bigbox = 0; | ||
//bigbox = false; | ||
icfig = 9; | ||
//if(!delaun) iwfig = 9; | ||
if(delaun == 0) iwfig = 9; | ||
epz = 0.001; | ||
for(int i = 0; i < nv; ++ i) { | ||
x[i] = xyz[i][0]; | ||
y[i] = xyz[i][1]; | ||
z[i] = xyz[i][2]; | ||
is[i] = 1; | ||
} | ||
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regtet_(x, y, z, w, v, ix, iy, iz, iw, ix2, iy2, iz2, iw2, | ||
icon, is, ifl, io, id, ih, nv, nw, nt, nd, nmax, | ||
nvmax, nhmax, wlenx, wleny, wlenz, wlenw, naddl, | ||
isu, jsu, ksu, nsu, icfig, iwfig, epz, delaun, | ||
pntoff, flphis, artfcl, random, reccor, redchk); | ||
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n_t = nt; | ||
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tetra_node = new int*[nt]; | ||
for(int i = 0; i < nt; ++ i) tetra_node[i] = new int[4]; | ||
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tetra_nbrs = new int*[nt]; | ||
for(int i = 0; i < nt; ++ i) tetra_nbrs[i] = new int[4]; | ||
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for(int i = 0; i < nt; ++ i){ | ||
tetra_node[i][0] = icon[i*8+4]; | ||
tetra_node[i][1] = icon[i*8+5]; | ||
tetra_node[i][2] = icon[i*8+6]; | ||
tetra_node[i][3] = icon[i*8+7]; | ||
tetra_nbrs[i][0] = icon[i*8+0]; | ||
tetra_nbrs[i][1] = icon[i*8+1]; | ||
tetra_nbrs[i][2] = icon[i*8+2]; | ||
tetra_nbrs[i][3] = icon[i*8+3]; | ||
} | ||
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delete[] icon; delete[] x; delete[] y; delete[] z; delete[] v; delete[] ix; delete[] iy; delete[] iz; | ||
delete[] iw; delete[] ix2; delete[] iy2; delete[] iz2; delete[] iw2; delete[] is; delete[] ifl; delete[] id; | ||
icon = NULL; x = NULL; y = NULL; z = NULL; v = NULL; ix = NULL; iy = NULL; iz = NULL; | ||
iw = NULL; ix2 = NULL; iy2 = NULL; iz2 = NULL; iw2 = NULL; is = NULL; ifl = NULL; id = NULL; | ||
} | ||
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#endif // FUN_H |
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hpb -- geometric methods for hydrophobic interactions and solvent accessible surface area | ||
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Copyright (c) 2023, Xin Cao, Michelle H. Hummel, Bihua Yu, Evangelos A. Coutsias | ||
|
||
Permission is hereby granted, free of charge, to any person obtaining a copy | ||
of this software and associated documentation files (the “Software”), to deal | ||
in the Software without restriction, including without limitation the rights to | ||
use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of | ||
the Software, and to permit persons to whom the Software is furnished to do so, | ||
subject to the following conditions: | ||
|
||
The above copyright notice and this permission notice shall be included in all | ||
copies or substantial portions of the Software. | ||
|
||
THE SOFTWARE IS PROVIDED “AS IS”, WITHOUT WARRANTY OF ANY KIND, EXPRESS OR | ||
IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, | ||
FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE | ||
AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER | ||
LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, | ||
OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE | ||
SOFTWARE. |
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hpb is a python module written for calculating the hydrophobic interactions and solvent | ||
accessible surface area using geometric method. The original program is in C++, so the | ||
module is an interface to call functions in C++. | ||
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Follow the stpes to compile the C++ code into the *.so file of module (note that the directory to include python may need change): | ||
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cd libf2c | ||
make -f makefile.l hadd | ||
make -f makefile.l | ||
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cd .. | ||
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to compile the program for python 3.8 use: | ||
g++ -O3 -g -fPIC -c hpbmodule.cpp -o hpbmodule.o -I/usr/include/python3.8/ | ||
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and further: | ||
g++ -shared -Wl,-soname,hpb.so -o hpb.so hpbmodule.o reg_tet.o ./libf2c/libf2c.a -lm | ||
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############################ | ||
After compiling the code, the module 'hpbmodule.so' file is created and user can import the module in python. | ||
Try one example program 'testh.py' to use the functions in it. | ||
Two functions hpb.hpb and hpb.sasa are writtein in the same module. The inputs to call them are the same. | ||
The outputs are now in lists, with every element contains the information for one hydrophobic interaction or SASA value of one residue. | ||
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