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90 lines
2.1 KiB
Markdown
90 lines
2.1 KiB
Markdown
Since there are no Input validation of the data given for triangulation you need
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to think about this. Poly2Tri does not support repeat points within epsilon.
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* If you have a cyclic function that generates random points make sure you don't
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add the same coordinate twice.
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* If you are given input and aren't sure same point exist twice you need to
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check for this yourself.
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* Only simple polygons are supported. You may add holes or interior Steiner points
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* Interior holes must not touch other holes, nor touch the polyline boundary
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* Use the library in this order:
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1. Initialize CDT with a simple polyline (this defines the constrained edges)
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2. Add holes if necessary (also simple polylines)
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3. Add Steiner points
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4. Triangulate
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Make sure you understand the preceding notice before posting an issue. If you have
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an issue not covered by the above, include your data-set with the problem.
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The only easy day was yesterday; have a nice day. <Mason Green>
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TESTBED INSTALLATION GUIDE
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==========================
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Dependencies
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------------
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Core poly2tri lib:
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* Standard Template Library (STL)
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Testbed:
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* OpenGL
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* [GLFW](http://glfw.sf.net)
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Build the library
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-----------------
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```
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mkdir build && cd build
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cmake -GNinja
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cmake --build .
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```
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Build and run the unit tests
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----------------------------
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```
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mkdir build && cd build
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cmake -GNinja -DP2T_BUILD_TESTS=ON
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cmake --build .
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ctest --output-on-failure
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```
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Build the testbed
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-----------------
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```
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mkdir build && cd build
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cmake -GNinja -DP2T_BUILD_TESTBED=ON
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cmake --build .
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```
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Running the Examples
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--------------------
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Load data points from a file:
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```
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p2t <filename> <center_x> <center_y> <zoom>
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```
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Random distribution of points inside a constrained box:
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```
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p2t random <num_points> <box_radius> <zoom>
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```
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Examples:
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```
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./build/p2t testbed/data/dude.dat 300 500 2
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./build/p2t testbed/data/nazca_monkey.dat 0 0 9
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./build/p2t random 10 100 5.0
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./build/p2t random 1000 20000 0.025
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```
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References
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==========
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- Domiter V. and Zalik B. (2008) Sweep‐line algorithm for constrained Delaunay triangulation
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- FlipScan by library author Thomas Åhlén
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