├── RDF.m ├── structure.png ├── rdf-sourcecode ├── exe ├── Makefile ├── run-me.sh ├── main.cpp └── rdffile ├── dftt.m ├── README.md ├── SimulationData ├── RDF.dat └── densityandenergy.dat └── structure.eps /RDF.m: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/NaveenKaliannan/StructureFactor/HEAD/RDF.m -------------------------------------------------------------------------------- /structure.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/NaveenKaliannan/StructureFactor/HEAD/structure.png -------------------------------------------------------------------------------- /rdf-sourcecode/exe: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/NaveenKaliannan/StructureFactor/HEAD/rdf-sourcecode/exe -------------------------------------------------------------------------------- /rdf-sourcecode/Makefile: -------------------------------------------------------------------------------- 1 | exe: main.cpp 2 | g++ -std=c++11 main.cpp -o exe 3 | 4 | clean: 5 | rm -rf exe 6 | 7 | -------------------------------------------------------------------------------- /dftt.m: -------------------------------------------------------------------------------- 1 | function [Xk] = dftt(g_r, x, number_density) 2 | dr = x(2) - x(1); 3 | Xk = []; 4 | for q = x(1):x(2)-x(1):x(end) 5 | sum = 0; 6 | incre = 0; 7 | for r = x(1):x(2)-x(1):x(end) 8 | incre = incre + 1; 9 | sum = sum + r * (g_r(incre) - 1) * sin(q * r); 10 | end 11 | Xk = [Xk, 1 + 4 * pi * number_density * sum * dr / q]; 12 | end 13 | 14 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | # StructureFactor 2 | Structure factor S(q) of argon was calculated from the pair correlation function g(r) using the Fourier transformations. The pair correlation function g(r) was calculated at T = 85 K and P = 0.0001 GPa via NPT-ensemble based Monte Carlo simulations using the (12-6) lennard jones potentials. 3 | 4 | ### Structure of argon 5 | ![alt tag](https://raw.githubusercontent.com/NaveenKaliannan/StructureFactor/master/structure.png) 6 | 7 | -------------------------------------------------------------------------------- /rdf-sourcecode/run-me.sh: -------------------------------------------------------------------------------- 1 | 2 | #!/bin/bash 3 | 4 | make 5 | ./exe traj.xyz 100 1 15.6404 15.6404 15.6404 384 rdffile 6 | 7 | 8 | #1) executable 9 | #2) trajectory file (only xyz format accepted) 10 | #3) trajectory length 11 | #4) time step in fms 12 | #5) box length in x direction 13 | #6) box length in y direction 14 | #7) box length in z direction 15 | #8) number of atoms in the whole box 16 | #9) output file (prints rdf) 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | -------------------------------------------------------------------------------- /rdf-sourcecode/main.cpp: -------------------------------------------------------------------------------- 1 | /** 2 | * 3 | * @author Naveen Kumar Kaliannan 4 | * @ Reach me via naveenkumar5892@gmail.com 5 | */ 6 | 7 | 8 | #include 9 | #include 10 | #include 11 | #include 12 | #include 13 | #include 14 | #include 15 | #include 16 | #include 17 | #include 18 | 19 | 20 | #define PI 3.14159265 21 | #define deltat 20 22 | 23 | using namespace std; 24 | struct Vector 25 | { 26 | double x,y,z; 27 | }; 28 | struct Atom 29 | { 30 | string gro; 31 | string symbol; 32 | double x,y,z; 33 | double vx,vy,vz; 34 | uint index; 35 | string segname; 36 | uint resid; 37 | string resname; 38 | string atomname; 39 | string atomtype; 40 | float charge; 41 | float atomicmass; 42 | }; 43 | 44 | void readtrajectory(vector &r, uint nsteps, uint natoms, string xyzfilename, const vector & L) ; 45 | void BringintoBox(vector &r, uint nsteps, uint natoms, const vector & L) ; 46 | double norm(double x,double y,double z){ return sqrt(x*x+y*y+z*z);} 47 | double min_distance(double r, float l) ; 48 | double mindis(double dx,double dy,double dz, const vector & L) ; 49 | void Printrdf(vector &r, uint nsteps, uint natoms, const vector & L, float dt, string filename) 50 | { 51 | float x = 0, y = 0, z = 0, rij = 0, V = L[0] * L[1] * L[2], len = max(L[0], L[1]), RDF_h = 0.1, count = 0 ; 52 | uint idi = 0, idj = 0, ncell = 0, count_atoms = 0; 53 | len = max(len, L[2]); 54 | len = len/2.0; 55 | uint RDF_size = len*100; 56 | vector RDF(RDF_size,0.0), rad(RDF_size,0.0); 57 | for(uint i = 1;i < RDF_size ;i++) 58 | { 59 | rad[i] = i * 0.01; 60 | } 61 | float no_of_residue_first = 0; 62 | float no_of_residue_second = 0; 63 | cout << "g \u03B1 - \u03B2 (rij)" << endl; ; 64 | cout << "Enter the first character of \u03B1 species : " ; 65 | char alpha ; 66 | cin >> alpha ; 67 | cout << "Enter number of \u03B1 species : " ; 68 | cin >> no_of_residue_first ; 69 | cout << "Enter the first character of \u03B2 species : " ; 70 | char beta ; 71 | cin >> beta ; 72 | cout << "Enter number of \u03B2 species : " ; 73 | cin >> no_of_residue_second ; 74 | 75 | for(uint t = 0; t < nsteps; t += deltat ) 76 | { 77 | cout << t << endl; 78 | count += 1; 79 | for(uint RDF_i = 1;RDF_i < RDF_size - 1; ++RDF_i) 80 | { 81 | count_atoms = 0; 82 | for(uint i = 0;i < natoms;++i) 83 | { 84 | idi = natoms*t+i; 85 | for(uint j = 0;j < natoms;++j) 86 | { 87 | idj = natoms*t+j; 88 | if (r[idi].symbol[0] == alpha && r[idj].symbol[0] == beta && i != j) 89 | { 90 | x = min_distance(r[idj].x - r[idi].x, L[0]); 91 | y = min_distance(r[idj].y - r[idi].y, L[1]); 92 | z = min_distance(r[idj].z - r[idi].z, L[2]); 93 | rij = mindis(x,y,z,L); 94 | if (rij <= rad[RDF_i] + (RDF_h/2.0) && rij > rad[RDF_i] - (RDF_h/2.0)) 95 | { 96 | count_atoms += 1; 97 | } 98 | } 99 | } 100 | 101 | } 102 | RDF[RDF_i] += count_atoms / ( ( no_of_residue_second / V) * 4.0 * PI * rad[RDF_i] * rad[RDF_i] * RDF_h); 103 | } 104 | } 105 | 106 | ofstream outfile(filename); 107 | for(uint RDF_i = 1;RDF_i < RDF_size - 1; ++RDF_i) 108 | { 109 | outfile << rad[RDF_i] << " " << RDF[RDF_i] / (count * no_of_residue_first ) << endl; 110 | } 111 | outfile.close(); 112 | outfile.clear(); 113 | } 114 | 115 | 116 | 117 | 118 | /************ main implementation ************/ 119 | int main ( int argc, char** argv ) 120 | { 121 | uint natoms = 0, nsteps = 0, id = 0, nmol = 0; 122 | string temp, xyzfilename, psffilename, fieldfilename; 123 | float dt = 0; 124 | vector L (3,0.0); 125 | 126 | //input arguments 127 | xyzfilename = argv[1]; 128 | nsteps = atoi(argv[2]); 129 | dt = atof(argv[3]); 130 | L[0] = atof(argv[4]); 131 | L[1] = atof(argv[5]); 132 | L[2] = atof(argv[6]); 133 | natoms = atoi(argv[7]); 134 | vector r(natoms*nsteps); 135 | 136 | readtrajectory(r, nsteps, natoms, xyzfilename, L); 137 | BringintoBox(r, nsteps, natoms, L); 138 | Printrdf(r, nsteps, natoms, L, dt, argv[8]); 139 | return 0; 140 | } 141 | 142 | 143 | 144 | void readtrajectory(vector &r, uint nsteps, uint natoms, string xyzfilename, const vector & L) 145 | { 146 | string temp; 147 | ifstream xyzfile(xyzfilename); 148 | for(uint t = 0; t < nsteps; ++t ) 149 | { 150 | xyzfile >> natoms; 151 | getline(xyzfile, temp); 152 | getline(xyzfile, temp); 153 | for(uint i = 0;i < natoms;++i) 154 | { 155 | uint id = natoms*t+i; 156 | xyzfile >> r[id].symbol >> r[id].x >> r[id].y >> r[id].z; 157 | //cout << r[id].symbol << " " << r[id].x << " " << r[id].y << " " << r[id].z << endl; 158 | } 159 | } 160 | xyzfile.close(); 161 | xyzfile.clear(); 162 | } 163 | 164 | 165 | /* Broken bonds due to PBC are solved here, Minimum image convention was applied to bring them together */ 166 | void BringintoBox(vector &r, uint nsteps, uint natoms, const vector & L) 167 | { 168 | for(uint t = 0; t < nsteps; ++t ) 169 | { 170 | for(uint i = 0;i < natoms;++i) 171 | { 172 | uint id = natoms*t+i; 173 | if(r[id].x > L[0] || r[id].x < 0 ) { r[id].x = min_distance(r[id].x, L[0]); } 174 | if(r[id].y > L[1] || r[id].y < 0 ) { r[id].y = min_distance(r[id].y, L[1]); } 175 | if(r[id].z > L[2] || r[id].z < 0 ) { r[id].z = min_distance(r[id].z, L[2]); } 176 | 177 | if(r[id].x > L[0] ) { r[id].x -= L[0] ; } 178 | if(r[id].y > L[1] ) { r[id].y -= L[1] ; } 179 | if(r[id].z > L[2] ) { r[id].z -= L[2] ; } 180 | 181 | if(r[id].x < 0 ) { r[id].x += L[0] ; } 182 | if(r[id].y < 0 ) { r[id].y += L[1] ; } 183 | if(r[id].z < 0 ) { r[id].z += L[2] ; } 184 | } 185 | } 186 | 187 | for(uint t = 0; t < nsteps; ++t ) 188 | { 189 | for(uint i = 0;i < natoms;++i) 190 | { 191 | uint id = natoms*t+i; 192 | 193 | // Unites SO4 194 | if(r[id].symbol[0] == 'S') 195 | { 196 | for(uint j = 0;j < natoms;++j) 197 | { 198 | uint id2 = natoms*t+j; 199 | if(i == j){} 200 | else if(r[id2].symbol[0] == 'O') 201 | { 202 | float rij = mindis(r[id].x - r[id2].x, r[id].y - r[id2].y, r[id].z - r[id2].z, L); 203 | if(rij < 2.25) 204 | { 205 | float rij2 = norm(r[id].x - r[id2].x, r[id].y - r[id2].y, r[id].z - r[id2].z); 206 | if(abs(rij2 - rij) > 0.1) 207 | { 208 | float rij3 = norm(r[id].x - r[id2].x, 0, 0); 209 | if(abs(rij3) > 2.5) 210 | { 211 | if(r[id].x > r[id2].x ) { r[id2].x += L[0]; } 212 | else if(r[id].x < r[id2].x ) { r[id2].x -= L[0]; } 213 | } 214 | rij3 = norm(0, r[id].y - r[id2].y, 0); 215 | if(abs(rij3) > 2.5) 216 | { 217 | if(r[id].y > r[id2].y ) { r[id2].y += L[1]; } 218 | else if(r[id].y < r[id2].y ) { r[id2].y -= L[1]; } 219 | } 220 | rij3 = norm(0, 0, r[id].z - r[id2].z); 221 | if(abs(rij3) > 2.5) 222 | { 223 | if(r[id].z > r[id2].z ) { r[id2].z += L[2]; } 224 | else if(r[id].z < r[id2].z ) { r[id2].z -= L[2]; } 225 | } 226 | } 227 | } 228 | } 229 | } 230 | } 231 | 232 | 233 | // Unites H2O 234 | if(r[id].symbol[0] == 'O') 235 | { 236 | for(uint j = 0;j < natoms;++j) 237 | { 238 | uint id2 = natoms*t+j; 239 | if(i == j){} 240 | else if(r[id2].symbol[0] == 'H') 241 | { 242 | float rij = mindis(r[id].x - r[id2].x, r[id].y - r[id2].y, r[id].z - r[id2].z, L); 243 | if(rij < 1.25) 244 | { 245 | float rij2 = norm(r[id].x - r[id2].x, r[id].y - r[id2].y, r[id].z - r[id2].z); 246 | if(abs(rij2 - rij) > 0.1) 247 | { 248 | float rij3 = norm(r[id].x - r[id2].x, 0, 0); 249 | if(abs(rij3) > 2.5) 250 | { 251 | if(r[id].x > r[id2].x ) { r[id2].x += L[0]; } 252 | else if(r[id].x < r[id2].x ) { r[id2].x -= L[0]; } 253 | } 254 | rij3 = norm(0, r[id].y - r[id2].y, 0); 255 | if(abs(rij3) > 2.5) 256 | { 257 | if(r[id].y > r[id2].y ) { r[id2].y = r[id2].y += L[1]; } 258 | else if(r[id].y < r[id2].y ) { r[id2].y -= L[1]; } 259 | } 260 | rij3 = norm(0, 0, r[id].z - r[id2].z); 261 | if(abs(rij3) > 2.5) 262 | { 263 | if(r[id].z > r[id2].z ) { r[id2].z += L[2]; } 264 | else if(r[id].z < r[id2].z ) { r[id2].z -= L[2]; } 265 | } 266 | } 267 | } 268 | } 269 | } 270 | } 271 | } 272 | } 273 | } 274 | 275 | 276 | 277 | double min_distance(double r, float l){ return r - l * round(r/l);} 278 | double mindis(double dx,double dy,double dz, const vector & L) 279 | { 280 | return norm(dx - L[0] * round(dx/L[0]),dy - L[1] * round(dy/L[1]), dz - L[2] * round(dz/L[2])); 281 | } 282 | 283 | 284 | 285 | 286 | 287 | 288 | 289 | 290 | -------------------------------------------------------------------------------- /rdf-sourcecode/rdffile: -------------------------------------------------------------------------------- 1 | 0.01 0 2 | 0.02 0 3 | 0.03 0 4 | 0.04 0 5 | 0.05 0 6 | 0.06 0 7 | 0.07 0 8 | 0.08 0 9 | 0.09 0 10 | 0.1 0 11 | 0.11 0 12 | 0.12 0 13 | 0.13 0 14 | 0.14 0 15 | 0.15 0 16 | 0.16 0 17 | 0.17 0 18 | 0.18 0 19 | 0.19 0 20 | 0.2 0 21 | 0.21 0 22 | 0.22 0 23 | 0.23 0 24 | 0.24 0 25 | 0.25 0 26 | 0.26 0 27 | 0.27 0 28 | 0.28 0 29 | 0.29 0 30 | 0.3 0 31 | 0.31 0 32 | 0.32 0 33 | 0.33 0 34 | 0.34 0 35 | 0.35 0 36 | 0.36 0 37 | 0.37 0 38 | 0.38 0 39 | 0.39 0 40 | 0.4 0 41 | 0.41 0 42 | 0.42 0 43 | 0.43 0 44 | 0.44 0 45 | 0.45 0 46 | 0.46 0 47 | 0.47 0 48 | 0.48 0 49 | 0.49 0 50 | 0.5 0 51 | 0.51 0 52 | 0.52 0 53 | 0.53 0 54 | 0.54 0 55 | 0.55 0 56 | 0.56 0 57 | 0.57 0 58 | 0.58 0 59 | 0.59 0 60 | 0.6 0 61 | 0.61 0 62 | 0.62 0 63 | 0.63 0 64 | 0.64 0 65 | 0.65 0 66 | 0.66 0 67 | 0.67 0 68 | 0.68 0 69 | 0.69 0 70 | 0.7 0 71 | 0.71 0 72 | 0.72 0 73 | 0.73 0 74 | 0.74 0 75 | 0.75 0 76 | 0.76 0 77 | 0.77 0 78 | 0.78 0 79 | 0.79 0 80 | 0.8 0 81 | 0.81 0 82 | 0.82 0 83 | 0.83 0 84 | 0.84 0 85 | 0.85 0 86 | 0.86 0 87 | 0.87 0 88 | 0.88 0 89 | 0.89 0 90 | 0.9 0 91 | 0.91 0 92 | 0.92 0 93 | 0.93 0 94 | 0.94 0 95 | 0.95 0 96 | 0.96 0 97 | 0.97 0 98 | 0.98 0 99 | 0.99 0 100 | 1 0 101 | 1.01 0 102 | 1.02 0 103 | 1.03 0 104 | 1.04 0 105 | 1.05 0 106 | 1.06 0 107 | 1.07 0 108 | 1.08 0 109 | 1.09 0 110 | 1.1 0 111 | 1.11 0 112 | 1.12 0 113 | 1.13 0 114 | 1.14 0 115 | 1.15 0 116 | 1.16 0 117 | 1.17 0 118 | 1.18 0 119 | 1.19 0 120 | 1.2 0 121 | 1.21 0 122 | 1.22 0 123 | 1.23 0 124 | 1.24 0 125 | 1.25 0 126 | 1.26 0 127 | 1.27 0 128 | 1.28 0 129 | 1.29 0 130 | 1.3 0 131 | 1.31 0 132 | 1.32 0 133 | 1.33 0 134 | 1.34 0 135 | 1.35 0 136 | 1.36 0 137 | 1.37 0 138 | 1.38 0 139 | 1.39 0 140 | 1.4 0 141 | 1.41 0 142 | 1.42 0 143 | 1.43 0 144 | 1.44 0 145 | 1.45 0 146 | 1.46 0 147 | 1.47 0 148 | 1.48 0 149 | 1.49 0 150 | 1.5 0 151 | 1.51 0 152 | 1.52 0 153 | 1.53 0 154 | 1.54 0 155 | 1.55 0 156 | 1.56 0 157 | 1.57 0 158 | 1.58 0 159 | 1.59 0 160 | 1.6 0 161 | 1.61 0 162 | 1.62 0 163 | 1.63 0 164 | 1.64 0 165 | 1.65 0 166 | 1.66 0 167 | 1.67 0 168 | 1.68 0 169 | 1.69 0 170 | 1.7 0 171 | 1.71 0 172 | 1.72 0 173 | 1.73 0 174 | 1.74 0 175 | 1.75 0 176 | 1.76 0 177 | 1.77 0 178 | 1.78 0 179 | 1.79 0 180 | 1.8 0 181 | 1.81 0 182 | 1.82 0 183 | 1.83 0 184 | 1.84 0 185 | 1.85 0 186 | 1.86 0 187 | 1.87 0 188 | 1.88 0 189 | 1.89 0 190 | 1.9 0 191 | 1.91 0 192 | 1.92 0 193 | 1.93 0 194 | 1.94 0 195 | 1.95 0 196 | 1.96 0 197 | 1.97 0 198 | 1.98 0 199 | 1.99 0 200 | 2 0 201 | 2.01 0 202 | 2.02 0 203 | 2.03 0 204 | 2.04 0 205 | 2.05 0 206 | 2.06 0 207 | 2.07 0 208 | 2.08 0 209 | 2.09 0 210 | 2.1 0 211 | 2.11 0 212 | 2.12 0 213 | 2.13 0 214 | 2.14 0 215 | 2.15 0 216 | 2.16 0 217 | 2.17 0 218 | 2.18 0 219 | 2.19 0 220 | 2.2 0 221 | 2.21 0 222 | 2.22 0 223 | 2.23 0 224 | 2.24 0 225 | 2.25 0 226 | 2.26 0 227 | 2.27 0 228 | 2.28 0 229 | 2.29 0 230 | 2.3 0 231 | 2.31 0 232 | 2.32 0 233 | 2.33 0 234 | 2.34 0 235 | 2.35 0 236 | 2.36 0 237 | 2.37 0 238 | 2.38 0 239 | 2.39 0 240 | 2.4 0 241 | 2.41 0 242 | 2.42 0 243 | 2.43 0 244 | 2.44 0 245 | 2.45 0 246 | 2.46 0.012283 247 | 2.47 0.0487349 248 | 2.48 0.120857 249 | 2.49 0.143865 250 | 2.5 0.15461 251 | 2.51 0.188776 252 | 2.52 0.234101 253 | 2.53 0.267092 254 | 2.54 0.276514 255 | 2.55 0.308644 256 | 2.56 0.351605 257 | 2.57 0.416399 258 | 2.58 0.435511 259 | 2.59 0.576206 260 | 2.6 0.714727 261 | 2.61 0.818378 262 | 2.62 0.996229 263 | 2.63 1.11762 264 | 2.64 1.35447 265 | 2.65 1.52421 266 | 2.66 1.65985 267 | 2.67 1.8664 268 | 2.68 1.91459 269 | 2.69 2.03392 270 | 2.7 2.16163 271 | 2.71 2.31777 272 | 2.72 2.38114 273 | 2.73 2.47343 274 | 2.74 2.57422 275 | 2.75 2.63417 276 | 2.76 2.69318 277 | 2.77 2.59627 278 | 2.78 2.61609 279 | 2.79 2.66422 280 | 2.8 2.63574 281 | 2.81 2.55112 282 | 2.82 2.43024 283 | 2.83 2.43166 284 | 2.84 2.35927 285 | 2.85 2.28783 286 | 2.86 2.19916 287 | 2.87 2.19289 288 | 2.88 2.17768 289 | 2.89 2.09144 290 | 2.9 2.09472 291 | 2.91 2.10668 292 | 2.92 2.16202 293 | 2.93 2.15595 294 | 2.94 2.05531 295 | 2.95 1.99869 296 | 2.96 1.95976 297 | 2.97 1.92973 298 | 2.98 1.96702 299 | 2.99 1.92894 300 | 3 1.83351 301 | 3.01 1.77213 302 | 3.02 1.76041 303 | 3.03 1.63546 304 | 3.04 1.5845 305 | 3.05 1.48623 306 | 3.06 1.51623 307 | 3.07 1.49848 308 | 3.08 1.41824 309 | 3.09 1.30787 310 | 3.1 1.2221 311 | 3.11 1.1374 312 | 3.12 1.01558 313 | 3.13 1.02428 314 | 3.14 1.01777 315 | 3.15 1.08623 316 | 3.16 1.06448 317 | 3.17 1.01339 318 | 3.18 1.02173 319 | 3.19 1.02263 320 | 3.2 1.03803 321 | 3.21 1.06764 322 | 3.22 1.1112 323 | 3.23 1.11858 324 | 3.24 1.1825 325 | 3.25 1.17523 326 | 3.26 1.15404 327 | 3.27 1.14005 328 | 3.28 1.09856 329 | 3.29 1.08502 330 | 3.3 1.10576 331 | 3.31 1.11266 332 | 3.32 1.07899 333 | 3.33 1.09933 334 | 3.34 1.01946 335 | 3.35 1.01339 336 | 3.36 0.96786 337 | 3.37 0.962125 338 | 3.38 0.975959 339 | 3.39 1.00255 340 | 3.4 0.964511 341 | 3.41 0.97804 342 | 3.42 0.940553 343 | 3.43 0.840305 344 | 3.44 0.80402 345 | 3.45 0.774386 346 | 3.46 0.776125 347 | 3.47 0.790178 348 | 3.48 0.785643 349 | 3.49 0.775045 350 | 3.5 0.758486 351 | 3.51 0.675737 352 | 3.52 0.677902 353 | 3.53 0.680032 354 | 3.54 0.682127 355 | 3.55 0.701882 356 | 3.56 0.71554 357 | 3.57 0.705704 358 | 3.58 0.690168 359 | 3.59 0.651723 360 | 3.6 0.688256 361 | 3.61 0.752893 362 | 3.62 0.805462 363 | 3.63 0.857441 364 | 3.64 0.886397 365 | 3.65 0.892705 366 | 3.66 0.90448 367 | 3.67 0.883002 368 | 3.68 0.911142 369 | 3.69 0.960801 370 | 3.7 0.933897 371 | 3.71 0.966672 372 | 3.72 1.00445 373 | 3.73 0.988389 374 | 3.74 0.967168 375 | 3.75 0.993731 376 | 3.76 0.99371 377 | 3.77 1.00937 378 | 3.78 1.00923 379 | 3.79 1.04014 380 | 3.8 1.09644 381 | 3.81 1.04461 382 | 3.82 0.998397 383 | 3.83 1.01853 384 | 3.84 1.02331 385 | 3.85 1.00296 386 | 3.86 0.977812 387 | 3.87 0.972765 388 | 3.88 0.938132 389 | 3.89 0.894017 390 | 3.9 0.825907 391 | 3.91 0.80224 392 | 3.92 0.802989 393 | 3.93 0.78447 394 | 3.94 0.799646 395 | 3.95 0.795602 396 | 3.96 0.82951 397 | 3.97 0.872498 398 | 3.98 0.910352 399 | 3.99 0.938478 400 | 4 0.984894 401 | 4.01 1.01235 402 | 4.02 1.00732 403 | 4.03 0.993169 404 | 4.04 1.00648 405 | 4.05 1.01964 406 | 4.06 0.987565 407 | 4.07 1.01862 408 | 4.08 0.982372 409 | 4.09 0.9598 410 | 4.1 0.972812 411 | 4.11 1.00769 412 | 4.12 1.0247 413 | 4.13 1.06332 414 | 4.14 1.09288 415 | 4.15 1.04015 416 | 4.16 1.06092 417 | 4.17 0.991721 418 | 4.18 1.01676 419 | 4.19 1.02885 420 | 4.2 0.977605 421 | 4.21 0.95619 422 | 4.22 0.922446 423 | 4.23 0.893165 424 | 4.24 0.851744 425 | 4.25 0.888893 426 | 4.26 0.92978 427 | 4.27 0.978429 428 | 4.28 1.00227 429 | 4.29 1.03395 430 | 4.3 1.09347 431 | 4.31 1.14842 432 | 4.32 1.17497 433 | 4.33 1.25281 434 | 4.34 1.32202 435 | 4.35 1.38666 436 | 4.36 1.36858 437 | 4.37 1.35064 438 | 4.38 1.32511 439 | 4.39 1.31522 440 | 4.4 1.38604 441 | 4.41 1.36447 442 | 4.42 1.39635 443 | 4.43 1.35597 444 | 4.44 1.31593 445 | 4.45 1.27999 446 | 4.46 1.25184 447 | 4.47 1.26113 448 | 4.48 1.24809 449 | 4.49 1.23885 450 | 4.5 1.15627 451 | 4.51 1.13288 452 | 4.52 1.11695 453 | 4.53 1.12652 454 | 4.54 1.16844 455 | 4.55 1.18844 456 | 4.56 1.22256 457 | 4.57 1.21366 458 | 4.58 1.23317 459 | 4.59 1.2278 460 | 4.6 1.19788 461 | 4.61 1.18569 462 | 4.62 1.19449 463 | 4.63 1.14773 464 | 4.64 1.08064 465 | 4.65 1.00725 466 | 4.66 0.985813 467 | 4.67 0.981595 468 | 4.68 0.946861 469 | 4.69 0.919172 470 | 4.7 0.915265 471 | 4.71 0.921435 472 | 4.72 0.904189 473 | 4.73 0.940238 474 | 4.74 0.952817 475 | 4.75 0.988343 476 | 4.76 0.944827 477 | 4.77 0.927802 478 | 4.78 0.94019 479 | 4.79 0.92979 480 | 4.8 0.925919 481 | 4.81 0.893158 482 | 4.82 0.86386 483 | 4.83 0.831611 484 | 4.84 0.805966 485 | 4.85 0.755246 486 | 4.86 0.818228 487 | 4.87 0.846213 488 | 4.88 0.830263 489 | 4.89 0.910801 490 | 4.9 0.956621 491 | 4.91 0.980478 492 | 4.92 1.04405 493 | 4.93 1.08875 494 | 4.94 1.12395 495 | 4.95 1.17402 496 | 4.96 1.14209 497 | 4.97 1.15255 498 | 4.98 1.20787 499 | 4.99 1.17915 500 | 5 1.14471 501 | 5.01 1.13422 502 | 5.02 1.08251 503 | 5.03 1.03414 504 | 5.04 1.01249 505 | 5.05 0.976418 506 | 5.06 0.966756 507 | 5.07 0.936921 508 | 5.08 0.910193 509 | 5.09 0.883668 510 | 5.1 0.914499 511 | 5.11 0.925157 512 | 5.12 0.904533 513 | 5.13 0.903835 514 | 5.14 0.889067 515 | 5.15 0.910841 516 | 5.16 0.918481 517 | 5.17 0.931617 518 | 5.18 0.939105 519 | 5.19 0.952046 520 | 5.2 0.923648 521 | 5.21 0.909152 522 | 5.22 0.927495 523 | 5.23 0.945692 524 | 5.24 0.958329 525 | 5.25 0.954681 526 | 5.26 0.951055 527 | 5.27 0.944772 528 | 5.28 0.922533 529 | 5.29 0.921705 530 | 5.3 0.91823 531 | 5.31 0.941137 532 | 5.32 0.934976 533 | 5.33 0.913156 534 | 5.34 0.935806 535 | 5.35 0.95828 536 | 5.36 0.967644 537 | 5.37 0.951156 538 | 5.38 0.963031 539 | 5.39 0.946669 540 | 5.4 0.950813 541 | 5.41 0.929523 542 | 5.42 0.936218 543 | 5.43 0.955462 544 | 5.44 0.941905 545 | 5.45 0.898411 546 | 5.46 0.862709 547 | 5.47 0.884401 548 | 5.48 0.871275 549 | 5.49 0.860705 550 | 5.5 0.835463 551 | 5.51 0.83733 552 | 5.52 0.841617 553 | 5.53 0.821562 554 | 5.54 0.816177 555 | 5.55 0.822891 556 | 5.56 0.83436 557 | 5.57 0.807408 558 | 5.58 0.811679 559 | 5.59 0.851595 560 | 5.6 0.87937 561 | 5.61 0.847896 562 | 5.62 0.837821 563 | 5.63 0.841882 564 | 5.64 0.824879 565 | 5.65 0.828947 566 | 5.66 0.82138 567 | 5.67 0.818485 568 | 5.68 0.831734 569 | 5.69 0.810446 570 | 5.7 0.819044 571 | 5.71 0.866334 572 | 5.72 0.874666 573 | 5.73 0.871616 574 | 5.74 0.879862 575 | 5.75 0.921769 576 | 5.76 0.963379 577 | 5.77 1.00246 578 | 5.78 0.992323 579 | 5.79 1.01994 580 | 5.8 1.02526 581 | 5.81 1.02834 582 | 5.82 1.07748 583 | 5.83 1.11534 584 | 5.84 1.13768 585 | 5.85 1.12727 586 | 5.86 1.12776 587 | 5.87 1.09156 588 | 5.88 1.1244 589 | 5.89 1.07559 590 | 5.9 1.05273 591 | 5.91 1.03002 592 | 5.92 0.973516 593 | 5.93 0.942756 594 | 5.94 0.916411 595 | 5.95 0.904934 596 | 5.96 0.908178 597 | 5.97 0.915566 598 | 5.98 0.881327 599 | 5.99 0.888746 600 | 6 0.879591 601 | 6.01 0.886956 602 | 6.02 0.920931 603 | 6.03 0.913791 604 | 6.04 0.904655 605 | 6.05 0.893543 606 | 6.06 0.858212 607 | 6.07 0.88363 608 | 6.08 0.880726 609 | 6.09 0.895873 610 | 6.1 0.926898 611 | 6.11 0.937804 612 | 6.12 0.940696 613 | 6.13 0.949498 614 | 6.14 0.962181 615 | 6.15 0.962985 616 | 6.16 1.001 617 | 6.17 0.97823 618 | 6.18 1.01399 619 | 6.19 1.0049 620 | 6.2 1.00166 621 | 6.21 1.01 622 | 6.22 1.00291 623 | 6.23 1.01502 624 | 6.24 1.03658 625 | 6.25 1.07323 626 | 6.26 1.08118 627 | 6.27 1.09097 628 | 6.28 1.08185 629 | 6.29 1.0972 630 | 6.3 1.11057 631 | 6.31 1.08839 632 | 6.32 1.06448 633 | 6.33 1.04442 634 | 6.34 1.03373 635 | 6.35 0.999138 636 | 6.36 0.992324 637 | 6.37 0.96906 638 | 6.38 0.964198 639 | 6.39 0.933876 640 | 6.4 0.925516 641 | 6.41 0.92444 642 | 6.42 0.907134 643 | 6.43 0.902517 644 | 6.44 0.91047 645 | 6.45 0.911223 646 | 6.46 0.908404 647 | 6.47 0.957093 648 | 6.48 0.968303 649 | 6.49 1.02885 650 | 6.5 1.04152 651 | 6.51 1.0471 652 | 6.52 1.08585 653 | 6.53 1.11042 654 | 6.54 1.10876 655 | 6.55 1.12097 656 | 6.56 1.1452 657 | 6.57 1.13138 658 | 6.58 1.14168 659 | 6.59 1.10741 660 | 6.6 1.10917 661 | 6.61 1.15345 662 | 6.62 1.15336 663 | 6.63 1.16173 664 | 6.64 1.16329 665 | 6.65 1.16988 666 | 6.66 1.15128 667 | 6.67 1.16621 668 | 6.68 1.14606 669 | 6.69 1.15095 670 | 6.7 1.12102 671 | 6.71 1.09787 672 | 6.72 1.07321 673 | 6.73 1.05689 674 | 6.74 1.04394 675 | 6.75 1.049 676 | 6.76 1.00036 677 | 6.77 0.971456 678 | 6.78 0.963742 679 | 6.79 0.96413 680 | 6.8 0.985409 681 | 6.81 0.992134 682 | 6.82 1.02279 683 | 6.83 1.01979 684 | 6.84 1.04065 685 | 6.85 1.04395 686 | 6.86 1.0725 687 | 6.87 1.08512 688 | 6.88 1.09925 689 | 6.89 1.07883 690 | 6.9 1.08039 691 | 6.91 1.05236 692 | 6.92 1.05398 693 | 6.93 1.07415 694 | 6.94 1.06797 695 | 6.95 1.06952 696 | 6.96 1.091 697 | 6.97 1.0894 698 | 6.98 1.08628 699 | 6.99 1.0923 700 | 7 1.08008 701 | 7.01 1.10121 702 | 7.02 1.07696 703 | 7.03 1.07389 704 | 7.04 1.06185 705 | 7.05 1.05435 706 | 7.06 1.02303 707 | 7.07 1.00081 708 | 7.08 1.01133 709 | 7.09 1.03361 710 | 7.1 1.03365 711 | 7.11 1.04104 712 | 7.12 1.05278 713 | 7.13 1.06884 714 | 7.14 1.08918 715 | 7.15 1.08468 716 | 7.16 1.12225 717 | 7.17 1.12057 718 | 7.18 1.116 719 | 7.19 1.08414 720 | 7.2 1.12272 721 | 7.21 1.09101 722 | 7.22 1.08941 723 | 7.23 1.10062 724 | 7.24 1.10184 725 | 7.25 1.08749 726 | 7.26 1.06052 727 | 7.27 1.0787 728 | 7.28 1.06031 729 | 7.29 1.07698 730 | 7.3 1.05311 731 | 7.31 1.03911 732 | 7.32 1.03488 733 | 7.33 0.990556 734 | 7.34 0.974061 735 | 7.35 0.979668 736 | 7.36 1.00857 737 | 7.37 1.01131 738 | 7.38 1.02768 739 | 7.39 1.0249 740 | 7.4 1.01127 741 | 7.41 1.02072 742 | 7.42 1.01258 743 | 7.43 0.99908 744 | 7.44 1.00177 745 | 7.45 1.00979 746 | 7.46 0.983046 747 | 7.47 0.955106 748 | 7.48 0.935283 749 | 7.49 0.923513 750 | 7.5 0.938231 751 | 7.51 0.93178 752 | 7.52 0.924046 753 | 7.53 0.94519 754 | 7.54 0.951837 755 | 7.55 0.927149 756 | 7.56 0.914293 757 | 7.57 0.944307 758 | 7.58 0.952167 759 | 7.59 0.956111 760 | 7.6 0.93558 761 | 7.61 0.974196 762 | 7.62 0.993403 763 | 7.63 1.02527 764 | 7.64 1.03533 765 | 7.65 1.07581 766 | 7.66 1.111 767 | 7.67 1.10558 768 | 7.68 1.09514 769 | 7.69 1.08978 770 | 7.7 1.07693 771 | 7.71 1.06288 772 | 7.72 1.06262 773 | 7.73 1.01758 774 | 7.74 1.0286 775 | 7.75 0.99872 776 | 7.76 0.970226 777 | 7.77 0.972655 778 | 7.78 0.968928 779 | 7.79 0.979916 780 | 7.8 0.984735 781 | -------------------------------------------------------------------------------- /SimulationData/RDF.dat: -------------------------------------------------------------------------------- 1 | 0.01 0 2 | 0.02 0 3 | 0.03 0 4 | 0.04 0 5 | 0.05 0 6 | 0.06 0 7 | 0.07 0 8 | 0.08 0 9 | 0.09 0 10 | 0.1 0 11 | 0.11 0 12 | 0.12 0 13 | 0.13 0 14 | 0.14 0 15 | 0.15 0 16 | 0.16 0 17 | 0.17 0 18 | 0.18 0 19 | 0.19 0 20 | 0.2 0 21 | 0.21 0 22 | 0.22 0 23 | 0.23 0 24 | 0.24 0 25 | 0.25 0 26 | 0.26 0 27 | 0.27 0 28 | 0.28 0 29 | 0.29 0 30 | 0.3 0 31 | 0.31 0 32 | 0.32 0 33 | 0.33 0 34 | 0.34 0 35 | 0.35 0 36 | 0.36 0 37 | 0.37 0 38 | 0.38 0 39 | 0.39 0 40 | 0.4 0 41 | 0.41 0 42 | 0.42 0 43 | 0.43 0 44 | 0.44 0 45 | 0.45 0 46 | 0.46 0 47 | 0.47 0 48 | 0.48 0 49 | 0.49 0 50 | 0.5 0 51 | 0.51 0 52 | 0.52 0 53 | 0.53 0 54 | 0.54 0 55 | 0.55 0 56 | 0.56 0 57 | 0.57 0 58 | 0.58 0 59 | 0.59 0 60 | 0.6 0 61 | 0.61 0 62 | 0.62 0 63 | 0.63 0 64 | 0.64 0 65 | 0.65 0 66 | 0.66 0 67 | 0.67 0 68 | 0.68 0 69 | 0.69 0 70 | 0.7 0 71 | 0.71 0 72 | 0.72 0 73 | 0.73 0 74 | 0.74 0 75 | 0.75 0 76 | 0.76 0 77 | 0.77 0 78 | 0.78 0 79 | 0.79 0 80 | 0.8 0 81 | 0.81 0 82 | 0.82 0 83 | 0.83 0 84 | 0.84 0 85 | 0.85 0 86 | 0.86 0 87 | 0.87 0 88 | 0.88 0 89 | 0.89 0 90 | 0.9 0 91 | 0.91 0 92 | 0.92 0 93 | 0.93 0 94 | 0.94 0 95 | 0.95 0 96 | 0.96 0 97 | 0.97 0 98 | 0.98 0 99 | 0.99 0 100 | 1 0 101 | 1.01 0 102 | 1.02 0 103 | 1.03 0 104 | 1.04 0 105 | 1.05 0 106 | 1.06 0 107 | 1.07 0 108 | 1.08 0 109 | 1.09 0 110 | 1.1 0 111 | 1.11 0 112 | 1.12 0 113 | 1.13 0 114 | 1.14 0 115 | 1.15 0 116 | 1.16 0 117 | 1.17 0 118 | 1.18 0 119 | 1.19 0 120 | 1.2 0 121 | 1.21 0 122 | 1.22 0 123 | 1.23 0 124 | 1.24 0 125 | 1.25 0 126 | 1.26 0 127 | 1.27 0 128 | 1.28 0 129 | 1.29 0 130 | 1.3 0 131 | 1.31 0 132 | 1.32 0 133 | 1.33 0 134 | 1.34 0 135 | 1.35 0 136 | 1.36 0 137 | 1.37 0 138 | 1.38 0 139 | 1.39 0 140 | 1.4 0 141 | 1.41 0 142 | 1.42 0 143 | 1.43 0 144 | 1.44 0 145 | 1.45 0 146 | 1.46 0 147 | 1.47 0 148 | 1.48 0 149 | 1.49 0 150 | 1.5 0 151 | 1.51 0 152 | 1.52 0 153 | 1.53 0 154 | 1.54 0 155 | 1.55 0 156 | 1.56 0 157 | 1.57 0 158 | 1.58 0 159 | 1.59 0 160 | 1.6 0 161 | 1.61 0 162 | 1.62 0 163 | 1.63 0 164 | 1.64 0 165 | 1.65 0 166 | 1.66 0 167 | 1.67 0 168 | 1.68 0 169 | 1.69 0 170 | 1.7 0 171 | 1.71 0 172 | 1.72 0 173 | 1.73 0 174 | 1.74 0 175 | 1.75 0 176 | 1.76 0 177 | 1.77 0 178 | 1.78 0 179 | 1.79 0 180 | 1.8 0 181 | 1.81 0 182 | 1.82 0 183 | 1.83 0 184 | 1.84 0 185 | 1.85 0 186 | 1.86 0 187 | 1.87 0 188 | 1.88 0 189 | 1.89 0 190 | 1.9 0 191 | 1.91 0 192 | 1.92 0 193 | 1.93 0 194 | 1.94 0 195 | 1.95 0 196 | 1.96 0 197 | 1.97 0 198 | 1.98 0 199 | 1.99 0 200 | 2 0 201 | 2.01 0 202 | 2.02 0 203 | 2.03 0 204 | 2.04 0 205 | 2.05 0 206 | 2.06 0 207 | 2.07 0 208 | 2.08 0 209 | 2.09 0 210 | 2.1 0 211 | 2.11 0 212 | 2.12 0 213 | 2.13 0 214 | 2.14 0 215 | 2.15 0 216 | 2.16 0 217 | 2.17 0 218 | 2.18 0 219 | 2.19 0 220 | 2.2 0 221 | 2.21 0 222 | 2.22 0 223 | 2.23 0 224 | 2.24 0 225 | 2.25 0 226 | 2.26 0 227 | 2.27 0 228 | 2.28 0 229 | 2.29 0 230 | 2.3 0 231 | 2.31 0 232 | 2.32 0 233 | 2.33 0 234 | 2.34 0 235 | 2.35 0 236 | 2.36 0 237 | 2.37 0 238 | 2.38 0 239 | 2.39 0 240 | 2.4 0 241 | 2.41 0 242 | 2.42 0 243 | 2.43 0 244 | 2.44 0 245 | 2.45 0 246 | 2.46 0 247 | 2.47 0 248 | 2.48 0 249 | 2.49 0 250 | 2.5 0 251 | 2.51 0 252 | 2.52 0 253 | 2.53 0 254 | 2.54 0 255 | 2.55 0 256 | 2.56 0 257 | 2.57 0 258 | 2.58 0 259 | 2.59 0 260 | 2.6 0 261 | 2.61 0 262 | 2.62 0 263 | 2.63 0 264 | 2.64 0 265 | 2.65 0 266 | 2.66 0 267 | 2.67 0 268 | 2.68 0 269 | 2.69 0 270 | 2.7 0 271 | 2.71 0 272 | 2.72 0 273 | 2.73 0 274 | 2.74 0 275 | 2.75 0 276 | 2.76 0 277 | 2.77 0 278 | 2.78 0 279 | 2.79 0 280 | 2.8 0 281 | 2.81 0 282 | 2.82 0 283 | 2.83 0 284 | 2.84 0 285 | 2.85 0 286 | 2.86 0 287 | 2.87 0 288 | 2.88 0 289 | 2.89 0 290 | 2.9 0 291 | 2.91 0 292 | 2.92 0 293 | 2.93 0 294 | 2.94 0 295 | 2.95 0 296 | 2.96 0 297 | 2.97 0 298 | 2.98 0 299 | 2.99 0 300 | 3 0 301 | 3.01 0 302 | 3.02 0 303 | 3.03 0 304 | 3.04 0 305 | 3.05 0.000125321 306 | 3.06 0.000250916 307 | 3.07 0.000249284 308 | 3.08 0.000375496 309 | 3.09 0.000997562 310 | 3.1 0.00173668 311 | 3.11 0.00334422 312 | 3.12 0.00506041 313 | 3.13 0.00711917 314 | 3.14 0.00913134 315 | 3.15 0.013683 316 | 3.16 0.0188952 317 | 3.17 0.0260436 318 | 3.18 0.0338228 319 | 3.19 0.0463731 320 | 3.2 0.0573352 321 | 3.21 0.0714839 322 | 3.22 0.0900576 323 | 3.23 0.111939 324 | 3.24 0.141741 325 | 3.25 0.171025 326 | 3.26 0.210099 327 | 3.27 0.250182 328 | 3.28 0.299143 329 | 3.29 0.338807 330 | 3.3 0.394159 331 | 3.31 0.451181 332 | 3.32 0.513845 333 | 3.33 0.582345 334 | 3.34 0.648838 335 | 3.35 0.727066 336 | 3.36 0.797485 337 | 3.37 0.881704 338 | 3.38 0.967678 339 | 3.39 1.0626 340 | 3.4 1.1458 341 | 3.41 1.23853 342 | 3.42 1.34081 343 | 3.43 1.4301 344 | 3.44 1.53506 345 | 3.45 1.6286 346 | 3.46 1.7296 347 | 3.47 1.82534 348 | 3.48 1.91223 349 | 3.49 1.99588 350 | 3.5 2.08407 351 | 3.51 2.16945 352 | 3.52 2.23515 353 | 3.53 2.3124 354 | 3.54 2.37546 355 | 3.55 2.43655 356 | 3.56 2.49816 357 | 3.57 2.55505 358 | 3.58 2.60646 359 | 3.59 2.66224 360 | 3.6 2.71751 361 | 3.61 2.75732 362 | 3.62 2.79234 363 | 3.63 2.82545 364 | 3.64 2.8488 365 | 3.65 2.87586 366 | 3.66 2.89392 367 | 3.67 2.89915 368 | 3.68 2.90949 369 | 3.69 2.90654 370 | 3.7 2.89706 371 | 3.71 2.88587 372 | 3.72 2.87992 373 | 3.73 2.86825 374 | 3.74 2.86341 375 | 3.75 2.83612 376 | 3.76 2.81561 377 | 3.77 2.79112 378 | 3.78 2.76352 379 | 3.79 2.73796 380 | 3.8 2.71522 381 | 3.81 2.69551 382 | 3.82 2.67289 383 | 3.83 2.64507 384 | 3.84 2.60118 385 | 3.85 2.5828 386 | 3.86 2.55251 387 | 3.87 2.52831 388 | 3.88 2.50826 389 | 3.89 2.48839 390 | 3.9 2.45895 391 | 3.91 2.43216 392 | 3.92 2.39491 393 | 3.93 2.35336 394 | 3.94 2.32478 395 | 3.95 2.28208 396 | 3.96 2.24874 397 | 3.97 2.21663 398 | 3.98 2.1726 399 | 3.99 2.13365 400 | 4 2.09982 401 | 4.01 2.06223 402 | 4.02 2.03237 403 | 4.03 1.99979 404 | 4.04 1.97152 405 | 4.05 1.94344 406 | 4.06 1.91002 407 | 4.07 1.8676 408 | 4.08 1.84175 409 | 4.09 1.8126 410 | 4.1 1.78266 411 | 4.11 1.74946 412 | 4.12 1.72513 413 | 4.13 1.70522 414 | 4.14 1.67716 415 | 4.15 1.65376 416 | 4.16 1.62707 417 | 4.17 1.60374 418 | 4.18 1.57663 419 | 4.19 1.54673 420 | 4.2 1.51867 421 | 4.21 1.49721 422 | 4.22 1.46491 423 | 4.23 1.43941 424 | 4.24 1.41561 425 | 4.25 1.39519 426 | 4.26 1.37405 427 | 4.27 1.3563 428 | 4.28 1.33612 429 | 4.29 1.31755 430 | 4.3 1.29765 431 | 4.31 1.27421 432 | 4.32 1.254 433 | 4.33 1.23754 434 | 4.34 1.21735 435 | 4.35 1.20175 436 | 4.36 1.1864 437 | 4.37 1.17046 438 | 4.38 1.15451 439 | 4.39 1.14037 440 | 4.4 1.12302 441 | 4.41 1.10502 442 | 4.42 1.08992 443 | 4.43 1.06977 444 | 4.44 1.059 445 | 4.45 1.03906 446 | 4.46 1.0247 447 | 4.47 1.0122 448 | 4.48 0.998432 449 | 4.49 0.986264 450 | 4.5 0.974287 451 | 4.51 0.967062 452 | 4.52 0.957359 453 | 4.53 0.952218 454 | 4.54 0.937855 455 | 4.55 0.926172 456 | 4.56 0.911876 457 | 4.57 0.900118 458 | 4.58 0.886513 459 | 4.59 0.876273 460 | 4.6 0.86759 461 | 4.61 0.858395 462 | 4.62 0.850783 463 | 4.63 0.837553 464 | 4.64 0.829925 465 | 4.65 0.82061 466 | 4.66 0.815284 467 | 4.67 0.811592 468 | 4.68 0.810416 469 | 4.69 0.802015 470 | 4.7 0.794308 471 | 4.71 0.782674 472 | 4.72 0.776164 473 | 4.73 0.767708 474 | 4.74 0.7653 475 | 4.75 0.759855 476 | 4.76 0.752122 477 | 4.77 0.746128 478 | 4.78 0.736557 479 | 4.79 0.731618 480 | 4.8 0.727641 481 | 4.81 0.725398 482 | 4.82 0.719314 483 | 4.83 0.715149 484 | 4.84 0.707193 485 | 4.85 0.707171 486 | 4.86 0.702938 487 | 4.87 0.694504 488 | 4.88 0.687578 489 | 4.89 0.683817 490 | 4.9 0.678328 491 | 4.91 0.676986 492 | 4.92 0.674435 493 | 4.93 0.676346 494 | 4.94 0.670432 495 | 4.95 0.665794 496 | 4.96 0.665468 497 | 4.97 0.663166 498 | 4.98 0.659811 499 | 4.99 0.658985 500 | 5 0.655047 501 | 5.01 0.651263 502 | 5.02 0.649459 503 | 5.03 0.643721 504 | 5.04 0.644683 505 | 5.05 0.64059 506 | 5.06 0.635489 507 | 5.07 0.635055 508 | 5.08 0.631261 509 | 5.09 0.625155 510 | 5.1 0.624154 511 | 5.11 0.620159 512 | 5.12 0.617868 513 | 5.13 0.61728 514 | 5.14 0.616522 515 | 5.15 0.6142 516 | 5.16 0.612829 517 | 5.17 0.611506 518 | 5.18 0.615354 519 | 5.19 0.614608 520 | 5.2 0.613569 521 | 5.21 0.615977 522 | 5.22 0.613183 523 | 5.23 0.613758 524 | 5.24 0.610418 525 | 5.25 0.609622 526 | 5.26 0.609631 527 | 5.27 0.605589 528 | 5.28 0.601466 529 | 5.29 0.603986 530 | 5.3 0.606943 531 | 5.31 0.607083 532 | 5.32 0.606784 533 | 5.33 0.605609 534 | 5.34 0.605999 535 | 5.35 0.605848 536 | 5.36 0.605128 537 | 5.37 0.608486 538 | 5.38 0.612057 539 | 5.39 0.610237 540 | 5.4 0.609003 541 | 5.41 0.607387 542 | 5.42 0.610212 543 | 5.43 0.610701 544 | 5.44 0.613302 545 | 5.45 0.616136 546 | 5.46 0.617746 547 | 5.47 0.615633 548 | 5.48 0.618749 549 | 5.49 0.62077 550 | 5.5 0.62313 551 | 5.51 0.626094 552 | 5.52 0.627943 553 | 5.53 0.63264 554 | 5.54 0.635376 555 | 5.55 0.635866 556 | 5.56 0.639253 557 | 5.57 0.643249 558 | 5.58 0.64241 559 | 5.59 0.64461 560 | 5.6 0.645665 561 | 5.61 0.649506 562 | 5.62 0.650245 563 | 5.63 0.648977 564 | 5.64 0.64817 565 | 5.65 0.654595 566 | 5.66 0.657793 567 | 5.67 0.662484 568 | 5.68 0.664526 569 | 5.69 0.669891 570 | 5.7 0.67556 571 | 5.71 0.678325 572 | 5.72 0.6848 573 | 5.73 0.690596 574 | 5.74 0.697673 575 | 5.75 0.69931 576 | 5.76 0.702418 577 | 5.77 0.703272 578 | 5.78 0.710731 579 | 5.79 0.713183 580 | 5.8 0.718277 581 | 5.81 0.721501 582 | 5.82 0.722865 583 | 5.83 0.728109 584 | 5.84 0.731662 585 | 5.85 0.735573 586 | 5.86 0.737551 587 | 5.87 0.741904 588 | 5.88 0.746985 589 | 5.89 0.748403 590 | 5.9 0.74889 591 | 5.91 0.75397 592 | 5.92 0.760551 593 | 5.93 0.763781 594 | 5.94 0.769999 595 | 5.95 0.776241 596 | 5.96 0.784652 597 | 5.97 0.79298 598 | 5.98 0.799549 599 | 5.99 0.809314 600 | 6 0.816894 601 | 6.01 0.819521 602 | 6.02 0.827571 603 | 6.03 0.834086 604 | 6.04 0.839581 605 | 6.05 0.846915 606 | 6.06 0.8497 607 | 6.07 0.852806 608 | 6.08 0.858179 609 | 6.09 0.862184 610 | 6.1 0.867331 611 | 6.11 0.878376 612 | 6.12 0.881289 613 | 6.13 0.889765 614 | 6.14 0.897025 615 | 6.15 0.89867 616 | 6.16 0.907035 617 | 6.17 0.915371 618 | 6.18 0.921558 619 | 6.19 0.929322 620 | 6.2 0.934641 621 | 6.21 0.942782 622 | 6.22 0.950462 623 | 6.23 0.95207 624 | 6.24 0.957599 625 | 6.25 0.966382 626 | 6.26 0.973189 627 | 6.27 0.977966 628 | 6.28 0.983382 629 | 6.29 0.986538 630 | 6.3 0.995793 631 | 6.31 0.997038 632 | 6.32 1.00043 633 | 6.33 1.00704 634 | 6.34 1.0127 635 | 6.35 1.01689 636 | 6.36 1.01766 637 | 6.37 1.02352 638 | 6.38 1.02639 639 | 6.39 1.03115 640 | 6.4 1.03205 641 | 6.41 1.03887 642 | 6.42 1.04746 643 | 6.43 1.0531 644 | 6.44 1.05941 645 | 6.45 1.06634 646 | 6.46 1.07637 647 | 6.47 1.08302 648 | 6.48 1.08985 649 | 6.49 1.09916 650 | 6.5 1.10783 651 | 6.51 1.1118 652 | 6.52 1.11132 653 | 6.53 1.11486 654 | 6.54 1.1125 655 | 6.55 1.11421 656 | 6.56 1.11737 657 | 6.57 1.12017 658 | 6.58 1.12779 659 | 6.59 1.13154 660 | 6.6 1.13385 661 | 6.61 1.13562 662 | 6.62 1.14063 663 | 6.63 1.1447 664 | 6.64 1.15387 665 | 6.65 1.15907 666 | 6.66 1.16459 667 | 6.67 1.17177 668 | 6.68 1.17225 669 | 6.69 1.17368 670 | 6.7 1.18103 671 | 6.71 1.18981 672 | 6.72 1.1961 673 | 6.73 1.2005 674 | 6.74 1.20133 675 | 6.75 1.20372 676 | 6.76 1.20313 677 | 6.77 1.20153 678 | 6.78 1.2066 679 | 6.79 1.2093 680 | 6.8 1.21005 681 | 6.81 1.20956 682 | 6.82 1.21168 683 | 6.83 1.21611 684 | 6.84 1.22337 685 | 6.85 1.22752 686 | 6.86 1.23608 687 | 6.87 1.23989 688 | 6.88 1.24077 689 | 6.89 1.24507 690 | 6.9 1.24555 691 | 6.91 1.24835 692 | 6.92 1.25282 693 | 6.93 1.2515 694 | 6.94 1.25187 695 | 6.95 1.25235 696 | 6.96 1.25077 697 | 6.97 1.25323 698 | 6.98 1.25528 699 | 6.99 1.25736 700 | 7 1.25989 701 | 7.01 1.26194 702 | 7.02 1.26088 703 | 7.03 1.26403 704 | 7.04 1.2665 705 | 7.05 1.26827 706 | 7.06 1.26683 707 | 7.07 1.26927 708 | 7.08 1.26782 709 | 7.09 1.26781 710 | 7.1 1.27005 711 | 7.11 1.26995 712 | 7.12 1.27112 713 | 7.13 1.26977 714 | 7.14 1.26538 715 | 7.15 1.26522 716 | 7.16 1.26721 717 | 7.17 1.26225 718 | 7.18 1.26321 719 | 7.19 1.26164 720 | 7.2 1.25914 721 | 7.21 1.25821 722 | 7.22 1.25432 723 | 7.23 1.25169 724 | 7.24 1.24824 725 | 7.25 1.24378 726 | 7.26 1.2405 727 | 7.27 1.24008 728 | 7.28 1.23752 729 | 7.29 1.23421 730 | 7.3 1.23014 731 | 7.31 1.22269 732 | 7.32 1.22144 733 | 7.33 1.22275 734 | 7.34 1.22111 735 | 7.35 1.22105 736 | 7.36 1.21533 737 | 7.37 1.21551 738 | 7.38 1.2078 739 | 7.39 1.20437 740 | 7.4 1.2007 741 | 7.41 1.19806 742 | 7.42 1.19264 743 | 7.43 1.18534 744 | 7.44 1.18386 745 | 7.45 1.1785 746 | 7.46 1.17813 747 | 7.47 1.16918 748 | 7.48 1.16984 749 | 7.49 1.16425 750 | 7.5 1.15837 751 | 7.51 1.15598 752 | 7.52 1.15533 753 | 7.53 1.15282 754 | 7.54 1.14764 755 | 7.55 1.14765 756 | 7.56 1.14324 757 | 7.57 1.13991 758 | 7.58 1.13527 759 | 7.59 1.13086 760 | 7.6 1.12844 761 | 7.61 1.12643 762 | 7.62 1.11902 763 | 7.63 1.11339 764 | 7.64 1.10982 765 | 7.65 1.10133 766 | 7.66 1.09753 767 | 7.67 1.09386 768 | 7.68 1.08716 769 | 7.69 1.08385 770 | 7.7 1.07891 771 | 7.71 1.07157 772 | 7.72 1.06683 773 | 7.73 1.06401 774 | 7.74 1.05766 775 | 7.75 1.05324 776 | 7.76 1.04554 777 | 7.77 1.04012 778 | 7.78 1.0346 779 | 7.79 1.03032 780 | 7.8 1.02854 781 | 7.81 1.0264 782 | 7.82 1.02211 783 | 7.83 1.01722 784 | 7.84 1.01474 785 | 7.85 1.0109 786 | 7.86 1.00993 787 | 7.87 1.00758 788 | 7.88 1.00663 789 | 7.89 1.00246 790 | 7.9 0.997329 791 | 7.91 0.991422 792 | 7.92 0.986656 793 | 7.93 0.981844 794 | 7.94 0.978408 795 | 7.95 0.975049 796 | 7.96 0.969616 797 | 7.97 0.964975 798 | 7.98 0.961576 799 | 7.99 0.95972 800 | 8 0.956291 801 | 8.01 0.956013 802 | 8.02 0.954038 803 | 8.03 0.949702 804 | 8.04 0.946106 805 | 8.05 0.942296 806 | 8.06 0.938566 807 | 8.07 0.939038 808 | 8.08 0.935464 809 | 8.09 0.932414 810 | 8.1 0.927211 811 | 8.11 0.920342 812 | 8.12 0.916919 813 | 8.13 0.914426 814 | 8.14 0.912062 815 | 8.15 0.910616 816 | 8.16 0.910369 817 | 8.17 0.903555 818 | 8.18 0.901271 819 | 8.19 0.896658 820 | 8.2 0.89897 821 | 8.21 0.897628 822 | 8.22 0.897266 823 | 8.23 0.897187 824 | 8.24 0.892895 825 | 8.25 0.88708 826 | 8.26 0.883881 827 | 8.27 0.880589 828 | 8.28 0.879 829 | 8.29 0.878338 830 | 8.3 0.871548 831 | 8.31 0.868895 832 | 8.32 0.866111 833 | 8.33 0.862801 834 | 8.34 0.861355 835 | 8.35 0.862334 836 | 8.36 0.860126 837 | 8.37 0.863068 838 | 8.38 0.860163 839 | 8.39 0.859108 840 | 8.4 0.860282 841 | 8.41 0.861043 842 | 8.42 0.861628 843 | 8.43 0.860886 844 | 8.44 0.861062 845 | 8.45 0.862222 846 | 8.46 0.864332 847 | 8.47 0.861771 848 | 8.48 0.861158 849 | 8.49 0.860148 850 | 8.5 0.859711 851 | 8.51 0.86153 852 | 8.52 0.858293 853 | 8.53 0.856337 854 | 8.54 0.855171 855 | 8.55 0.853244 856 | 8.56 0.853122 857 | 8.57 0.85466 858 | 8.58 0.854244 859 | 8.59 0.853349 860 | 8.6 0.852879 861 | 8.61 0.847563 862 | 8.62 0.84919 863 | 8.63 0.85084 864 | 8.64 0.850123 865 | 8.65 0.849058 866 | 8.66 0.847653 867 | 8.67 0.845101 868 | 8.68 0.846411 869 | 8.69 0.846759 870 | 8.7 0.847559 871 | 8.71 0.850934 872 | 8.72 0.851633 873 | 8.73 0.852089 874 | 8.74 0.855493 875 | 8.75 0.856364 876 | 8.76 0.856915 877 | 8.77 0.858418 878 | 8.78 0.856094 879 | 8.79 0.859376 880 | 8.8 0.8604 881 | 8.81 0.862688 882 | 8.82 0.862974 883 | 8.83 0.862243 884 | 8.84 0.859452 885 | 8.85 0.860742 886 | 8.86 0.861531 887 | 8.87 0.862318 888 | 8.88 0.866149 889 | 8.89 0.866177 890 | 8.9 0.866822 891 | 8.91 0.866601 892 | 8.92 0.86806 893 | 8.93 0.870243 894 | 8.94 0.875418 895 | 8.95 0.876654 896 | 8.96 0.877577 897 | 8.97 0.882051 898 | 8.98 0.885545 899 | 8.99 0.887133 900 | 9 0.887705 901 | 9.01 0.888552 902 | 9.02 0.889907 903 | 9.03 0.892976 904 | 9.04 0.8928 905 | 9.05 0.896063 906 | 9.06 0.898611 907 | 9.07 0.900216 908 | 9.08 0.901476 909 | 9.09 0.903472 910 | 9.1 0.905447 911 | 9.11 0.908425 912 | 9.12 0.912159 913 | 9.13 0.914202 914 | 9.14 0.917221 915 | 9.15 0.918152 916 | 9.16 0.920913 917 | 9.17 0.921769 918 | 9.18 0.925252 919 | 9.19 0.926246 920 | 9.2 0.931178 921 | 9.21 0.931992 922 | 9.22 0.934117 923 | 9.23 0.937095 924 | 9.24 0.939077 925 | 9.25 0.944017 926 | 9.26 0.945099 927 | 9.27 0.947488 928 | 9.28 0.946541 929 | 9.29 0.948334 930 | 9.3 0.950729 931 | 9.31 0.95512 932 | 9.32 0.956956 933 | 9.33 0.956682 934 | 9.34 0.961214 935 | 9.35 0.960819 936 | 9.36 0.965069 937 | 9.37 0.966519 938 | 9.38 0.968581 939 | 9.39 0.975213 940 | 9.4 0.975881 941 | 9.41 0.977774 942 | 9.42 0.980085 943 | 9.43 0.985623 944 | 9.44 0.987635 945 | 9.45 0.993042 946 | 9.46 0.994868 947 | 9.47 0.999422 948 | 9.48 1.00212 949 | 9.49 1.00028 950 | 9.5 1.00435 951 | 9.51 1.00535 952 | 9.52 1.00817 953 | 9.53 1.0095 954 | 9.54 1.00966 955 | 9.55 1.01026 956 | 9.56 1.01264 957 | 9.57 1.01335 958 | 9.58 1.01578 959 | 9.59 1.01937 960 | 9.6 1.0205 961 | 9.61 1.02309 962 | 9.62 1.02406 963 | 9.63 1.02521 964 | 9.64 1.02609 965 | 9.65 1.02777 966 | 9.66 1.02955 967 | 9.67 1.03012 968 | 9.68 1.03419 969 | 9.69 1.03599 970 | 9.7 1.03588 971 | 9.71 1.03815 972 | 9.72 1.03876 973 | 9.73 1.04224 974 | 9.74 1.04524 975 | 9.75 1.04786 976 | 9.76 1.04999 977 | 9.77 1.05322 978 | 9.78 1.05486 979 | 9.79 1.05722 980 | 9.8 1.06079 981 | 9.81 1.06332 982 | 9.82 1.06461 983 | 9.83 1.06577 984 | 9.84 1.0683 985 | 9.85 1.06818 986 | 9.86 1.0677 987 | 9.87 1.06888 988 | 9.88 1.06971 989 | 9.89 1.06996 990 | 9.9 1.06984 991 | 9.91 1.0681 992 | 9.92 1.07068 993 | 9.93 1.0724 994 | 9.94 1.07258 995 | 9.95 1.07325 996 | 9.96 1.07342 997 | 9.97 1.07499 998 | 9.98 1.07146 999 | 9.99 1.07235 1000 | 10 1.0748 1001 | 10.01 1.07749 1002 | 10.02 1.07593 1003 | 10.03 1.07539 1004 | 10.04 1.07562 1005 | 10.05 1.07482 1006 | 10.06 1.07626 1007 | 10.07 1.0744 1008 | 10.08 1.0777 1009 | 10.09 1.08056 1010 | 10.1 1.08121 1011 | 10.11 1.08237 1012 | 10.12 1.08417 1013 | 10.13 1.08544 1014 | 10.14 1.08508 1015 | 10.15 1.0865 1016 | 10.16 1.08758 1017 | 10.17 1.08929 1018 | 10.18 1.09279 1019 | 10.19 1.09254 1020 | 10.2 1.09103 1021 | 10.21 1.08891 1022 | 10.22 1.08979 1023 | 10.23 1.08848 1024 | 10.24 1.08957 1025 | 10.25 1.08995 1026 | 10.26 1.08971 1027 | 10.27 1.08922 1028 | 10.28 1.08442 1029 | 10.29 1.08222 1030 | 10.3 1.08053 1031 | 10.31 1.08104 1032 | 10.32 1.07967 1033 | 10.33 1.08104 1034 | 10.34 1.08031 1035 | 10.35 1.08062 1036 | 10.36 1.08216 1037 | 10.37 1.08272 1038 | 10.38 1.08431 1039 | 10.39 1.08262 1040 | 10.4 1.08515 1041 | 10.41 1.0834 1042 | 10.42 1.08278 1043 | 10.43 1.07959 1044 | 10.44 1.07765 1045 | 10.45 1.07707 1046 | 10.46 1.07227 1047 | 10.47 1.06926 1048 | 10.48 1.06999 1049 | 10.49 1.06909 1050 | 10.5 1.06558 1051 | 10.51 1.06213 1052 | 10.52 1.05991 1053 | 10.53 1.05809 1054 | 10.54 1.05594 1055 | 10.55 1.05077 1056 | 10.56 1.04909 1057 | 10.57 1.0478 1058 | 10.58 1.04135 1059 | 10.59 1.03786 1060 | 10.6 1.03373 1061 | 10.61 1.03111 1062 | 10.62 1.02612 1063 | 10.63 1.02138 1064 | 10.64 1.01634 1065 | 10.65 1.01395 1066 | 10.66 1.01162 1067 | 10.67 1.00377 1068 | -------------------------------------------------------------------------------- /structure.eps: -------------------------------------------------------------------------------- 1 | %!PS-Adobe-3.0 EPSF-3.0 2 | %%Creator: MATLAB, The Mathworks, Inc. Version 7.9.0.529 (R2009b). Operating System: Microsoft Windows Vista. 3 | %%Title: .\structure.eps 4 | %%CreationDate: 06/14/2017 18:34:27 5 | %%DocumentNeededFonts: Helvetica 6 | %%+ Helvetica-Bold 7 | %%DocumentProcessColors: Cyan Magenta Yellow Black 8 | %%LanguageLevel: 2 9 | %%Pages: 1 10 | %%BoundingBox: 60 197 547 604 11 | %%EndComments 12 | 13 | %%BeginProlog 14 | % MathWorks dictionary 15 | /MathWorks 160 dict begin 16 | % definition operators 17 | /bdef {bind def} bind def 18 | /ldef {load def} bind def 19 | /xdef {exch def} bdef 20 | /xstore {exch store} bdef 21 | % operator abbreviations 22 | /c /clip ldef 23 | /cc /concat ldef 24 | /cp /closepath ldef 25 | /gr /grestore ldef 26 | /gs /gsave ldef 27 | /mt /moveto ldef 28 | /np /newpath ldef 29 | /cm /currentmatrix ldef 30 | /sm /setmatrix ldef 31 | /rm /rmoveto ldef 32 | /rl /rlineto ldef 33 | /s {show newpath} bdef 34 | /sc {setcmykcolor} bdef 35 | /sr /setrgbcolor ldef 36 | /sg /setgray ldef 37 | /w /setlinewidth ldef 38 | /j /setlinejoin ldef 39 | /cap /setlinecap ldef 40 | /rc {rectclip} bdef 41 | /rf {rectfill} bdef 42 | % page state control 43 | /pgsv () def 44 | /bpage {/pgsv save def} bdef 45 | /epage {pgsv restore} bdef 46 | /bplot /gsave ldef 47 | /eplot {stroke grestore} bdef 48 | % orientation switch 49 | /portraitMode 0 def /landscapeMode 1 def /rotateMode 2 def 50 | % coordinate system mappings 51 | /dpi2point 0 def 52 | % font control 53 | /FontSize 0 def 54 | /FMS {/FontSize xstore findfont [FontSize 0 0 FontSize neg 0 0] 55 | makefont setfont} bdef 56 | /ISOLatin1Encoding where {pop /WindowsLatin1Encoding 256 array bdef 57 | ISOLatin1Encoding WindowsLatin1Encoding copy pop 58 | /.notdef/.notdef/quotesinglbase/florin/quotedblbase/ellipsis/dagger 59 | /daggerdbl/circumflex/perthousand/Scaron/guilsinglleft/OE/.notdef/.notdef 60 | /.notdef/.notdef/quoteleft/quoteright/quotedblleft/quotedblright/bullet 61 | /endash/emdash/tilde/trademark/scaron/guilsinglright/oe/.notdef/.notdef 62 | /Ydieresis WindowsLatin1Encoding 128 32 getinterval astore pop} 63 | {/WindowsLatin1Encoding StandardEncoding bdef} ifelse 64 | /reencode {exch dup where {pop load} {pop StandardEncoding} ifelse 65 | exch dup 3 1 roll findfont dup length dict begin 66 | { 1 index /FID ne {def}{pop pop} ifelse } forall 67 | /Encoding exch def currentdict end definefont pop} bdef 68 | /isroman {findfont /CharStrings get /Agrave known} bdef 69 | /FMSR {3 1 roll 1 index dup isroman {reencode} {pop pop} ifelse 70 | exch FMS} bdef 71 | /csm {1 dpi2point div -1 dpi2point div scale neg translate 72 | dup landscapeMode eq {pop -90 rotate} 73 | {rotateMode eq {90 rotate} if} ifelse} bdef 74 | % line types: solid, dotted, dashed, dotdash 75 | /SO { [] 0 setdash } bdef 76 | /DO { [.5 dpi2point mul 4 dpi2point mul] 0 setdash } bdef 77 | /DA { [6 dpi2point mul] 0 setdash } bdef 78 | /DD { [.5 dpi2point mul 4 dpi2point mul 6 dpi2point mul 4 79 | dpi2point mul] 0 setdash } bdef 80 | % macros for lines and objects 81 | /L {lineto stroke} bdef 82 | /MP {3 1 roll moveto 1 sub {rlineto} repeat} bdef 83 | /AP {{rlineto} repeat} bdef 84 | /PDlw -1 def 85 | /W {/PDlw currentlinewidth def setlinewidth} def 86 | /PP {closepath eofill} bdef 87 | /DP {closepath stroke} bdef 88 | /MR {4 -2 roll moveto dup 0 exch rlineto exch 0 rlineto 89 | neg 0 exch rlineto closepath} bdef 90 | /FR {MR stroke} bdef 91 | /PR {MR fill} bdef 92 | /L1i {{currentfile picstr readhexstring pop} image} bdef 93 | /tMatrix matrix def 94 | /MakeOval {newpath tMatrix currentmatrix pop translate scale 95 | 0 0 1 0 360 arc tMatrix setmatrix} bdef 96 | /FO {MakeOval stroke} bdef 97 | /PO {MakeOval fill} bdef 98 | /PD {currentlinewidth 2 div 0 360 arc fill 99 | PDlw -1 eq not {PDlw w /PDlw -1 def} if} def 100 | /FA {newpath tMatrix currentmatrix pop translate scale 101 | 0 0 1 5 -2 roll arc tMatrix setmatrix stroke} bdef 102 | /PA {newpath tMatrix currentmatrix pop translate 0 0 moveto scale 103 | 0 0 1 5 -2 roll arc closepath tMatrix setmatrix fill} bdef 104 | /FAn {newpath tMatrix currentmatrix pop translate scale 105 | 0 0 1 5 -2 roll arcn tMatrix setmatrix stroke} bdef 106 | /PAn {newpath tMatrix currentmatrix pop translate 0 0 moveto scale 107 | 0 0 1 5 -2 roll arcn closepath tMatrix setmatrix fill} bdef 108 | /vradius 0 def /hradius 0 def /lry 0 def 109 | /lrx 0 def /uly 0 def /ulx 0 def /rad 0 def 110 | /MRR {/vradius xdef /hradius xdef /lry xdef /lrx xdef /uly xdef 111 | /ulx xdef newpath tMatrix currentmatrix pop ulx hradius add uly 112 | vradius add translate hradius vradius scale 0 0 1 180 270 arc 113 | tMatrix setmatrix lrx hradius sub uly vradius add translate 114 | hradius vradius scale 0 0 1 270 360 arc tMatrix setmatrix 115 | lrx hradius sub lry vradius sub translate hradius vradius scale 116 | 0 0 1 0 90 arc tMatrix setmatrix ulx hradius add lry vradius sub 117 | translate hradius vradius scale 0 0 1 90 180 arc tMatrix setmatrix 118 | closepath} bdef 119 | /FRR {MRR stroke } bdef 120 | /PRR {MRR fill } bdef 121 | /MlrRR {/lry xdef /lrx xdef /uly xdef /ulx xdef /rad lry uly sub 2 div def 122 | newpath tMatrix currentmatrix pop ulx rad add uly rad add translate 123 | rad rad scale 0 0 1 90 270 arc tMatrix setmatrix lrx rad sub lry rad 124 | sub translate rad rad scale 0 0 1 270 90 arc tMatrix setmatrix 125 | closepath} bdef 126 | /FlrRR {MlrRR stroke } bdef 127 | /PlrRR {MlrRR fill } bdef 128 | /MtbRR {/lry xdef /lrx xdef /uly xdef /ulx xdef /rad lrx ulx sub 2 div def 129 | newpath tMatrix currentmatrix pop ulx rad add uly rad add translate 130 | rad rad scale 0 0 1 180 360 arc tMatrix setmatrix lrx rad sub lry rad 131 | sub translate rad rad scale 0 0 1 0 180 arc tMatrix setmatrix 132 | closepath} bdef 133 | /FtbRR {MtbRR stroke } bdef 134 | /PtbRR {MtbRR fill } bdef 135 | /stri 6 array def /dtri 6 array def 136 | /smat 6 array def /dmat 6 array def 137 | /tmat1 6 array def /tmat2 6 array def /dif 3 array def 138 | /asub {/ind2 exch def /ind1 exch def dup dup 139 | ind1 get exch ind2 get sub exch } bdef 140 | /tri_to_matrix { 141 | 2 0 asub 3 1 asub 4 0 asub 5 1 asub 142 | dup 0 get exch 1 get 7 -1 roll astore } bdef 143 | /compute_transform { 144 | dmat dtri tri_to_matrix tmat1 invertmatrix 145 | smat stri tri_to_matrix tmat2 concatmatrix } bdef 146 | /ds {stri astore pop} bdef 147 | /dt {dtri astore pop} bdef 148 | /db {2 copy /cols xdef /rows xdef mul dup 3 mul string 149 | currentfile 150 | 3 index 0 eq {/ASCIIHexDecode filter} 151 | {/ASCII85Decode filter 3 index 2 eq {/RunLengthDecode filter} if } 152 | ifelse exch readstring pop 153 | dup 0 3 index getinterval /rbmap xdef 154 | dup 2 index dup getinterval /gbmap xdef 155 | 1 index dup 2 mul exch getinterval /bbmap xdef pop pop}bdef 156 | /it {gs np dtri aload pop moveto lineto lineto cp c 157 | cols rows 8 compute_transform 158 | rbmap gbmap bbmap true 3 colorimage gr}bdef 159 | /il {newpath moveto lineto stroke}bdef 160 | currentdict end def 161 | %%EndProlog 162 | 163 | %%BeginSetup 164 | MathWorks begin 165 | 166 | 0 cap 167 | 168 | end 169 | %%EndSetup 170 | 171 | %%Page: 1 1 172 | %%BeginPageSetup 173 | %%PageBoundingBox: 60 197 547 604 174 | MathWorks begin 175 | bpage 176 | %%EndPageSetup 177 | 178 | %%BeginObject: obj1 179 | bplot 180 | 181 | /dpi2point 12 def 182 | portraitMode 0216 7344 csm 183 | 184 | 507 85 5844 4884 rc 185 | 85 dict begin %Colortable dictionary 186 | /c0 { 0.000000 0.000000 0.000000 sr} bdef 187 | /c1 { 1.000000 1.000000 1.000000 sr} bdef 188 | /c2 { 0.900000 0.000000 0.000000 sr} bdef 189 | /c3 { 0.000000 0.820000 0.000000 sr} bdef 190 | /c4 { 0.000000 0.000000 0.800000 sr} bdef 191 | /c5 { 0.910000 0.820000 0.320000 sr} bdef 192 | /c6 { 1.000000 0.260000 0.820000 sr} bdef 193 | /c7 { 0.000000 0.820000 0.820000 sr} bdef 194 | c0 195 | 1 j 196 | 1 sg 197 | 0 0 6919 5187 rf 198 | 6 w 199 | 0 1769 5362 0 0 -1769 899 2158 4 MP 200 | PP 201 | -5362 0 0 1769 5362 0 0 -1769 899 2158 5 MP stroke 202 | 4 w 203 | DO 204 | SO 205 | 6 w 206 | 0 sg 207 | 899 389 mt 6261 389 L 208 | 899 2158 mt 6261 2158 L 209 | 6261 2158 mt 6261 389 L 210 | 899 2158 mt 899 389 L 211 | 899 2158 mt 6261 2158 L 212 | 899 2158 mt 899 389 L 213 | 899 2158 mt 899 2104 L 214 | 899 389 mt 899 442 L 215 | %%IncludeResource: font Helvetica 216 | /Helvetica /WindowsLatin1Encoding 108 FMSR 217 | 218 | 869 2292 mt 219 | (1) s 220 | 1463 2158 mt 1463 2104 L 221 | 1463 389 mt 1463 442 L 222 | 1433 2292 mt 223 | (2) s 224 | 2027 2158 mt 2027 2104 L 225 | 2027 389 mt 2027 442 L 226 | 1997 2292 mt 227 | (3) s 228 | 2592 2158 mt 2592 2104 L 229 | 2592 389 mt 2592 442 L 230 | 2562 2292 mt 231 | (4) s 232 | 3156 2158 mt 3156 2104 L 233 | 3156 389 mt 3156 442 L 234 | 3126 2292 mt 235 | (5) s 236 | 3721 2158 mt 3721 2104 L 237 | 3721 389 mt 3721 442 L 238 | 3691 2292 mt 239 | (6) s 240 | 4285 2158 mt 4285 2104 L 241 | 4285 389 mt 4285 442 L 242 | 4255 2292 mt 243 | (7) s 244 | 4849 2158 mt 4849 2104 L 245 | 4849 389 mt 4849 442 L 246 | 4819 2292 mt 247 | (8) s 248 | 5414 2158 mt 5414 2104 L 249 | 5414 389 mt 5414 442 L 250 | 5384 2292 mt 251 | (9) s 252 | 5978 2158 mt 5978 2104 L 253 | 5978 389 mt 5978 442 L 254 | 5918 2292 mt 255 | (10) s 256 | 899 2158 mt 952 2158 L 257 | 6261 2158 mt 6207 2158 L 258 | 804 2198 mt 259 | (0) s 260 | 899 1863 mt 952 1863 L 261 | 6261 1863 mt 6207 1863 L 262 | 714 1903 mt 263 | (0.5) s 264 | 899 1568 mt 952 1568 L 265 | 6261 1568 mt 6207 1568 L 266 | 804 1608 mt 267 | (1) s 268 | 899 1273 mt 952 1273 L 269 | 6261 1273 mt 6207 1273 L 270 | 714 1313 mt 271 | (1.5) s 272 | 899 978 mt 952 978 L 273 | 6261 978 mt 6207 978 L 274 | 804 1018 mt 275 | (2) s 276 | 899 683 mt 952 683 L 277 | 6261 683 mt 6207 683 L 278 | 714 723 mt 279 | (2.5) s 280 | 899 389 mt 952 389 L 281 | 6261 389 mt 6207 389 L 282 | 804 429 mt 283 | (3) s 284 | 899 389 mt 6261 389 L 285 | 899 2158 mt 6261 2158 L 286 | 6261 2158 mt 6261 389 L 287 | 899 2158 mt 899 389 L 288 | gs 899 389 5363 1770 rc 289 | DD 290 | 27.6 w 291 | /c8 { 0.000000 0.000000 1.000000 sr} bdef 292 | c8 293 | 1 1 6 2 6 0 5 0 6 2 6 3 5 0 6 1 294 | 6 2 5 0 6 1 6 -1 5 1 6 -1 6 0 5 -1 295 | 6 0 5 0 6 -1 6 1 5 0 6 1 6 1 5 3 296 | 6 0 6 0 5 0 6 -1 6 1 5 0 6 1 5 1 297 | 6 0 6 -2 5 -1 6 -1 6 -1 5 1 6 -1 6 -1 298 | 5 -1 6 0 6 -2 5 -2 6 1 5 -1 6 1 6 0 299 | 5 0 6 1 6 -2 5 -1 6 -1 6 2 5 -1 6 0 300 | 6 0 5 0 6 -1 6 -2 5 1 6 0 5 0 6 0 301 | 6 -1 5 0 6 0 6 -1 5 -1 6 0 6 -2 5 -2 302 | 6 -1 6 -1 5 -2 6 -2 5 -1 6 -2 6 -2 5 0 303 | 6 -2 6 0 5 -1 6 -2 6 0 5 -1 6 -1 6 -1 304 | 5 -1 6 0 5 -2 6 0 6 -3 5 -1 6 0 6 -2 305 | 5 0 6 0 6 -1 5 -2 6 0 6 -3 5 1 6 -1 306 | 5 -3 6 -1 6 -3 5 -1 6 -4 6 -1 5 -1 6 0 307 | 6 -4 5 -2 6 0 6 -3 5 0 6 -2 6 0 5 -1 308 | 6 -3 5 -1 6 -1 6 0 5 -1 6 -1 6 -3 5 -1 309 | 6 -2 6 -1 5 0 6 -3 6 -1 5 -2 6 0 5 -2 310 | 6 -1 6 -1 5 -2 6 -2 6 -2 5 -1 6 -1 6 -1 311 | 5 -1 6 -1 6 -2 5 0 6 -2 5 -1 6 0 6 0 312 | 5 -1 6 -2 6 -3 5 -1 6 0 6 -3 5 -2 6 0 313 | 6 0 5 -1 6 0 6 -2 5 0 6 -1 5 -1 6 2 314 | 6 0 5 0 6 -1 6 -1 5 -2 6 2 6 -1 5 -1 315 | 6 0 6 -2 5 0 6 -1 5 -2 6 0 6 0 5 -1 316 | 6 1 6 1 5 1 6 0 6 -1 5 -1 6 3 6 1 317 | 5 0 6 0 5 0 6 0 6 1 5 0 6 2 6 2 318 | 5 -2 6 1 6 0 5 1 6 1 6 -1 5 -1 6 0 319 | 5 1 6 -1 6 0 5 -1 6 1 6 1 5 -1 6 1 320 | 6 -1 5 1 6 2 6 2 5 1 6 4 6 1 5 1 321 | 6 2 5 2 6 3 6 3 5 0 6 0 6 1 5 -2 322 | 6 3 6 1 5 4 6 0 6 1 5 2 6 1 5 2 323 | 6 4 6 3 5 2 6 2 6 0 5 2 6 2 6 3 324 | 5 2 6 1 6 0 5 2 6 2 5 2 6 2 6 3 325 | 5 2 6 2 6 3 5 3 6 4 6 3 5 2 6 1 326 | 6 1 5 1 6 2 6 1 5 3 6 3 5 1 6 1 327 | 6 3 5 3 6 3 6 5 5 2 6 4 6 2 5 2 328 | 6 5 6 3 5 2 6 4 5 2 6 2 6 5 5 2 329 | 6 3 6 5 5 1 6 1 6 3 5 3 6 2 6 2 330 | 5 0 6 3 5 2 4579 1476 300 MP stroke 331 | 6 0 6 2 5 3 6 3 6 0 5 5 6 0 6 4 332 | 5 0 6 5 6 3 5 2 6 2 5 2 6 4 6 0 333 | 5 4 6 0 6 1 5 -1 6 0 6 5 5 2 6 2 334 | 6 2 5 0 6 2 6 3 5 2 6 1 5 2 6 1 335 | 6 1 5 1 6 0 6 3 5 -1 6 0 6 2 5 1 336 | 6 -1 6 0 5 -1 6 0 5 1 6 -1 6 0 5 -1 337 | 6 -1 6 -2 5 1 6 -2 6 -1 5 -1 6 -2 6 -1 338 | 5 1 6 0 5 -1 6 1 6 -2 5 -2 6 0 6 -3 339 | 5 0 6 -3 6 -5 5 -2 6 -4 6 -3 5 -1 6 0 340 | 6 0 5 -2 6 -3 5 1 6 0 6 -1 5 -1 6 -2 341 | 6 -4 5 -5 6 -4 6 -1 5 -1 6 -4 6 -3 5 -3 342 | 6 -6 5 -2 6 -3 6 -1 5 -1 6 -2 6 -5 5 -2 343 | 6 -1 6 -1 5 1 6 -2 6 0 5 -2 6 -5 5 -6 344 | 6 -4 6 -4 5 -6 6 -4 6 -4 5 -3 6 -5 6 -4 345 | 5 0 6 -3 6 -2 5 -3 6 -1 5 -2 6 -4 6 -4 346 | 5 -2 6 0 6 -6 5 -2 6 -3 6 -3 5 -4 6 -5 347 | 6 -3 5 -1 6 -5 6 -4 5 -4 6 -4 5 -4 6 -5 348 | 6 -5 5 -1 6 -4 6 -5 5 -2 6 -6 6 -3 5 -2 349 | 6 -4 6 -1 5 -2 6 -4 5 -4 6 -4 6 -4 5 -2 350 | 6 -4 6 -6 5 -4 6 -5 6 -5 5 -3 6 -4 6 -2 351 | 5 -4 6 -3 5 0 6 -1 6 -3 5 -3 6 -1 6 -2 352 | 5 -2 6 -3 6 -1 5 -2 6 -3 6 -1 5 -5 6 0 353 | 5 -2 6 -1 6 -4 5 -4 6 -4 6 -1 5 -3 6 -4 354 | 6 -1 5 -3 6 -2 6 -3 5 0 6 1 6 -1 5 -2 355 | 6 0 5 -2 6 1 6 -3 5 -2 6 0 6 -1 5 -3 356 | 6 -1 6 -2 5 -1 6 -2 6 -1 5 1 6 -1 5 -2 357 | 6 -1 6 -1 5 -1 6 1 6 0 5 1 6 -2 6 -2 358 | 5 1 6 0 6 0 5 0 6 0 5 0 6 -1 6 -2 359 | 5 3 6 2 6 0 5 0 6 2 6 0 5 2 6 -2 360 | 6 1 5 0 6 -2 6 1 5 1 6 1 5 0 6 1 361 | 6 1 5 3 6 0 6 4 5 2 6 0 6 3 5 3 362 | 6 -1 6 3 5 2 6 2 5 2 6 1 6 2 5 1 363 | 6 0 6 3 5 3 6 -1 6 2 5 0 6 4 6 2 364 | 5 4 6 5 5 2 6 1 6 4 5 3 6 3 6 2 365 | 5 2 6 3 6 5 5 4 6 5 6 3 5 1 6 5 366 | 5 4 6 7 6 4 5 5 6 1 6 2 5 3 6 6 367 | 6 4 5 8 6 5 6 5 5 5 6 6 6 8 5 7 368 | 6 9 5 7 6 8 2891 1596 300 MP stroke 369 | 6 3 5 6 6 4 6 7 5 7 6 8 6 8 5 8 370 | 6 12 6 6 5 12 6 9 5 11 6 10 6 8 5 10 371 | 6 9 6 9 5 9 6 12 6 10 5 12 6 14 6 11 372 | 5 11 6 12 5 11 6 12 6 12 5 14 6 15 6 19 373 | 5 13 6 17 6 17 5 16 6 14 6 16 5 13 6 17 374 | 6 12 5 14 6 20 5 17 6 18 6 15 5 25 6 19 375 | 6 17 5 17 6 19 6 18 5 22 6 20 6 23 5 26 376 | 6 19 5 19 6 25 6 17 5 25 6 22 6 15 5 18 377 | 6 12 6 11 5 15 6 17 6 11 5 26 6 17 5 13 378 | 6 12 6 13 5 15 6 16 6 15 5 12 6 16 6 3 379 | 5 7 6 3 6 7 5 5 6 2 5 -6 6 -3 6 -11 380 | 5 -16 6 -13 6 -20 5 -21 6 -23 6 -33 5 -33 6 -30 381 | 6 -33 5 -37 6 -36 6 -37 5 -46 6 -38 5 -51 6 -52 382 | 6 -49 5 -51 6 -57 6 -59 5 -55 6 -62 6 -53 5 -60 383 | 6 -55 6 -49 5 -56 6 -51 5 -49 6 -42 6 -46 5 -39 384 | 6 -41 6 -36 5 -34 6 -33 6 -23 5 -29 6 -24 6 -23 385 | 5 -17 6 -17 5 -13 6 -11 6 -9 5 -6 6 -8 6 -4 386 | 5 -4 6 -3 6 -3 5 -1 6 -2 6 -1 5 0 6 -1 387 | 6 0 5 0 6 0 5 0 6 -1 6 0 5 0 6 0 388 | 6 0 5 0 6 0 6 0 5 0 6 0 6 0 5 0 389 | 6 0 5 0 6 0 6 0 5 0 6 0 6 0 5 0 390 | 6 0 6 0 5 0 6 0 6 0 5 0 6 0 5 0 391 | 6 0 6 0 5 0 6 0 6 0 5 0 6 0 6 0 392 | 5 0 6 0 6 0 5 0 6 0 5 0 6 0 6 0 393 | 5 0 6 0 6 0 5 0 6 0 6 0 5 0 6 0 394 | 6 0 5 0 6 0 6 0 5 0 6 0 5 0 6 0 395 | 6 0 5 0 6 0 6 0 5 0 6 0 6 0 5 0 396 | 6 0 6 0 5 0 6 0 5 0 6 0 6 0 5 0 397 | 6 0 6 0 5 0 6 0 6 0 5 0 6 0 6 0 398 | 5 0 6 0 5 0 6 0 6 0 5 0 6 0 6 0 399 | 5 0 6 0 6 0 5 0 6 0 6 0 5 0 6 0 400 | 6 0 5 0 6 0 5 0 6 0 6 0 5 0 6 0 401 | 6 0 5 0 6 0 6 0 5 0 6 0 6 0 5 0 402 | 6 0 5 0 6 0 6 0 5 0 6 0 6 0 5 0 403 | 6 0 6 0 5 0 6 0 6 0 5 0 6 0 5 0 404 | 6 0 6 0 5 0 6 0 6 0 5 0 6 0 6 0 405 | 5 0 6 0 6 0 5 0 6 0 5 0 6 0 6 0 406 | 5 0 6 0 6 0 1203 2158 300 MP stroke 407 | 5 0 6 0 6 0 5 0 6 0 6 0 5 0 6 0 408 | 6 0 5 0 6 0 5 0 6 0 6 0 5 0 6 0 409 | 6 0 5 0 6 0 6 0 5 0 6 0 6 0 5 0 410 | 6 0 5 0 6 0 6 0 5 0 6 0 6 0 5 0 411 | 6 0 6 0 5 0 6 0 6 0 5 0 6 0 5 0 412 | 6 0 6 0 5 0 6 0 6 0 5 0 6 0 6 0 413 | 5 0 6 0 6 0 5 0 6 0 5 0 899 2158 55 MP stroke 414 | gr 415 | 416 | 27.6 w 417 | c8 418 | DD 419 | 0 sg 420 | %%IncludeResource: font Helvetica-Bold 421 | /Helvetica-Bold /WindowsLatin1Encoding 108 FMSR 422 | 423 | 3468 2426 mt 424 | (r \(\305\)) s 425 | 635 1364 mt -90 rotate 426 | (g\(r\)) s 427 | 90 rotate 428 | %%IncludeResource: font Helvetica-Bold 429 | /Helvetica-Bold /WindowsLatin1Encoding 144 FMSR 430 | 431 | 2442 296 mt 432 | (Pair correlation function of argon) s 433 | %%IncludeResource: font Helvetica 434 | /Helvetica /WindowsLatin1Encoding 120 FMSR 435 | 436 | 882 2201 mt 437 | ( ) s 438 | 6245 431 mt 439 | ( ) s 440 | SO 441 | 6 w 442 | 1 sg 443 | 0 206 3337 0 0 -206 2865 655 4 MP 444 | PP 445 | -3337 0 0 206 3337 0 0 -206 2865 655 5 MP stroke 446 | 4 w 447 | DO 448 | SO 449 | 6 w 450 | 0 sg 451 | 2865 449 mt 6202 449 L 452 | 2865 655 mt 6202 655 L 453 | 6202 655 mt 6202 449 L 454 | 2865 655 mt 2865 449 L 455 | 2865 655 mt 6202 655 L 456 | 2865 655 mt 2865 449 L 457 | 2865 449 mt 6202 449 L 458 | 2865 655 mt 6202 655 L 459 | 6202 655 mt 6202 449 L 460 | 2865 655 mt 2865 449 L 461 | %%IncludeResource: font Helvetica 462 | /Helvetica /WindowsLatin1Encoding 108 FMSR 463 | 464 | 3334 607 mt 465 | (Atomic density = 0.0208 \305) s 466 | %%IncludeResource: font Helvetica 467 | /Helvetica /WindowsLatin1Encoding 84 FMSR 468 | 469 | 4591 553 mt 470 | (-3) s 471 | %%IncludeResource: font Helvetica 472 | /Helvetica /WindowsLatin1Encoding 108 FMSR 473 | 474 | 4686 607 mt 475 | (, T = 85 K and P = 0.0001 GPa) s 476 | gs 2865 449 3338 207 rc 477 | DD 478 | 27.6 w 479 | c8 480 | 360 0 2937 552 2 MP stroke 481 | SO 482 | 6 w 483 | gr 484 | 485 | c8 486 | 1 sg 487 | 0 1770 5362 0 0 -1770 899 4616 4 MP 488 | PP 489 | -5362 0 0 1770 5362 0 0 -1770 899 4616 5 MP stroke 490 | 4 w 491 | DO 492 | SO 493 | 6 w 494 | 0 sg 495 | 899 2846 mt 6261 2846 L 496 | 899 4616 mt 6261 4616 L 497 | 6261 4616 mt 6261 2846 L 498 | 899 4616 mt 899 2846 L 499 | 899 4616 mt 6261 4616 L 500 | 899 4616 mt 899 2846 L 501 | 899 4616 mt 899 4562 L 502 | 899 2846 mt 899 2899 L 503 | 869 4750 mt 504 | (1) s 505 | 1463 4616 mt 1463 4562 L 506 | 1463 2846 mt 1463 2899 L 507 | 1433 4750 mt 508 | (2) s 509 | 2027 4616 mt 2027 4562 L 510 | 2027 2846 mt 2027 2899 L 511 | 1997 4750 mt 512 | (3) s 513 | 2592 4616 mt 2592 4562 L 514 | 2592 2846 mt 2592 2899 L 515 | 2562 4750 mt 516 | (4) s 517 | 3156 4616 mt 3156 4562 L 518 | 3156 2846 mt 3156 2899 L 519 | 3126 4750 mt 520 | (5) s 521 | 3721 4616 mt 3721 4562 L 522 | 3721 2846 mt 3721 2899 L 523 | 3691 4750 mt 524 | (6) s 525 | 4285 4616 mt 4285 4562 L 526 | 4285 2846 mt 4285 2899 L 527 | 4255 4750 mt 528 | (7) s 529 | 4849 4616 mt 4849 4562 L 530 | 4849 2846 mt 4849 2899 L 531 | 4819 4750 mt 532 | (8) s 533 | 5414 4616 mt 5414 4562 L 534 | 5414 2846 mt 5414 2899 L 535 | 5384 4750 mt 536 | (9) s 537 | 5978 4616 mt 5978 4562 L 538 | 5978 2846 mt 5978 2899 L 539 | 5918 4750 mt 540 | (10) s 541 | 899 4616 mt 952 4616 L 542 | 6261 4616 mt 6207 4616 L 543 | 804 4656 mt 544 | (0) s 545 | 899 4262 mt 952 4262 L 546 | 6261 4262 mt 6207 4262 L 547 | 714 4302 mt 548 | (0.5) s 549 | 899 3908 mt 952 3908 L 550 | 6261 3908 mt 6207 3908 L 551 | 804 3948 mt 552 | (1) s 553 | 899 3554 mt 952 3554 L 554 | 6261 3554 mt 6207 3554 L 555 | 714 3594 mt 556 | (1.5) s 557 | 899 3200 mt 952 3200 L 558 | 6261 3200 mt 6207 3200 L 559 | 804 3240 mt 560 | (2) s 561 | 899 2846 mt 952 2846 L 562 | 6261 2846 mt 6207 2846 L 563 | 714 2886 mt 564 | (2.5) s 565 | 899 2846 mt 6261 2846 L 566 | 899 4616 mt 6261 4616 L 567 | 6261 4616 mt 6261 2846 L 568 | 899 4616 mt 899 2846 L 569 | gs 899 2846 5363 1771 rc 570 | DD 571 | 27.6 w 572 | c8 573 | 1 0 6 -1 6 0 5 0 6 0 6 0 5 0 6 -1 574 | 6 0 5 0 6 0 6 -1 5 0 6 0 6 0 5 -1 575 | 6 0 5 0 6 -1 6 0 5 0 6 -1 6 0 5 -1 576 | 6 0 6 0 5 -1 6 0 6 0 5 -1 6 0 5 0 577 | 6 -1 6 0 5 0 6 -1 6 0 5 0 6 0 6 0 578 | 5 -1 6 0 6 0 5 0 6 0 5 0 6 0 6 0 579 | 5 0 6 0 6 0 5 0 6 0 6 0 5 0 6 0 580 | 6 0 5 0 6 1 6 0 5 0 6 0 5 0 6 0 581 | 6 1 5 0 6 0 6 0 5 0 6 0 6 0 5 1 582 | 6 0 6 0 5 0 6 0 5 0 6 1 6 0 5 0 583 | 6 0 6 0 5 0 6 0 6 1 5 0 6 0 6 0 584 | 5 0 6 1 5 0 6 0 6 0 5 1 6 0 6 0 585 | 5 0 6 1 6 0 5 1 6 0 6 0 5 1 6 0 586 | 5 1 6 0 6 1 5 0 6 1 6 0 5 1 6 0 587 | 6 1 5 0 6 1 6 0 5 1 6 0 6 1 5 0 588 | 6 1 5 0 6 1 6 0 5 1 6 0 6 1 5 0 589 | 6 0 6 0 5 1 6 0 6 0 5 0 6 0 5 1 590 | 6 0 6 0 5 0 6 0 6 0 5 0 6 0 6 0 591 | 5 -1 6 0 6 0 5 0 6 0 5 0 6 -1 6 0 592 | 5 0 6 0 6 0 5 -1 6 0 6 0 5 0 6 -1 593 | 6 0 5 0 6 0 6 0 5 -1 6 0 5 0 6 0 594 | 6 -1 5 0 6 0 6 0 5 -1 6 0 6 0 5 -1 595 | 6 0 6 0 5 -1 6 0 5 0 6 -1 6 0 5 -1 596 | 6 0 6 -1 5 0 6 -1 6 0 5 -1 6 0 6 -1 597 | 5 0 6 -1 5 -1 6 0 6 -1 5 -1 6 0 6 -1 598 | 5 -1 6 -1 6 0 5 -1 6 -1 6 0 5 -1 6 -1 599 | 5 0 6 -1 6 -1 5 0 6 -1 6 0 5 -1 6 0 600 | 6 -1 5 0 6 0 6 -1 5 0 6 0 6 -1 5 0 601 | 6 0 5 0 6 0 6 0 5 0 6 0 6 -1 5 1 602 | 6 0 6 0 5 0 6 0 6 0 5 0 6 0 5 0 603 | 6 0 6 1 5 0 6 0 6 0 5 0 6 0 6 1 604 | 5 0 6 0 6 0 5 0 6 1 5 0 6 0 6 0 605 | 5 0 6 1 6 0 5 0 6 0 6 1 5 0 6 0 606 | 6 1 5 0 6 1 6 0 5 0 6 1 5 0 6 1 607 | 6 1 5 0 6 1 6 1 5 1 6 0 6 1 5 1 608 | 6 1 6 1 5 1 6 1 5 1 6 1 6 1 5 1 609 | 6 1 6 1 5 2 6 1 6 1 5 1 6 1 6 1 610 | 5 1 6 1 5 2 4579 3890 300 MP stroke 611 | 6 1 6 1 5 1 6 1 6 0 5 1 6 1 6 1 612 | 5 1 6 0 6 1 5 0 6 1 5 0 6 1 6 0 613 | 5 0 6 1 6 0 5 0 6 0 6 0 5 0 6 0 614 | 6 0 5 0 6 0 6 0 5 0 6 0 5 -1 6 0 615 | 6 0 5 0 6 -1 6 0 5 0 6 -1 6 0 5 0 616 | 6 -1 6 0 5 0 6 -1 5 0 6 -1 6 0 5 0 617 | 6 -1 6 0 5 -1 6 0 6 -1 5 -1 6 0 6 -1 618 | 5 -1 6 0 5 -1 6 -1 6 -1 5 -1 6 -1 6 -1 619 | 5 -1 6 -1 6 -1 5 -1 6 -2 6 -1 5 -1 6 -2 620 | 6 -1 5 -1 6 -2 5 -2 6 -1 6 -2 5 -1 6 -2 621 | 6 -1 5 -2 6 -2 6 -1 5 -2 6 -1 6 -2 5 -2 622 | 6 -1 5 -1 6 -2 6 -1 5 -2 6 -1 6 -1 5 -1 623 | 6 -1 6 -1 5 -1 6 -1 6 -1 5 -1 6 0 5 -1 624 | 6 0 6 -1 5 0 6 0 6 -1 5 0 6 0 6 0 625 | 5 0 6 0 6 0 5 0 6 0 5 0 6 0 6 1 626 | 5 0 6 0 6 0 5 1 6 0 6 0 5 1 6 0 627 | 6 0 5 1 6 0 6 1 5 0 6 1 5 0 6 1 628 | 6 0 5 1 6 0 6 1 5 0 6 1 6 1 5 1 629 | 6 1 6 0 5 1 6 1 5 2 6 1 6 1 5 1 630 | 6 2 6 1 5 2 6 1 6 2 5 2 6 2 6 2 631 | 5 2 6 2 5 2 6 2 6 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36 6 36 6 34 679 | 5 34 6 32 6 30 5 29 6 26 6 25 5 22 6 20 680 | 6 17 5 15 6 12 5 9 6 6 6 3 5 0 6 -3 681 | 6 -6 5 -9 6 -13 6 -15 5 -19 6 -21 6 -24 5 -27 682 | 6 -30 5 -32 6 -34 6 -37 5 -39 6 -41 6 -42 5 -44 683 | 6 -45 6 -46 5 -47 6 -48 6 -48 5 -48 6 -48 5 -48 684 | 6 -48 6 -47 5 -46 6 -45 6 -44 5 -43 6 -41 6 -40 685 | 5 -37 6 -36 6 -34 5 -32 6 -30 5 -28 6 -25 6 -24 686 | 5 -21 6 -19 6 -16 1203 4455 300 MP stroke 687 | 5 -15 6 -13 6 -10 5 -9 6 -7 6 -5 5 -3 6 -2 688 | 6 -1 5 1 6 1 5 3 6 3 6 4 5 5 6 5 689 | 6 5 5 5 6 5 6 5 5 5 6 5 6 4 5 3 690 | 6 3 5 2 6 1 6 1 5 0 6 -1 6 -2 5 -3 691 | 6 -3 6 -4 5 -5 6 -6 6 -7 5 -7 6 -7 5 -8 692 | 6 -9 6 -8 5 -9 6 -9 6 -9 5 -9 6 -9 6 -9 693 | 5 -8 6 -8 6 -7 5 -7 6 -6 2 -3 902 4617 55 MP stroke 694 | gr 695 | 696 | 27.6 w 697 | c8 698 | DD 699 | 0 sg 700 | %%IncludeResource: font Helvetica-Bold 701 | /Helvetica-Bold /WindowsLatin1Encoding 144 FMSR 702 | 703 | 1342 2753 mt 704 | (Structure factor calculated from g\(r\) using Fourier transfo\ 705 | rmation) s 706 | %%IncludeResource: font Helvetica-Bold 707 | /Helvetica-Bold /WindowsLatin1Encoding 108 FMSR 708 | 709 | 3410 4920 mt 710 | (q \(\305) s 711 | %%IncludeResource: font Helvetica-Bold 712 | /Helvetica-Bold /WindowsLatin1Encoding 84 FMSR 713 | 714 | 3619 4866 mt 715 | (-1) s 716 | %%IncludeResource: font Helvetica-Bold 717 | /Helvetica-Bold /WindowsLatin1Encoding 108 FMSR 718 | 719 | 3714 4920 mt 720 | (\)) s 721 | 635 3837 mt -90 rotate 722 | (S\(q\)) s 723 | 90 rotate 724 | %%IncludeResource: font Helvetica 725 | /Helvetica /WindowsLatin1Encoding 120 FMSR 726 | 727 | 882 4659 mt 728 | ( ) s 729 | 6245 2888 mt 730 | ( ) s 731 | SO 732 | 6 w 733 | 1 sg 734 | 0 206 3337 0 0 -206 2865 3112 4 MP 735 | PP 736 | -3337 0 0 206 3337 0 0 -206 2865 3112 5 MP stroke 737 | 4 w 738 | DO 739 | SO 740 | 6 w 741 | 0 sg 742 | 2865 2906 mt 6202 2906 L 743 | 2865 3112 mt 6202 3112 L 744 | 6202 3112 mt 6202 2906 L 745 | 2865 3112 mt 2865 2906 L 746 | 2865 3112 mt 6202 3112 L 747 | 2865 3112 mt 2865 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0.0207299 -7.10099 351 | 350001 0.0207095 -6.99933 352 | 351001 0.0206006 -6.98743 353 | 352001 0.0206793 -7.02541 354 | 353001 0.020617 -6.92979 355 | 354001 0.0208387 -7.0437 356 | 355001 0.0207254 -6.98147 357 | 356001 0.0206781 -7.04743 358 | 357001 0.0206805 -6.96108 359 | 358001 0.0209376 -7.02026 360 | 359001 0.0208514 -7.00528 361 | 360001 0.0208305 -6.87883 362 | 361001 0.0206004 -7.00153 363 | 362001 0.0204575 -6.97569 364 | 363001 0.0206411 -6.93537 365 | 364001 0.0208576 -6.96292 366 | 365001 0.020654 -6.95809 367 | 366001 0.020946 -7.06225 368 | 367001 0.02118 -7.11501 369 | 368001 0.0210524 -7.19179 370 | 369001 0.0213657 -7.12969 371 | 370001 0.0211872 -7.12398 372 | 371001 0.0211657 -7.01969 373 | 372001 0.0208895 -7.08359 374 | 373001 0.0208422 -6.96732 375 | 374001 0.0203992 -6.93368 376 | 375001 0.0206128 -6.80452 377 | 376001 0.0207708 -6.85635 378 | 377001 0.0205213 -6.93361 379 | 378001 0.0202801 -6.85941 380 | 379001 0.0205129 -6.85523 381 | 380001 0.0205134 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412001 0.0203886 -6.76203 414 | 413001 0.0206086 -6.92782 415 | 414001 0.0206446 -6.8858 416 | 415001 0.0207953 -6.96066 417 | 416001 0.0208173 -6.98754 418 | 417001 0.0207566 -6.8924 419 | 418001 0.0207676 -6.91627 420 | 419001 0.0207007 -6.91233 421 | 420001 0.0211193 -7.02611 422 | 421001 0.0208702 -7.0146 423 | 422001 0.0208889 -7.02473 424 | 423001 0.0209558 -7.02351 425 | 424001 0.0208579 -6.97438 426 | 425001 0.0203461 -6.86306 427 | 426001 0.0201955 -6.7721 428 | 427001 0.0202166 -6.72543 429 | 428001 0.0202592 -6.82437 430 | 429001 0.0203453 -6.86742 431 | 430001 0.0205149 -7.01615 432 | 431001 0.0206416 -7.09207 433 | 432001 0.0206968 -7.10429 434 | 433001 0.0209403 -7.03584 435 | 434001 0.0209397 -7.06637 436 | 435001 0.0213382 -7.14283 437 | 436001 0.0211001 -7.11163 438 | 437001 0.0210441 -7.05148 439 | 438001 0.0209602 -7.03331 440 | 439001 0.0210909 -6.98271 441 | 440001 0.0210058 -7.03159 442 | 441001 0.0209653 -7.02346 443 | 442001 0.0208525 -6.99689 444 | 443001 0.0207654 -6.97708 445 | 444001 0.0206749 -6.93644 446 | 445001 0.0206853 -6.96414 447 | 446001 0.0207713 -6.95516 448 | 447001 0.0205112 -6.92589 449 | 448001 0.0203011 -6.92086 450 | 449001 0.0204026 -6.86027 451 | 450001 0.0205122 -6.85064 452 | 451001 0.0201457 -6.90525 453 | 452001 0.0203069 -6.90895 454 | 453001 0.020242 -6.82865 455 | 454001 0.0202297 -6.76 456 | 455001 0.0202155 -6.80713 457 | 456001 0.0202179 -6.80188 458 | 457001 0.0203229 -6.96162 459 | 458001 0.0204061 -6.92446 460 | 459001 0.0204095 -6.9038 461 | 460001 0.0204039 -6.85458 462 | 461001 0.0203703 -6.89079 463 | 462001 0.0205032 -6.82283 464 | 463001 0.0204827 -6.78242 465 | 464001 0.0202102 -6.80408 466 | 465001 0.020089 -6.80285 467 | 466001 0.0202155 -6.81951 468 | 467001 0.020144 -6.72696 469 | 468001 0.0201504 -6.75668 470 | 469001 0.0203514 -6.7633 471 | 470001 0.0201975 -6.72969 472 | 471001 0.0203051 -6.79619 473 | 472001 0.020541 -6.8648 474 | 473001 0.0207117 -6.94484 475 | 474001 0.0208675 -6.96491 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0.0210479 -7.19222 508 | 507001 0.0211525 -7.12043 509 | 508001 0.0212235 -7.20081 510 | 509001 0.0210873 -7.16425 511 | 510001 0.0212347 -7.18028 512 | 511001 0.0212006 -7.09403 513 | 512001 0.0214094 -7.09947 514 | 513001 0.0210079 -7.13014 515 | 514001 0.020853 -7.09583 516 | 515001 0.0209099 -7.07644 517 | 516001 0.0208666 -7.13318 518 | 517001 0.0211045 -7.07727 519 | 518001 0.0211348 -7.10867 520 | 519001 0.0209453 -7.08603 521 | 520001 0.0208837 -7.02578 522 | 521001 0.0208015 -6.93817 523 | 522001 0.0205997 -6.88592 524 | 523001 0.0204871 -6.99931 525 | 524001 0.0204474 -6.96191 526 | 525001 0.0205506 -6.96442 527 | 526001 0.020617 -6.97721 528 | 527001 0.0207469 -6.9534 529 | 528001 0.0206192 -7.10421 530 | 529001 0.0207639 -7.0467 531 | 530001 0.0207867 -7.03062 532 | 531001 0.0206817 -7.02143 533 | 532001 0.0207475 -7.00905 534 | 533001 0.0208819 -7.1636 535 | 534001 0.0207229 -6.99712 536 | 535001 0.0205865 -7.04126 537 | 536001 0.0205999 -6.89189 538 | 537001 0.0203858 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| 569001 0.0202059 -6.86894 571 | 570001 0.0201631 -6.80419 572 | 571001 0.0206731 -7.06545 573 | 572001 0.0205403 -7.01381 574 | 573001 0.0204792 -6.94991 575 | 574001 0.0206235 -7.00329 576 | 575001 0.0204704 -6.978 577 | 576001 0.0203097 -6.94653 578 | 577001 0.0204828 -6.85756 579 | 578001 0.0203358 -6.82508 580 | 579001 0.0202775 -6.80681 581 | 580001 0.0201099 -6.83417 582 | 581001 0.020137 -6.79861 583 | 582001 0.0202563 -6.78808 584 | 583001 0.0203546 -6.73917 585 | 584001 0.0202662 -6.92339 586 | 585001 0.0200575 -6.69628 587 | 586001 0.019958 -6.67615 588 | 587001 0.0199841 -6.81281 589 | 588001 0.0199211 -6.78189 590 | 589001 0.0198772 -6.73636 591 | 590001 0.0196485 -6.59367 592 | 591001 0.0198509 -6.56035 593 | 592001 0.0197849 -6.51672 594 | 593001 0.0198972 -6.58463 595 | 594001 0.0200158 -6.78276 596 | 595001 0.0200535 -6.73734 597 | 596001 0.0200539 -6.62567 598 | 597001 0.019966 -6.77079 599 | 598001 0.0200162 -6.82304 600 | 599001 0.0200433 -6.76108 601 | 600001 0.020136 -6.7461 602 | 601001 0.0201691 -6.7241 603 | 602001 0.0201006 -6.75511 604 | 603001 0.0202758 -6.8433 605 | 604001 0.0203667 -6.72461 606 | 605001 0.0200329 -6.74998 607 | 606001 0.0203497 -6.73653 608 | 607001 0.0202486 -6.75417 609 | 608001 0.0200768 -6.76903 610 | 609001 0.0198606 -6.70239 611 | 610001 0.0198982 -6.64974 612 | 611001 0.0199701 -6.71917 613 | 612001 0.0199983 -6.73867 614 | 613001 0.0197515 -6.70836 615 | 614001 0.0198264 -6.64096 616 | 615001 0.0197845 -6.68837 617 | 616001 0.0199407 -6.63297 618 | 617001 0.0199143 -6.62302 619 | 618001 0.0200098 -6.63834 620 | 619001 0.0199359 -6.72142 621 | 620001 0.0200991 -6.72419 622 | 621001 0.0200296 -6.61598 623 | 622001 0.0202666 -6.74442 624 | 623001 0.0202353 -6.76355 625 | 624001 0.0200984 -6.78463 626 | 625001 0.0200252 -6.73369 627 | 626001 0.0200083 -6.75831 628 | 627001 0.0202106 -6.66074 629 | 628001 0.0201371 -6.66965 630 | 629001 0.020205 -6.65429 631 | 630001 0.0201074 -6.72219 632 | 631001 0.0200489 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663001 0.0202285 -6.77855 665 | 664001 0.0202649 -6.76626 666 | 665001 0.0204164 -6.8194 667 | 666001 0.0206286 -7.0716 668 | 667001 0.0205157 -6.923 669 | 668001 0.0205924 -7.06819 670 | 669001 0.0207231 -7.06028 671 | 670001 0.0208549 -7.06038 672 | 671001 0.0209349 -7.01724 673 | 672001 0.0210787 -6.97315 674 | 673001 0.0206835 -6.96058 675 | 674001 0.0204501 -6.96577 676 | 675001 0.0204566 -6.8586 677 | 676001 0.0205082 -6.89372 678 | 677001 0.0204171 -6.94536 679 | 678001 0.0205825 -6.96411 680 | 679001 0.0205753 -6.91903 681 | 680001 0.0205922 -6.96891 682 | 681001 0.0204261 -6.95275 683 | 682001 0.0204384 -7.00057 684 | 683001 0.0204113 -6.80658 685 | 684001 0.0204517 -6.89798 686 | 685001 0.0205015 -6.87007 687 | 686001 0.0205179 -6.88197 688 | 687001 0.0204362 -6.92012 689 | 688001 0.0207447 -6.96735 690 | 689001 0.0207914 -7.00392 691 | 690001 0.0206498 -6.96398 692 | 691001 0.020701 -6.99356 693 | 692001 0.0208481 -6.96396 694 | 693001 0.0207444 -7.02616 695 | 694001 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