Cutting out angles: Difference between revisions
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3. Enter the necessary settings for the cutting a shape: | 3. Enter the necessary settings for the cutting a shape: | ||
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For a rectangle or bevel cut, the "Dimension 1" zone represents the length of the cut in the line preceding the selected dot and the "Dimension 2" zone represents the length of the cut in the line following the selected dot. Here, "Dimension 2" is bigger than "Dimension 1".</ | <p class="encadre">For a rectangle or bevel cut, the "Dimension 1" zone represents the length of the cut in the line preceding the selected dot and the "Dimension 2" zone represents the length of the cut in the line following the selected dot. Here, "Dimension 2" is bigger than "Dimension 1".</p> | ||
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<p class="encadre">For a rounded cut, the "radius" refers to the radius of curvature.</p> | |||
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<p class="encadre">For an elliptical cut, the "Arcs" zone represents the number of arc spots that need to be generated to simulate the curve. The dimensions of the cut's ellipsis are defined by the height of the two lines surrounding the selected dot and by the angle formed between them. Therefore, the cut is tangential to these two lines.</p> | |||
4. Confirm by clicking "OK" or pressing on "ENTER". | 4. Confirm by clicking "OK" or pressing on "ENTER". | ||
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Latest revision as of 12:31, 4 December 2023
You can work on your shapes' angles by cutting them. 1. Select the angle dot of a shape in the spot where you would like to cut it. 2. Depending on the shape of the cut, choose:
For a rectangle or bevel cut, the "Dimension 1" zone represents the length of the cut in the line preceding the selected dot and the "Dimension 2" zone represents the length of the cut in the line following the selected dot. Here, "Dimension 2" is bigger than "Dimension 1".
For a rounded cut, the "radius" refers to the radius of curvature.
For an elliptical cut, the "Arcs" zone represents the number of arc spots that need to be generated to simulate the curve. The dimensions of the cut's ellipsis are defined by the height of the two lines surrounding the selected dot and by the angle formed between them. Therefore, the cut is tangential to these two lines.
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