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T-FLEX Parametric CAD. Fundamentals. 2D Design

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Loops:<br />

Measure Elements and Relations between Them<br />

“CenterX”, “CenterY”, “CenterZ” – X, Y, Z-coordinate of the ellipse center;<br />

“AxisX”, “AxisY”, “AxisZ” – X, Y, Z-coordinates of the normal to the ellipse plane;<br />

“MaxDirectionX”, “MaxDirectionY”, “MaxDirectionZ” – X, Y, Z-coordinates of the<br />

ellipse major axis;<br />

“MinDirectionX”, “MinDirectionY”, “MinDirectionZ” – X, Y, Z-coordinates of the<br />

ellipse minor axis;<br />

“StartAngle” – start angle of the elliptical arc;<br />

“EndAngle” – end angle of the elliptical arc;<br />

“Perimeter” – loop perimeter.<br />

Measured Relations<br />

The list of relations that can be measured by the command “PM: Measure Element or relation<br />

between two Elements” depends also on the selected objects of the measurement. Follows below is the<br />

list of relations, with specified pairs of <strong>2D</strong> and 3D objects, for which such relations can be defined.<br />

The functions distance() and measure() are used in this command for measuring parameters. The<br />

syntax of these functions is described in the chapter “Variables”.<br />

<strong>2D</strong> elements<br />

3D objects<br />

“Distance” – is the distance between a <strong>2D</strong> node and another <strong>2D</strong> node, construction line, graphic line or<br />

hatch (the order of selecting the measurable entities is not significant);<br />

“Angle” – is the angle between two lines, segments or a line and a segment.<br />

“Distance” – is the distance between two arbitrary 3D objects that are 3D construction entities (except<br />

for LCS), operations or such topological objects as an edge, loop, face, vertex.<br />

“GeomDistance” – is the distance between 3D points, 3D curves or surfaces corresponding to two<br />

respective 3D objects of the types: 3D node, vertex, edge, face.<br />

“Angle” – is the angle between directional vectors of two 3D objects. Listed below are 3D objects, for<br />

which a direction can be defined (and, therefore, this relation can be calculated). Additionally specified is<br />

what will be selected as the direction vector for each object:<br />

• for a 3D path, edge or open 3D profile lying on a straight line – the line direction;<br />

• for a 3D path, edge or open 3D profile lying on an ellipse (circle) – the vector directed from the<br />

center of the ellipse (circle) normal to the plane of the ellipse (circle);<br />

• for a flat 3D profile; workplane; flat face; an operation body consisting of one face lying in a plane –<br />

the normal to the plane;<br />

• for a cylindrical work surface; cylindrical face; 3D profile lying on a cylinder; an operation body<br />

consisting of one face lying on a cylinder – the axis of the cylinder;<br />

• for a 3D profile or face, lying on a cone; an operation body consisting of one face lying on a cone –<br />

the axis of the cone;<br />

• for a toroidal work surface; 3D profile or face lying on a torus; an operation body consisting of one<br />

face lying on a torus – the axis of the torus.<br />

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