l2ang

Lines.l2ang(nl1='', nl2='', ang1='', ang2='', phit1='', phit2='', **kwargs)

Generates a line at an angle with two existing lines.

Mechanical APDL Command: L2ANG

Parameters:

nl1str

Number of the first line to be hit (touched by the end of the new line). If negative, assume P1 (see below) is the second keypoint of the line instead of the first. If NL1 = P, graphical picking is enabled and all remaining command fields are ignored (valid only in the GUI).

nl2str

Number of the second line to be hit. If negative, assume P3 is the second keypoint of the line instead of the first.

ang1str

Angle of intersection (usually zero or 180) of generated line with tangent to first line.

ang2str

Angle of intersection (usually zero or 180) of generated line with tangent to second line.

phit1str

Number to be assigned to keypoint generated at hit location on first line (defaults to lowest available keypoint number ( numstr )).

phit2str

Number to be assigned to keypoint generated at hit location on second line (defaults to lowest available keypoint number ( numstr )).

Returns:

int

Line number of the generated line.

Notes

Generates a straight line ( PHIT1 - PHIT2 ) at an angle ( ANG1 ) with an existing line NL1 ( P1 - P2 ) and which is also at an angle ( ANG2 ) with another existing line NL2 ( P3 - P4 ). If the angles are zero the generated line is tangent to the two lines. The PHIT1 and PHIT2 locations on the lines are automatically calculated. Line P1 - P2 becomes P1 - PHIT1, P3 - P4 becomes P3 - PHIT2, and new lines PHIT1 - P2, PHIT2 - P4, and PHIT1 - PHIT2 are generated. Line divisions are set to zero (use lesize, etc. to modify).

Examples

Create two circles and join them with a line.

>>> k0 = mapdl.k("", 0, 0, 0)
>>> k1 = mapdl.k("", 0, 0, 1)
>>> k2 = mapdl.k("", 0, 0, 0.5)
>>> carc0 = mapdl.circle(k0, 1, k1)
>>> carc1 = mapdl.circle(k2, 1, k1)
>>> lnum = mapdl.l2ang(carc0[0], carc1[0], 90, 90)
>>> lnum
9