| 网站首页 | 业界新闻 | 小组 | 威客 | 人才 | 下载频道 | 博客 | 代码贴 | 在线编程 | 编程论坛
欢迎加入我们,一同切磋技术
用户名:   
 
密 码:  
共有 1063 人关注过本帖
标题:这个程序运行停止 高手来看看
只看楼主 加入收藏
终极有效
Rank: 1
等 级:新手上路
帖 子:4
专家分:0
注 册:2011-7-29
结帖率:100%
收藏
已结贴  问题点数:20 回复次数:8 
这个程序运行停止 高手来看看
// EMD.cpp : Defines the entry point for the console application.
//功能:采用平衡态分子动力学算法计算Ar的热传导性能
#include <stdio.h>
#include <stdlib.h>
#include <math.h>
#include <memory.h>
#include <iostream>
//#include <mpi.h>
#define Si   1
#define other  2
//定义全局变量

//MD常数定义
//SW势函数中参数
//硅与硅之间的参数
//数组常数
extern "C" const int nmax=20000, listmax=2000000;
double eps2_De,epsavg_De,sig2_Re,sigavg_Re;

//计算用变量
int rank,p;
int n,ncx,ncy,ncz,nSi;
double tinit; //初始温度
double Mass_tot;

//粒子的位置、速度、受力
double rx0[nmax],ry0[nmax],rz0[nmax];
int typeatom[nmax];
//记录每个粒子的势能
double poten[nmax];
//计算两体有效热流用
double afx[listmax],afy[listmax],afz[listmax];
double arx[listmax],ary[listmax],arz[listmax];

//计算三体有效热流用
int f3count;
int atomi[listmax*3],atomj[listmax*3],atomk[listmax*3];
double afx3[listmax*3],afy3[listmax*3],afz3[listmax*3];

//构件邻居列表用
int pointers[listmax],neighbor[listmax];
//模拟步数等
int timestep,currentstep,totsteps,startmeas,freq;
//模拟区域大小、及其容积
double boxx,boxy,boxz,volume;
//温度、有效热流的均值
double tavg, jxavg,jyavg,jzavg;
//标示相变的参数,接近1时为固相
double topr;
//总能量、动能、势能、温度、动量
double tote,ke,pe,T,px,py,pz;
//有效热流及其分量
double jx,jy,jz,jimx,jimy,jimz,jsdx  ,jsdy,jsdz;

//文件指针
FILE *totflux,*temperature,*imsdflx,*cnstot,*potential,*energy,*datafile;
FILE *avgs,*position,*initpara,*velocity,*force;
//=='y' or 'Y',继续上次计算,否则重新计算

void setfcc()
{
    double xbase[]={0.0, 0.5, 0.5, 0.0, 0.25, 0.25, 0.75, 0.75};
    double ybase[]={0.0, 0.5, 0.0, 0.5, 0.25, 0.75, 0.25, 0.75};
    double zbase[]={0.0, 0.0, 0.5, 0.5, 0.25, 0.75, 0.75, 0.25};
   
    int counter, counter1;
    counter=0, counter1=0;
    for(int ix=0; ix<ncx; ix++)
    {
        for(int iy=0; iy<ncy; iy++)
        {
            for(int iz=0; iz<ncz; iz++)
            {
                for(int i=0; i<8; i++)
                {   
                    counter++;
                    typeatom[counter]=Si;
                    rx[counter]=xbase[i]*a+ix*a;
                    ry[counter]=ybase[i]*a+iy*a;
                    rz[counter]=zbase[i]*a+iz*a;
                }   
            }
        }
    }
                    typeatom[336]=other;
    double RRx,RRy,RRz,k;               
    int ii=0;
   
    for(int i=0;i<n;i++)
    {
        RRx=rx[i]-rx[336];
        RRy=ry[i]-ry[336];
        RRz=rz[i]-rz[336];
        //            if(RRx<0 || RRy<0 || RRz<0) continue;
        //            if(RRx==0 && RRy==0 && RRz==0) continue;
        if(fabs(RRx)<0.5&&fabs(RRy)<0.5&&fabs(RRz)<0.5)
        {
            typeatom[i]=other;
            counter1++;
        }
        if(counter1>=19) break;
    }
    for(int jj=0;jj<n;jj++)
    {
        if(typeatom[jj]==other) ii++;
    }
    nSi=n-ii;
    printf("n=%d\n",n);          //粒子总数
    printf("ii=%d\n",ii);        //杂质数量
    printf("counter=%d\n",counter);
    printf("counter1=%d\n",counter1);
    k=ii/512.0;                 //杂质浓度
    printf("k=%lf\n",k);      
    if(counter!=(n))
        error("setfcc: counter/=n",0);
   
}

double uniform()
{
    int L, C, M;
    static int SEED=0;
   
    L = 1029;
    C = 221591;
    M = 1048576;
   
    SEED = (SEED * L+C)%M;
    return double(SEED)/M;
}

double gauss()
{
    double a1,a3,a5,a7,a9;
    a1=3.949846138;
    a3 = 0.252408784;
    a5 = 0.076542912;
    a7 = 0.008355968;
    a9 = 0.029899776;
   
    double sum=0.0;
   
    for(int i=0;i<12; i++)
        sum=sum+uniform();
   
    double r,r2,res;
    r=(sum-6.0)/4.0;
    r2=r*r;
    res = ((((a9*r2+a7)*r2+a5)*r2+a3)*r2+a1)*r;
    return res;
}

void initvel()
{
    double pxt,pyt,pzt,factor;
    pxt=0.0;
    pyt=0.0;
    pzt=0.0;
    int i;
   
    factor=sqrt(tinit);
    for( i=0; i<n; i++)
    {
        if(typeatom[i]==Si)
        {
            vx[i]=factor*gauss();
            vy[i]=factor*gauss();
            vz[i]=factor*gauss();
            pxt=pxt+vx[i];
            pyt=pyt+vy[i];
            pzt=pzt+vz[i];
        }
        else
        {
            vx[i]=factor*gauss()/sqrt(mass21);
            vy[i]=factor*gauss()/sqrt(mass21);
            vz[i]=factor*gauss()/sqrt(mass21);
            //净动量
            pxt=pxt+vx[i]*mass21;
            pyt=pyt+vy[i]*mass21;
            pzt=pzt+vz[i]*mass21;
        }        
    }
    Mass_tot=(n-nSi)*mass21+nSi;
    double VsubX=pxt/Mass_tot;
    double VsubY=pyt/Mass_tot;
    double VsubZ=pzt/Mass_tot;
   
    //Velsq=∑(m*v*v),即2倍的动能
    double VelsqX=0.0,VelsqY=0.0,VelsqZ=0.0;
    for(i=0; i<n; i++)
    {
        //将系统的总动量置零
        vx[i]=vx[i]-VsubX;
        vy[i]=vy[i]-VsubY;
        vz[i]=vz[i]-VsubZ;
        
        if(typeatom[i]==Si)
        {
            VelsqX=VelsqX+vx[i]*vx[i];
            VelsqY=VelsqY+vy[i]*vy[i];
            VelsqZ=VelsqZ+vz[i]*vz[i];
        }
        else
        {
            VelsqX=VelsqX+vx[i]*vx[i]*mass21;
            VelsqY=VelsqY+vy[i]*vy[i]*mass21;
            VelsqZ=VelsqZ+vz[i]*vz[i]*mass21;
        }
    }
   
    //保证X,Y,Z三个方向的动能相同
    //由于动量是自动守恒的,故这里的自由度为n-1.
    double factorx,factory,factorz;  
    factorx=sqrt((n-1)*tinit/VelsqX);
    factory=sqrt((n-1)*tinit/VelsqY);
    factorz=sqrt((n-1)*tinit/VelsqZ);
    for(i=0; i<n; i++)
    {
        vx[i]=vx[i]*factorx;
        vy[i]=vy[i]*factory;
        vz[i]=vz[i]*factorz;
    }
}

void applypbc(double &rxij, double &ryij, double &rzij)
{
    if(rxij>boxx*0.5)
        rxij=rxij-boxx;
    if(rxij<-boxx*0.5)
        rxij=rxij+boxx;
   
    if(ryij>boxy*0.5)
        ryij=ryij-boxy;
    if(ryij<-boxy*0.5)
        ryij=ryij+boxy;
   
    if(rzij>boxz*0.5)
        rzij=rzij-boxz;
    if(rzij<-boxz*0.5)
        rzij=rzij+boxz;
}

void save()
{
    for(int i=0; i<n; i++)
    {
        rx0[i]=rx[i];
        ry0[i]=ry[i];
        rz0[i]=rz[i];
    }
}

void update()
{
    double rxi,ryi,rzi,rxij,ryij,rzij,rijsq;
   
    double rlistsq;
    rlistsq=rlist*rlist;
    int pair=0;
    if(pair>listmax)
        error("update: listmax is too small\n",0);
    for(int i=0; i<n; i++)
    {
        //        rx0[i]=rx[i];
        //        ry0[i]=ry[i];
        //        rz0[i]=rz[i];
        
        pointers[i]=pair;
        rxi=rx[i];
        ryi=ry[i];
        rzi=rz[i];
        for(int j=0; j<n; j++)
        {
            
            rxij=rxi-rx[j];
            ryij=ryi-ry[j];
            rzij=rzi-rz[j];
            
            //pbc
            if(rxij>boxx*0.5)
                rxij=rxij-boxx;
            if(rxij<-boxx*0.5)
                rxij=rxij+boxx;
            
            if(ryij>boxy*0.5)
                ryij=ryij-boxy;
            if(ryij<-boxy*0.5)
                ryij=ryij+boxy;
            
            if(rzij>boxz*0.5)
                rzij=rzij-boxz;
            if(rzij<-boxz*0.5)
                rzij=rzij+boxz;
            
            rijsq=rxij*rxij+ryij*ryij+rzij*rzij;
            
            if(rijsq<rlistsq)
            {
                neighbor[pair]=j;
                pair++;
                if(pair>listmax)
                    error("update: listmax is too small\n",0);
            }
        }
    }
    pointers[n]=pair;
}

bool checkcomp()
{
    double dispmax;
   
    dispmax=0.0;
    for(int i=0; i<n; i++)
    {
        if(fabs(rx[i]-rx0[i])>dispmax) dispmax=fabs(rx[i]-rx0[i]);
        if(fabs(ry[i]-ry0[i])>dispmax) dispmax=fabs(ry[i]-ry0[i]);
        if(fabs(rz[i]-rz0[i])>dispmax) dispmax=fabs(rz[i]-rz0[i]);
    }
    dispmax=2.0*sqrt(dispmax*dispmax*3.0);
    if(dispmax>(rlist-rcut))
        return true;
    else
        return false;
}
void swforce()
{
    //内存清零
    memset(fx,0,sizeof(double)*nmax);
    memset(fy,0,sizeof(double)*nmax);
    memset(fz,0,sizeof(double)*nmax);
    memset(poten,0,sizeof(double)*nmax);
   
    pe=0.0;
   
    double rxij,ryij,rzij,rijsq,rij;
    double fxij,fyij,fzij;
    double fij,potenij;
    double rcutsq=rcut*rcut-0.001;
    int i,j,k;
   
    //计算两体作用力
    for(i=0; i<n-1; i++)
    {
            for(k=pointers[i]; k<pointers[i+1]; k++)
            {
                j=neighbor[k];
                afx[k]=0.0;
                afy[k]=0.0;
                afz[k]=0.0;
                //只计算与编号大于自身的邻居之间的作用力
                if(i>j) continue;
               
                rxij=rx[i]-rx[j];
                ryij=ry[i]-ry[j];
                rzij=rz[i]-rz[j];
               
                applypbc(rxij,ryij,rzij);
                rijsq=rxij*rxij+ryij*ryij+rzij*rzij;
               
                if(rijsq>rcutsq) continue;
               
                rij=sqrt(rijsq);
                if((typeatom[i]==1)&&( typeatom [j]==1))    //两粒子同为Si原子
                {
                    fij=par_A_si/rij*(4.0*par_B_si/pow(rij,5)+(par_B_si/pow(rij,4)-1.0)/pow(rij-rcut,2))*exp(1.0/(rij-rcut));
                    //计算力在各方向上的分量
                    fxij=fij*rxij;
                    fyij=fij*ryij;
                    fzij=fij*rzij;

                    fx[i]=fx[i]+fxij;
                    fy[i]=fy[i]+fyij;
                    fz[i]=fz[i]+fzij;

                    potenij=par_A_si*(par_B_si/pow(rij,4)-1.0)*exp(1.0/(rij-rcut));
                    poten[i]=poten[i]+potenij*0.5;
                    pe=pe+potenij;

                    fx[j]=fx[j]-fxij;
                    fy[j]=fy[j]-fyij;
                    fz[j]=fz[j]-fzij;
                    poten[j]=poten[j]+potenij*0.5;

                    afx[k]=fxij;
                    afy[k]=fyij;
                    afz[k]=fzij;
                }
                else if((typeatom[i]==2)&&( typeatom [j]==2))   //两粒子同为Ge原子   1.04=sig_ge/sig_si   
                {
                    fij=par_A_ge/rij*(4.0*par_B_ge*1.04/pow(rij,5)+(par_B_ge/pow(rij,4)-1.0)*pow(1.04,2)/pow(rij-rcut,2))*exp(1.04/(rij-rcut));
                    //计算力在各方向上的分量
                    fxij=fij*rxij;
                    fyij=fij*ryij;
                    fzij=fij*rzij;

                    fx[i]=fx[i]+fxij;
                    fy[i]=fy[i]+fyij;
                    fz[i]=fz[i]+fzij;

                    potenij=par_A_ge*(par_B_ge/pow(rij,4)-1.0)*exp(1.04/(rij-rcut));
                    poten[i]=poten[i]+potenij*0.5;
                    pe=pe+potenij;

                    fx[j]=fx[j]-fxij;
                    fy[j]=fy[j]-fyij;
                    fz[j]=fz[j]-fzij;
                    poten[j]=poten[j]+potenij*0.5;

                    afx[k]=fxij;
                    afy[k]=fyij;
                    afz[k]=fzij;
                }
                else if(((typeatom[i]==1)&&( typeatom [j]==2))||((typeatom[i]==2)&&( typeatom [j]==1)))    //Si Ge原子间相互作用!!    1.04=sig_avg/sig_si   
                {
                    fij=par_A_avg/rij*(4.0*par_B_avg*1.02/pow(rij,5)+(par_B_avg/pow(rij,4)-1.0)*pow(1.02,2)/pow(rij-rcut,2))*exp(1.02/(rij-rcut));
                    //计算力在各方向上的分量
                    fxij=fij*rxij;
                    fyij=fij*ryij;
                    fzij=fij*rzij;

                    fx[i]=fx[i]+fxij;
                    fy[i]=fy[i]+fyij;
                    fz[i]=fz[i]+fzij;

                    potenij=par_A_avg*(par_B_avg/pow(rij,4)-1.0)*exp(1.02/(rij-rcut));
                    poten[i]=poten[i]+potenij*0.5;
                    pe=pe+potenij;

                    fx[j]=fx[j]-fxij;
                    fy[j]=fy[j]-fyij;
                    fz[j]=fz[j]-fzij;
                    poten[j]=poten[j]+potenij*0.5;

                    afx[k]=fxij;
                    afy[k]=fyij;
                    afz[k]=fzij;
                }
        }
        
        
        //计算三体作用力
        double dxij,dyij,dzij,dxik,dyik,dzik;
        double rxik,ryik,rzik,riksq,rik;
        double fcvaljx,fcvalkx,fcvaljy,fcvalky,fcvaljz,fcvalkz;
        double cr,er, pij,pik;
        double potenijk;
        f3count=-1;
        for(i=0; i<n; i++)
        {
            //只计算H(i,j,k),对于U3=H(ijk)+H(jki)+H(kij)分别在三次循环中计算
            for(int second=pointers[i]; second<pointers[i+1]-1; second++)
            {
                j=neighbor[second];
                rxij=rx[i]-rx[j];
                ryij=ry[i]-ry[j];
                rzij=rz[i]-rz[j];
                applypbc(rxij,ryij,rzij);
               
                rijsq=rxij*rxij+ryij*ryij+rzij*rzij;
                if(rijsq>rcutsq) continue;
               
                rij=sqrt(rijsq);
                dxij=rxij/rij;
                dyij=ryij/rij;
                dzij=rzij/rij;
                for(int third=second+1; third<pointers[i+1]; third++)
                {
                    k=neighbor[third];
                    rxik=rx[i]-rx[k];
                    ryik=ry[i]-ry[k];
                    rzik=rz[i]-rz[k];
                    
                    applypbc(rxik,ryik,rzik);
                    
                    riksq=rxik*rxik+ryik*ryik+rzik*rzik;
                    if(riksq>rcutsq) continue;
                    
                    rik=sqrt(riksq);
                    dxik=rxik/rik;
                    dyik=ryik/rik;
                    dzik=rzik/rik;
                    
                    cr=dxij*dxik+dyij*dyik+dzij*dzik;  //cosθ213
                    if((typeatom[i]==1)&&(typeatom[j]==1)&&(typeatom[k]==1))//三种粒子同是Si
                    {
                     er=par_lamda_si*(cr+1.0/3.0)*exp(par_gama_si/(rij-rcut)+par_gama_si/(rik-rcut));
                     pij=par_gama_si*(cr+1.0/3.0)/pow(rij-rcut,2);
                     pik=par_gama_si*(cr+1.0/3.0)/pow(rik-rcut,2);

                     fcvaljx=-er*(pij*dxij+2.0*(cr*dxij-dxik)/rij);
                     fcvalkx=-er*(pik*dxik+2.0*(cr*dxik-dxij)/rik);

                     fx[i]= fx[i]-fcvaljx-fcvalkx;
                     fx[j]= fx[j]+fcvaljx;
                     fx[k]=fx[k]+fcvalkx;

                     fcvaljy=-er*(pij*dyij+2.0*(cr*dyij-dyik)/rij);
                     fcvalky=-er*(pik*dyik+2.0*(cr*dyik-dyij)/rik);

                     fy[i]= fy[i]-fcvaljy-fcvalky;
                     fy[j]= fy[j]+fcvaljy;
                     fy[k]= fy[k]+fcvalky;

                     fcvaljz=-er*(pij*dzij+2.0*(cr*dzij-dzik)/rij);
                     fcvalkz=-er*(pik*dzik+2.0*(cr*dzik-dzij)/rik);

                     fz[i]= fz[i]-fcvaljz-fcvalkz;
                     fz[j]= fz[j]+fcvaljz;
                     fz[k]= fz[k]+fcvalkz;

                     potenijk=er*(cr+1.0/3.0);
                     //根据能量均分理论
                     poten[i]= poten[i]+potenijk/3.0;
                     poten[j]= poten[j]+potenijk/3.0;
                     poten[k]= poten[k]+potenijk/3.0;

                      //记录三体作用力对有效热流的贡献
                     f3count++;
                     atomi[f3count]=i;//i,j,k均为全局编号
                     atomj[f3count]=j;
                     atomk[f3count]=k;

                     afx3[f3count]=-fcvaljx-fcvalkx;
                     afy3[f3count]=-fcvaljy-fcvalky;
                     afz3[f3count]=-fcvaljz-fcvalkz;

                     f3count++;
                     atomi[f3count]=j;
                     atomj[f3count]=i;
                     atomk[f3count]=k;

                     afx3[f3count]=fcvaljx;
                     afy3[f3count]=fcvaljy;
                     afz3[f3count]=fcvaljz;
                 
                     f3count++;
                     atomi[f3count]=k;
                     atomj[f3count]=i;
                     atomk[f3count]=j;
         
                     afx3[f3count]=fcvalkx;
                     afy3[f3count]=fcvalky;
                     afz3[f3count]=fcvalkz;
                    }
                    else if((typeatom[i]==2)&&(typeatom[j]==2)&&(typeatom[k]==2))//三个粒子同为Ge
                    {
                     er=par_lamda_ge*(cr+1.0/3.0)*exp(par_gama_ge/(rij-rcut)+par_gama_ge/(rik-rcut));
                     pij=par_gama_ge*1.04*(cr+1.0/3.0)/pow(rij-rcut,2);
                     pik=par_gama_ge*1.04*(cr+1.0/3.0)/pow(rik-rcut,2);

                     fcvaljx=-er*(pij*dxij+2.0*1.04*(cr*dxij-dxik)/rij);
                     fcvalkx=-er*(pik*dxik+2.0*1.04*(cr*dxik-dxij)/rik);

                     fx[i]= fx[i]-fcvaljx-fcvalkx;
                     fx[j]= fx[j]+fcvaljx;
                     fx[k]= fx[k]+fcvalkx;

                     fcvaljy=-er*(pij*dyij+2.0*1.04*(cr*dyij-dyik)/rij);
                     fcvalky=-er*(pik*dyik+2.0*1.04*(cr*dyik-dyij)/rik);

                     fy[i]= fy[i]-fcvaljy-fcvalky;
                     fy[j]= fy[j]+fcvaljy;
                     fy[k]= fy[k]+fcvalky;

                     fcvaljz=-er*(pij*dzij+2.0*1.04*(cr*dzij-dzik)/rij);
                     fcvalkz=-er*(pik*dzik+2.0*1.04*(cr*dzik-dzij)/rik);

                     fz[i]= fz[i]-fcvaljz-fcvalkz;
                     fz[j]= fz[j]+fcvaljz;
                     fz[k]= fz[k]+fcvalkz;

                     potenijk=er*(cr+1.0/3.0);

                     poten[i]= poten[i]+potenijk/3.0;
                     poten[j]= poten[j]+potenijk/3.0;
                     poten[k]= poten[k]+potenijk/3.0;

                      //记录三体作用力对有效热流的贡献
                     f3count++;
                     atomi[f3count]=i;//i,j,k均为全局编号
                     atomj[f3count]=j;
                     atomk[f3count]=k;

                     afx3[f3count]=-fcvaljx-fcvalkx;
                     afy3[f3count]=-fcvaljy-fcvalky;
                     afz3[f3count]=-fcvaljz-fcvalkz;

                     f3count++;
                     atomi[f3count]=j;
                     atomj[f3count]=i;
                     atomk[f3count]=k;

                     afx3[f3count]=fcvaljx;
                     afy3[f3count]=fcvaljy;
                     afz3[f3count]=fcvaljz;
                 
                     f3count++;
                     atomi[f3count]=k;
                     atomj[f3count]=i;
                     atomk[f3count]=j;
         
                     afx3[f3count]=fcvalkx;
                     afy3[f3count]=fcvalky;
                     afz3[f3count]=fcvalkz;
                    }
                    else
                    {
                     er=par_lamda_avg*(cr+1.0/3.0)*exp(par_gama_avg/(rij-rcut)+par_gama_avg/(rik-rcut));
                     pij=par_gama_avg*1.02*(cr+1.0/3.0)/pow(rij-rcut,2);
                     pik=par_gama_avg*1.02*(cr+1.0/3.0)/pow(rik-rcut,2);

                     fcvaljx=-er*(pij*dxij+2.0*1.02*(cr*dxij-dxik)/rij);
                     fcvalkx=-er*(pik*dxik+2.0*1.02*(cr*dxik-dxij)/rik);

                     fx[i]= fx[i]-fcvaljx-fcvalkx;
                     fx[j]= fx[j]+fcvaljx;
                     fx[k]= fx[k]+fcvalkx;

                     fcvaljy=-er*(pij*dyij+2.0*1.02*(cr*dyij-dyik)/rij);
                     fcvalky=-er*(pik*dyik+2.0*1.02*(cr*dyik-dyij)/rik);

                     fy[i]= fy[i]-fcvaljy-fcvalky;
                     fy[j]= fy[j]+fcvaljy;
                     fy[k]= fy[k]+fcvalky;

                     fcvaljz=-er*(pij*dzij+2.0*1.02*(cr*dzij-dzik)/rij);
                     fcvalkz=-er*(pik*dzik+2.0*1.02*(cr*dzik-dzij)/rik);

                     fz[i]= fz[i]-fcvaljz-fcvalkz;
                     fz[j]= fz[j]+fcvaljz;
                     fz[k]= fz[k]+fcvalkz;

                     potenijk=er*(cr+1.0/3.0);

                     poten[i]= poten[i]+potenijk/3.0;
                     poten[j]= poten[j]+potenijk/3.0;
                     poten[k]= poten[k]+potenijk/3.0;

                      //记录三体作用力对有效热流的贡献
                     f3count++;
                     atomi[f3count]=i;//i,j,k均为全局编号
                     atomj[f3count]=j;
                     atomk[f3count]=k;

                     afx3[f3count]=-fcvaljx-fcvalkx;
                     afy3[f3count]=-fcvaljy-fcvalky;
                     afz3[f3count]=-fcvaljz-fcvalkz;

                     f3count++;
                     atomi[f3count]=j;
                     atomj[f3count]=i;
                     atomk[f3count]=k;

                     afx3[f3count]=fcvaljx;
                     afy3[f3count]=fcvaljy;
                     afz3[f3count]=fcvaljz;
                 
                     f3count++;
                     atomi[f3count]=k;
                     atomj[f3count]=i;
                     atomk[f3count]=j;
         
                     afx3[f3count]=fcvalkx;
                     afy3[f3count]=fcvalky;
                     afz3[f3count]=fcvalkz;
                    }
                }
            }
        }
    }   
}

//采用velocity verlet积分算法,对位移、速度进行积分。
//位移前进一步,速度前进半步
void move1()
{
    double dtsq;
    dtsq=dt*dt;
    for(int i=0; i<n; i++)
    {
        if(typeatom[i]==Si)
        {
            rx[i]=rx[i]+dt*vx[i]+dtsq*fx[i]*0.5;
            ry[i]=ry[i]+dt*vy[i]+dtsq*fy[i]*0.5;
            rz[i]=rz[i]+dt*vz[i]+dtsq*fz[i]*0.5;
            vx[i]=vx[i]+fx[i]*dt*0.5;
            vy[i]=vy[i]+fy[i]*dt*0.5;
            vz[i]=vz[i]+fz[i]*dt*0.5;
        }
        else if(typeatom[i]==other)
        {
            rx[i]=rx[i]+dt*vx[i]+dtsq*fx[i]*0.5/mass21;
            ry[i]=ry[i]+dt*vy[i]+dtsq*fy[i]*0.5/mass21;
            rz[i]=rz[i]+dt*vz[i]+dtsq*fz[i]*0.5/mass21;
            vx[i]=vx[i]+fx[i]*dt*0.5/mass21;
            vy[i]=vy[i]+fy[i]*dt*0.5/mass21;
            vz[i]=vz[i]+fz[i]*dt*0.5/mass21;
        }
    }
}

//速度前进半步
void move2()
{
    for(int i=0; i<n; i++)
    {
        if(typeatom[i]==Si)
        {
            vx[i]=vx[i]+fx[i]*dt*0.5;
            vy[i]=vy[i]+fy[i]*dt*0.5;
            vz[i]=vz[i]+fz[i]*dt*0.5;
        }
        else if(typeatom[i]==other)
        {
            vx[i]=vx[i]+fx[i]*dt*0.5/mass21;
            vy[i]=vy[i]+fy[i]*dt*0.5/mass21;
            vz[i]=vz[i]+fz[i]*dt*0.5/mass21;
        }
    }
}

void sumkemom()
{
    px=0.0;
    py=0.0;
    pz=0.0;
    ke=0.0;
    T=0.0;
   
    for(int i=0; i<n; i++)
    {
        if(typeatom[i]==Si)
        {
            px=px+vx[i];
            py=py+vy[i];
            pz=pz+vz[i];
            ke=ke+vx[i]*vx[i]+vy[i]*vy[i]+vz[i]*vz[i];   
        }
        else if(typeatom[i]==other)
        {
            px=px+mass21*vx[i];
            py=py+mass21*vy[i];
            pz=pz+mass21*vz[i];
            ke=ke+mass21*(vx[i]*vx[i]+vy[i]*vy[i]+vz[i]*vz[i]);   
        }
    }
    T=ke/(3.0*n);
    ke=ke*0.5;
   
    if(timestep>startmeas)
        tavg=tavg+T;
}

//注意这里使用到系统的动能、动量。因此,系统的动能、动量必须在此之前求出。
void adjusttemperature()
{
    double Psq=px*px+py*py+pz*pz;
    //临时变量
    double TempA=2.0*ke-Psq/Mass_tot;
    double TempB=3.0*n*tinit-Psq/Mass_tot;
   
    double factor=sqrt(TempB/TempA);
    double VsubX=(factor-1.0)*px/Mass_tot;
    double VsubY=(factor-1.0)*py/Mass_tot;
    double VsubZ=(factor-1.0)*pz/Mass_tot;
   
    //对于所有原子进行速度的调整
    //???但是对于不同质量的原子进行同比例的速度的缩放是否合适???
    for(int i=0; i<n; i++)
    {
        vx[i]=vx[i]*factor-VsubX;
        vy[i]=vy[i]*factor-VsubY;
        vz[i]=vz[i]*factor-VsubZ;
    }
}

void getflux()
{
    jimx=0.0;
    jimy=0.0;
    jimz=0.0;
    jsdx=0.0;
    jsdy=0.0;
    jsdz=0.0;
   
    int pairstart,pairstop,j;
    double fdotv,velsqi;
    for(int i=0; i<n; i++)
    {
        pairstart=pointers[i];
        pairstop=pointers[i+1]-1;
        if(pairstart<=pairstop)
        {
            for(int k=pairstart; k<=pairstop;k++)
            {
                j=neighbor[k];
                fdotv=afx[k]*vx[i]+afy[k]*vy[i]+afz[k]*vz[i];
                jimx=jimx+arx[k]*fdotv;
                jimy=jimy+ary[k]*fdotv;
                jimz=jimz+arz[k]*fdotv;
               
                fdotv=afx[k]*vx[j]+afy[k]*vy[j]+afz[k]*vz[j];
                jimx=jimx+arx[k]*fdotv;
                jimy=jimy+ary[k]*fdotv;
                jimz=jimz+arz[k]*fdotv;
            }
        }
        if(typeatom[i]==Si)
            velsqi=(vx[i]*vx[i]+vy[i]*vy[i]+vz[i]*vz[i])*0.5;
        else if(typeatom[i]==other)
            velsqi=mass21*(vx[i]*vx[i]+vy[i]*vy[i]+vz[i]*vz[i])*0.5;
        jsdx=jsdx+(velsqi+poten[i])*vx[i];
        jsdy=jsdy+(velsqi+poten[i])*vy[i];
        jsdz=jsdz+(velsqi+poten[i])*vz[i];
    }
    jimx=jimx*0.5/volume;
    jimy=jimy*0.5/volume;
    jimz=jimz*0.5/volume;
    jsdx=jsdx/volume;
    jsdy=jsdy/volume;
    jsdz=jsdz/volume;
   
    jx=jimx+jsdx;
    jy=jimy+jsdy;
    jz=jimz+jsdz;
   
    jxavg=jxavg+jx;
    jyavg=jyavg+jy;
    jzavg=jzavg+jz;
}


int main(int argc, char* argv[])
{
    //    MPI_Init(&argc,&argv);                 //MPI程序初始化
    //    MPI_Comm_rank(MPI_COMM_WORLD,&rank);
    //    MPI_Comm_size(MPI_COMM_WORLD,&p);
    openfiles();
   
    readinitpara();
    if(totsteps<=startmeas)
        error("totsteps<=startmeas", 0);
   
    //温度无量纲化
    tinit=tinit*kb/eps;
    eps2_De=eps2/eps;
    epsavg_De=epsavg/eps;
    sig2_Re=sig2/sig;
    sigavg_Re=sigavg/sig;
    n=8*ncx*ncy*ncz; //总粒子数
    //    cout<<"粒子总数为:"<<n<<endl;
    if(nmax<n)
        error("nmax<n", 0);
   
    //模拟区域的大小
    boxx=a*ncx;
    boxy=a*ncy;
    boxz=a*ncz;
    volume=boxx*boxy*boxz;
    writeinitpara();
   
    //初始化参数
    tavg=0.0;
    jxavg=0.0;
    jyavg=0.0;
    jzavg=0.0;
   
    timestep=1;
    currentstep=1;
   
    setfcc();
    writepos();
   
    initvel();
    writevel();
   
    save();
    update();
    swforce();
    writeforce();
    writepotential();
   
    sumkemom();
    tote=ke+pe;
   
    writetemperature();
    writeenergy();
   
    //时间演进
    bool res;
    for(timestep=currentstep+1; timestep<=totsteps;timestep++)
    {
        if(timestep%1000==0) printf("%7d\n",timestep);
        move1();
        res=checkcomp();
        if(res)
        {
            save();
            update();
        }
        swforce();
        move2();
        
        sumkemom();
        tote=ke+pe;
        
        if(timestep%freq==0)
        {
            writeenergy();
            writetemperature();
            writepotential();
        }
        //注意:sumkemom必须在adjusttemperature之前执行
        if((timestep<startmeas/2)&&(timestep%5==0))
            adjusttemperature();        
        
        if(timestep%50000==0)
        {
            writepos();
            writevel();
            writeforce();
        }
        //从startmeas开始,每步计算一次有效热流
        if(timestep>=startmeas)
        {
            getflux();
            writeflux();
        }
        /*
        if(timestep%100==0)
        {
        top();
        writetop();
        }
        */
    }
   
    if(currentstep>startmeas)
        startmeas=currentstep;
    tavg=tavg/(totsteps-startmeas);
    jxavg=jxavg/(totsteps-startmeas);
    jyavg=jyavg/(totsteps-startmeas);
    jzavg=jzavg/(totsteps-startmeas);
    writeavgs();
    return 0;
    //    MPI_Finalize();
}
搜索更多相关主题的帖子: include double 动力学 平衡 
2011-07-29 15:23
linux_tony
Rank: 1
等 级:新手上路
帖 子:3
专家分:5
注 册:2011-7-11
收藏
得分:3 
2011-07-29 19:26
终极有效
Rank: 1
等 级:新手上路
帖 子:4
专家分:0
注 册:2011-7-29
收藏
得分:0 
回复 2楼 linux_tony
啥意思
2011-07-29 20:50
林发扬
Rank: 2
等 级:论坛游民
帖 子:38
专家分:56
注 册:2011-4-12
收藏
得分:3 
牛啊,好好鬼死长啊
2011-07-29 22:19
qq616828831
Rank: 1
等 级:新手上路
帖 子:3
专家分:3
注 册:2011-7-30
收藏
得分:3 
C语言高手啊!编写了都多少行代码了 - -
2011-07-30 00:15
khaz
Rank: 3Rank: 3
等 级:论坛游侠
帖 子:130
专家分:188
注 册:2011-4-21
收藏
得分:3 
      rx[counter]=xbase[i]*a+ix*a;
      ry[counter]=ybase[i]*a+iy*a;
      rz[counter]=zbase[i]*a+iz*a;
rx 等在哪声明的?
2011-07-30 08:27
laoyang103
Rank: 19Rank: 19Rank: 19Rank: 19Rank: 19Rank: 19
来 自:内蒙古包头
等 级:贵宾
威 望:19
帖 子:3082
专家分:11056
注 册:2010-5-22
收藏
得分:3 
写了多少天啊  这么长

                                         
===========深入<----------------->浅出============
2011-07-30 09:05
stophin
Rank: 7Rank: 7Rank: 7
等 级:黑侠
威 望:3
帖 子:227
专家分:618
注 册:2010-3-26
收藏
得分:3 
好多变量没定义啊
2011-07-30 10:26
终极有效
Rank: 1
等 级:新手上路
帖 子:4
专家分:0
注 册:2011-7-29
收藏
得分:0 
回复 7楼 laoyang103
开始声明都删去了,长度有限制,我正在找原因
2011-07-30 11:50
快速回复:这个程序运行停止 高手来看看
数据加载中...
 
   



关于我们 | 广告合作 | 编程中国 | 清除Cookies | TOP | 手机版

编程中国 版权所有,并保留所有权利。
Powered by Discuz, Processed in 0.024847 second(s), 7 queries.
Copyright©2004-2024, BCCN.NET, All Rights Reserved