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User's Manual ISO TNC 360 (260020xx, 280490xx) - heidenhain

User's Manual ISO TNC 360 (260020xx, 280490xx) - heidenhain

User's Manual ISO TNC 360 (260020xx, 280490xx) - heidenhain

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5 Programming Tool Movements<br />

5.4 Path Contours - Cartesian Coordinates<br />

Circles and circular arcs - General information<br />

<strong>TNC</strong> <strong>360</strong><br />

The <strong>TNC</strong> can control two machine axes simultaneously<br />

to move the tool in a circular path.<br />

Circle center I, J, K<br />

You can define a circular movement by entering its<br />

center.<br />

A circle center can also serve as reference (pole) for<br />

polar coordinates.<br />

Direction of rotation<br />

When there is no tangential transition to another<br />

contour element, enter the mathematical direction<br />

of rotation, where<br />

• a clockwise direction of rotation is mathematically<br />

negative: function G02<br />

• a counterclockwise direction of rotation is<br />

mathematically positive: function G03<br />

Y<br />

Fig. 5.17: Circular arc and circle center<br />

Y<br />

Z<br />

Y<br />

Fig. 5.18: Circle center coordinates<br />

Fig. 5.19: Direction of rotation for circular movements<br />

J<br />

G02<br />

X<br />

Z<br />

Y<br />

J<br />

G03<br />

I<br />

I<br />

X<br />

X<br />

X<br />

5-15

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