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T-FLEX Parametric CAD. Fundamentals. 2D Design

T-FLEX Parametric CAD. Fundamentals. 2D Design

T-FLEX Parametric CAD. Fundamentals. 2D Design

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This mode stays active until canceled via or .<br />

A<br />

L<br />

Lines<br />

, , <br />

This combination creates a line tangent to a circle and passing at a specified angle to the selected line. Move<br />

the cursor to a circle and type , then move over the line and type . You will then see the angle value<br />

displayed in the coordinate field of the status bar. This is the angle between the selected and the<br />

rubberbanded lines. Now you have a choice of setting the parameter according to the cursor position or edit<br />

the parameter by entering a value, variable or expression. In the first case, simply click , and in the second<br />

– use the property window or the parameters dialog box for editing the angle parameter. Note that the angle<br />

value is entered in degrees.<br />

C<br />

L<br />

, , <br />

Use these options to create a line that is the symmetry axis for the two selected lines. In the case of<br />

intersecting lines, turn on the option , move the cursor over one of them and type . Then move over<br />

the other line and type once more. A newly created line will bisect the angle between the two lines,<br />

acting as the symmetry axis. The same command works on parallel lines as well. After activating the option<br />

move the cursor over one line and type , then move over the other and again type . A third<br />

parallel line will be created bisecting the distance between the two selected.<br />

L<br />

L<br />

L<br />

L<br />

, <br />

These options help define a lane parallel to a selected line and tangent to a circle. Move the cursor over a line<br />

and type . Then move over a circle and type . A new line will be created, parallel to the selected line<br />

and tangent to the circle.<br />

Note: In this situation, as in some other cases, there are two possibilities for the line placement with<br />

respect to the circle. The system distinguishes them and at the creation instance settles with the<br />

configuration in which the line is closer to the selection point on the circle.<br />

195

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