opengl混合效果

效果如下图：
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" 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" alt="" />

上图为不同画图顺序下混合的出来的效果图 。

源码：

#include <GL/gl.h>
#include <GL/glut.h>
static int leftFirst = GL_TRUE;
static void init(void)
{
    glEnable(GL_BLEND);
    glBlendFunc(GL_SRC_ALPHA,GL_ONE_MINUS_SRC_ALPHA);
    glShadeModel(GL_FLAT);
    glClearColor(0.0,0.0,0.0,0.0);
}

static void drawLeft()
{
    glBegin(GL_TRIANGLES);
        glColor4f(1.0f,1.0f,0.0f,0.75f);
        glVertex3f(0.1f,0.9f,0.0f);
        glVertex3f(0.1f,0.1f,0.0f);
        glVertex3f(0.7f,0.5,0.0f);
    glEnd();
}

static void drawRight()
{
    glBegin(GL_TRIANGLES);
        glColor4f(0.0f,1.0f,1.0f,0.75f);
        glVertex3f(0.9f,0.9f,0.0f);
        glVertex3f(0.3f,0.5f,0.0f);
        glVertex3f(0.9f,0.1,0.0f);
    glEnd();
}

void display(void)
{
    glClear(GL_COLOR_BUFFER_BIT);

    if(leftFirst){
        drawLeft();
        drawRight();
    }
    else{
        drawRight();
        drawLeft();
    }

    glFlush();
}

void reshape(int w,int h)
{
    glViewport(,,(GLsizei)w,(GLsizei)h);

    glMatrixMode(GL_PROJECTION);
    glLoadIdentity();
    if(w<h)
        gluOrtho2D(0.0,1.0,0.0,1.0*(GLfloat)h/(GLfloat)w);
    else
        gluOrtho2D(0.0,1.0*((GLfloat)w/(GLfloat)h),0.0,1.0);
}

void keyboard(unsigned char key,int x,int y)
{
    switch(key)
    {
    case 't':
    case 'T':
        leftFirst=!leftFirst;
        glutPostRedisplay();
        break;
    case :
        exit();
        break;
    default:
        break;
    }
}

int main(int argc,char **argv)
{
    glutInit(&argc,argv);
    glutInitDisplayMode(GLUT_SINGLE|GLUT_RGB);
    glutInitWindowSize(,);
    glutCreateWindow(argv[]);
    init();
    glutReshapeFunc(reshape);
    glutKeyboardFunc(keyboard);
    glutDisplayFunc(display);

    glutMainLoop();
    return ;

}

例二：
效果图如下：

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" 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" alt="" />

左图为按下按键a初始效果图；右图为按下r键后物体逐渐互换z轴位置，注意两个效果中混合度跟深度的关系。

源码：

#include <GL/gl.h>
#include <GL/glut.h>

#define MAXZ 8.0
#define MINZ -8.0
#define ZINC 0.4
static float solidZ = MAXZ;
static float transparentZ = MINZ;
static GLuint sphereList,cubeList;

static void init(void)
{
    GLfloat mat_specular [] ={1.0,1.0,1.0,0.15};
    GLfloat mat_shininess [] ={100.0};
    GLfloat position [] ={0.5,0.5,1.0,0.0};

    glMaterialfv(GL_FRONT,GL_SPECULAR,mat_specular);
    glMaterialfv(GL_FRONT,GL_SHININESS,mat_shininess);
    glLightfv(GL_LIGHT0,GL_POSITION,position);

    glEnable(GL_LIGHTING);
    glEnable(GL_LIGHT0);
    glEnable(GL_DEPTH_TEST);

    sphereList = glGenLists();
    glNewList(sphereList,GL_COMPILE);
        glutSolidSphere(0.4,,);
    glEndList();

    cubeList = glGenLists();
    glNewList(cubeList,GL_COMPILE);
        glutSolidCube(0.6);
    glEndList();
}

void display(void)
{
    GLfloat mat_solid [] ={0.75,0.75,0.0,1.0};
    GLfloat mat_zero[] = {0.0,0.0,0.0,1.0};
    GLfloat mat_transparent [] ={0.0,0.8,0.8,0.6};
    GLfloat mat_emission [] ={0.0,0.3,0.3,0.6};

    glClear(GL_COLOR_BUFFER_BIT|GL_DEPTH_BUFFER_BIT);

    glPushMatrix();
        glTranslatef(-0.15,-0.15,solidZ);
        glMaterialfv(GL_FRONT,GL_EMISSION,mat_zero);
        glMaterialfv(GL_FRONT,GL_DIFFUSE,mat_solid);
        glCallList(sphereList);
    glPopMatrix();

    glPushMatrix();
        glTranslatef(0.15,0.15,transparentZ);
        glRotatef(15.0,1.0,1.0,0.0);
        glRotatef(30.0,0.0,1.0,0.0);
        glMaterialfv(GL_FRONT,GL_EMISSION,mat_emission);
        glMaterialfv(GL_FRONT,GL_DIFFUSE,mat_transparent);
        glEnable(GL_BLEND);
        glDepthMask(GL_FALSE);
        glBlendFunc(GL_SRC_ALPHA,GL_ONE);
        glCallList(cubeList);
        glDepthMask(GL_TRUE);
        glDisable(GL_BLEND);
    glPopMatrix();

    glutSwapBuffers();
}

void reshape(int w,int h)
{
    glViewport(,,(GLint)w,(GLint)h);
    glMatrixMode(GL_PROJECTION);
    glLoadIdentity();
    if(w<=h){
        glOrtho(-1.5,1.5,-1.5*(GLfloat)h/(GLfloat)w,1.5*(GLfloat)h/(GLfloat)w,-10.0,10.0);
    }else{
        glOrtho(-1.5*(GLfloat)w/(GLfloat)h,1.5*(GLfloat)w/(GLfloat)h,-1.5,1.5,-10.0,10.0);
    }
    glMatrixMode(GL_MODELVIEW);
    glLoadIdentity();
}

void animate(void)
{
    if(solidZ<=MINZ ||transparentZ >= MAXZ)
        glutIdleFunc(NULL);
    else{
        solidZ-=ZINC;
        transparentZ+=ZINC;
        glutPostRedisplay();
    }
}

void keyboard(unsigned char key,int x,int y){
    switch(key){
    case 'a':
    case 'A':
        solidZ = MAXZ;
        transparentZ = MINZ;
        glutIdleFunc(animate);
        break;
    case 'r':
    case 'R':
        solidZ =MAXZ;
        transparentZ = MINZ;
        glutPostRedisplay();
        break;
    case :
        exit();
        break;
    default:
        break;
    }
}

int main(int argc,char **argv)
{
    glutInit(&argc,argv);
    glutInitDisplayMode(GLUT_DOUBLE|GLUT_RGB|GLUT_DEPTH);
    glutInitWindowSize(,);
    glutCreateWindow(argv[]);
    init();
    glutReshapeFunc(reshape);
    glutKeyboardFunc(keyboard);
    glutDisplayFunc(display);
    glutMainLoop();
    return ;
}