我有以下代码来绘制任意弧:
void CenteredArc::drawPolygonArc(float radius, float thickness, float startAngle, float arcAngle) {
float num_segments = 360.0;
float radiusOuter = radius + thickness / 2;
float radiusInner = radius - thickness / 2;
float theta = arcAngle / num_segments;
float tangetial_factor = tanf(theta);//calculate the tangential factor
float radial_factor = cosf(theta);//calculate the radial factor
float xxOuter = radiusOuter * cosf(startAngle);
float yyOuter = radiusOuter * sinf(startAngle);
float xxInner = radiusInner * cosf(startAngle);
float yyInner = radiusInner * sinf(startAngle);
float prevXXOuter = -1;
float prevYYOuter = -1;
float prevXXInner = -1;
float prevYYInner = -1;
glPolygonMode(GL_FRONT, GL_FILL);
for(int ii = 0; ii < num_segments; ii++)
{
if (prevXXOuter != -1) {
glBegin(GL_POLYGON);
glVertex2f(prevXXOuter, prevYYOuter);
glVertex2f(xxOuter, yyOuter);
glVertex2f(xxInner, yyInner);
glVertex2f(prevXXInner, prevYYInner);
glEnd();
}
//calculate the tangential vector
//remember, the radial vector is (x, y)
//to get the tangential vector we flip those coordinates and negate one of them
float txOuter = -yyOuter;
float tyOuter = xxOuter;
float txInner = -yyInner;
float tyInner = xxInner;
//add the tangential vector
prevXXOuter = xxOuter;
prevYYOuter = yyOuter;
prevXXInner = xxInner;
prevYYInner = yyInner;
xxOuter += txOuter * tangetial_factor;
yyOuter += tyOuter * tangetial_factor;
xxInner += txInner * tangetial_factor;
yyInner += tyInner * tangetial_factor;
//correct using the radial factor
xxOuter *= radial_factor;
yyOuter *= radial_factor;
xxInner *= radial_factor;
yyInner *= radial_factor;
}
}
但是,我希望电弧在一端以指定的厚度开始,并在另一端逐渐减小到零的厚度。有什么建议吗?
编辑:我没有使用GL_LINE_STRIP
,因为我试图避免重叠的线条和间隙,如下所示:
答案 0 :(得分:0)
我会使用line strip
减少glLineWidth
。
这是我的实现,它不会逐渐减少lineWidth
,但可以修改它来执行此操作。对于额外的东西很抱歉,它来自我的游戏引擎。
for(int i=0;i<arcs().size();i++)
{
Entities::Arc temp = arcs().at(i);
glLineWidth(temp.LW.value); // change LWidth
glColor3f( temp.CL.R, temp.CL.G, temp.CL.B );
// theta is now calculated from the arc angle instead, the
// - 1 part comes from the fact that the arc is open
float theta = temp.A.value*DEG2RAD / float(WW_SPLINE_ACCURACY - 1);
float tan = tanf(theta);
float cos = cosf(theta);
// we are now at the starting angle
double x = temp.R.value * cosf(temp.A.value*DEG2RAD);
double y = temp.R.value * sinf(temp.A.value*DEG2RAD);
// since the arc is not a closed curve, this is a strip now
glBegin(GL_LINE_STRIP);
for(int ii = 0; ii < WW_SPLINE_ACCURACY; ii++)
{
glVertex2d(x + temp.C.X, y + temp.C.Y);
double tx = -y;
double ty = x;
x += tx * tan;
y += ty * tan;
x *= cos;
y *= cos; //y = ( y + (ty*tan) )*cos;
}
glEnd();
glLineWidth(WW_DEFAULT_LWIDTH); // reset LWidth
}
我也使用了这些值
#define WW_SPLINE_ACCURACY 72 // 72 for extra smooth arcs/circles, 32 minimum
#define WW_BEZIER_ACCURACY 20
/* Math stuff */
#define DEG2RAD 3.14159/180
#define PI 3.1415926535897932384626433832795;
...
glDisable(GL_TEXTURE_2D);
glDisable(GL_DEPTH_TEST);
glDisable(GL_COLOR_MATERIAL);
glEnable (GL_LINE_SMOOTH);
glEnable (GL_BLEND);
//glBlendFunc (GL_SRC_ALPHA, GL_ONE_MINUS_SRC_ALPHA);
glHint (GL_LINE_SMOOTH_HINT, GL_DONT_CARE);
glEnable(GL_POLYGON_SMOOTH);
glClearColor(0.188f, 0.169f, 0.329f, 1.0f); //#302b54
自从我为一家公司写这篇文章以来,我不允许发布完整的资源,但分享一两部分不会伤害任何人:D