这就是我将环面(卫星)放置在球体上,然后围绕球体旋转的方式:
int satellite_1_1_step = 0;
int &r_satellite_1_1_step = satellite_1_1_step;
float satellite_1_1_divider = 300;
float satellite_1_1_theta = 6.5;
float satellite_1_1_phi = 1;
float satellite_1_1_theta_increment = 20/satellite_1_1_divider;
float satellite_1_1_phi_increment = 20/satellite_1_1_divider;
void satellite_1_1 ()
{
float satellite_1_1_theta_math = (satellite_1_1_theta-(satellite_1_1_theta_increment * r_satellite_1_1_step))/10.0*M_PI;
float satellite_1_1_phi_math = (satellite_1_1_phi-(satellite_1_1_phi_increment * r_satellite_1_1_step))/10.0*2*M_PI;
r_satellite_1_1_x = radius_exodus_pos * sin(satellite_1_1_theta_math) * cos(satellite_1_1_phi_math);
r_satellite_1_1_y = radius_exodus_pos * sin(satellite_1_1_theta_math) * sin(satellite_1_1_phi_math);
r_satellite_1_1_z = radius_exodus_pos * cos(satellite_1_1_theta_math);
glPushMatrix();
glTranslatef(r_satellite_1_1_x,r_satellite_1_1_y,r_satellite_1_1_z);
glColor3f(1,0,0);
glutSolidTorus(0.04, 0.2, 10, 100);
glEnd();
glPopMatrix();
}
这就是我更新和增加其位置的方式:
void satellite_1_1_increment()
{
if (r_satellite_1_1_step < satellite_1_1_divider)
{
++(r_satellite_1_1_step);
}
if (r_satellite_1_1_step >= satellite_1_1_divider)
{
r_satellite_1_1_step = 1;
}
}
因此,我的环面(卫星)围绕球体移动,最终回到其起始位置,然后再次继续 - 这太棒了。然而,它所采用的路径沿途会围绕两极(我认为)摆动 - 而不是简单地环绕球体。
是否可以对我的数学进行改进,使卫星以更圆的路径绕球体飞行?
我看到的第一个问题是:
void satellite_1_1_increment()
{
if (r_satellite_1_1_step < satellite_1_1_divider)
{
++(r_satellite_1_1_step);
}
if (r_satellite_1_1_step >= satellite_1_1_divider)
{
r_satellite_1_1_step = 1;
}
}
当第一个测试增加步长以满足第二个测试时,在边缘情况下会发生什么?它立即被重置,因此丢失了值。我认为您希望这样写以避免该问题:
void satellite_1_1_increment()
{
if (r_satellite_1_1_step >= satellite_1_1_divider)
r_satellite_1_1_step = 1;
else ++r_satellite_1_1_step;
}
1
是正确的重置值吗?也许它应该是 0
?
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