Lines Matching refs:theta1
1621 … theta1,dtheta,t) ncp.y = c[4] npep.y = c[4]
1623 theta1,dtheta,t)
1625 …_SMALL_CCW_ARC_TO_NV theta1,dtheta,t) ncp.y = c[4] npep.y = cp.…
1627 theta1,dtheta,t)
1629 … theta1,dtheta,t) ncp.y = c[4] npep.y = c[4]
1631 theta1,dtheta,t)
1633 …_SMALL_CW_ARC_TO_NV theta1,dtheta,t) ncp.y = c[4] npep.y = cp.…
1635 theta1,dtheta,t)
1637 … theta1,dtheta,t) ncp.y = c[4] npep.y = c[4]
1639 theta1,dtheta,t)
1641 …_LARGE_CCW_ARC_TO_NV theta1,dtheta,t) ncp.y = c[4] npep.y = cp.…
1643 theta1,dtheta,t)
1645 … theta1,dtheta,t) ncp.y = c[4] npep.y = c[4]
1647 theta1,dtheta,t)
1649 …_SMALL_CW_ARC_TO_NV theta1,dtheta,t) ncp.y = c[4] npep.y = cp.…
1651 theta1,dtheta,t)
1792 \ arc_x(c,rv,rh,phi,theta1,
1796 \ arc_y(c,rv,rh,phi,theta1,
1800 \ arc_x(c,rv,rh,phi,theta1,
1804 \ arc_y(c,rv,rh,phi,theta1,
1808 \ arc_x(c,rv,rh,phi,theta1,
1812 \ arc_y(c,rv,rh,phi,theta1,
1816 … theta1,dtheta,t) ncp.y = c[6] npep.y = c[6]
1818 theta1,dtheta,t)
1820 … theta1,dtheta,t) ncp.y = cp.y+c[6] npep.y = cp.y+c[6]
1822 theta1,dtheta,t)
1835 command. The values /c/, /theta1/, /dtheta/ are explained in the
1969 arc_x(c,rv,rh,phi,theta1,dtheta,t) = cos(phi)*rh*cos(theta1+t*dtheta) -
1970 sin(phi)*rv*sin(theta1+t*dtheta) + c.x
1971 arc_y(c,rv,rh,phi,theta1,dtheta,t) = sin(phi)*rh*cos(theta1+t*dtheta) +
1972 cos(phi)*rv*sin(theta1+t*dtheta) + c.y
1980 of an ellipse with respect to the x-axis /phi/, /theta1/ is the angle
1983 point on the partial arc and /theta1/. The larger of /rh/ and /rv/
2023 /rv/, /rh/, /phi/, /theta1/, and /dtheta/ parameters to represent
2077 theta1 = angle([1,0],