HeeksCAD

In today's world, HeeksCAD is a highly relevant topic that has generated extensive debate and discussion in society. Since its emergence, HeeksCAD has captured the attention of people from different fields and has been the subject of analysis and reflection by experts in the field. Its impact on various aspects of daily life, both individually and collectively, has generated a growing interest in understanding its implications and consequences. In this article, we will explore the various dimensions of HeeksCAD, analyzing its evolution, its challenges and opportunities, as well as its possible implications in the future.

Developer(s)Dan Heeks
Stable release
0.18 / 11 May 2011 (2011-05-11)
Repository
Written inC++ [1]
Operating systemMicrosoft Windows, Linux, Mac OS X
TypeComputer-aided design
LicenseBSD-3-Clause[1]
Websitesites.google.com/site/heekscad

HeeksCAD is a free software computer-aided design program written in C++. It uses Open CASCADE Technology internally for the modelling[2] and wxWidgets as its widget toolkit.[2]

HeeksCAD supports cuboids, spheres, cylinders and cones as basic 3D solids. Further geometric objects may be created by sweeping or connecting 2D shapes.[3][4]

HeeksCAD makes extensive use of local coordinate systems. For example, these are used to define the drawing plane and the direction of an extrusion.[5]

The program can be extended with additional plugins.[6] Plugins are available for Python scripting, milling and freeform surface modelling.

See also

References

  1. ^ a b "heekscad code analysis". Ohloh. Archived from the original on February 22, 2013. Retrieved 2011-04-10.
  2. ^ a b "Details". sites.google.com. Heeks. Retrieved 6 June 2020.
  3. ^ "Preparing Geometry". sites.google.com. Heeks. Retrieved 6 June 2020.
  4. ^ "Extracting geometry from solids". sites.google.com. Heeks. Retrieved 6 June 2020.
  5. ^ Wang, Tong; Yin, Yajun; Zhou, Jianxin; Dan Shen, Xu; Zhong Wang, Min (2018). "Optimal riser design method based on geometric reasoning method and fruit fly optimization algorithm in CAD". The International Journal of Advanced Manufacturing Technology. 96 (1–4): 53–65. doi:10.1007/S00170-017-1496-2. S2CID 115925240.
  6. ^ "Home". sites.google.com. Heeks. Retrieved 6 June 2020.

Further reading