GeomTech @ Le Meridien, July 1st & 2nd, 2011

GeomTech @ Le Meridien, July 1st & 2nd, 2011

 

About The Event

GeomTech Programming Contest is where CAx Developers get an opportunity to showcase their talent. The programming content not only recognizes and honours the best of the breed talent, but also inspires others to think differently.

CAx industry has following verticals:

  • Computer Aided Design (CAD)
  • Computer Aided Manufacturing (CAM)
  • Computer Aided Engineering (CAE)
  • Computational Fluid Dynamics (CFD).

Who Should Attend?

Developers and Industry Professionals working on CAx Technologies can attend this event. Attendees will get an opportunity to learn about latest technologies, best practices and next practices in CAx Application, Development and Testing. The meet has tracks that will appeal to:

  • CAD, CAM, CFD, CAE, CSM Students
  • CAx Developers
  • CAx Testing Professionals
  • Research Scholars
  • Business Executives from CAx Industry

Today tremendous opportunities are available for new developer in this industry. CAx developer needs to have good blend of mathematics and programming. To develop your own product or module gives incredible enjoyment for a developer. Many budding engineers who want to part of this industry find hindrance in lack of industry experience. 

GeomTech Programming contest provide you sure gateway to CAx development community. If you can successfully solve the GeomTech challenge, no doubt you are ready to be next generation product developer.

GeomTech Programming contest can be tough test to CAx developer also. You can use innovative way and means to get out of box solution for the problem. Who know you may come up with new algorithm which become famous by your name !

Hybrid computing, spatial searching, divide and conquer algorithm, multithreaded programming or any method you want to use you have freedom.

This year there are two challenges where participation entries can be submitted seperately.

  • 2D point location in planer triangulation
  • 3D point location in triangulated solid

2D point location in planer triangulation

  • GeomTech2011 is being conducted in Asia. More precisely, it is been conducted very close to a point at longitude 73° 55' east and latitude 18° 31' north. Where that is? You can find that out yourself from a map of Asia: using the scales of the map, you will find that the point with the coordinates stated above is city named “Pune“
  • In this way you would have answered a point location query: Given a map and a query point q specified by its coordinates, find the region of the map containing q. A map, of course, is nothing more than a subdivision of the plane into regions, a planar subdivision.

3D point location in triangulated solid

  • These days' pilots no longer have their first flying experience in the air, but on the ground in a flight simulator. This is cheaper for the air company, safer for the pilot, and better for the environment. Only after spending many hours in the simulator are pilots allowed to operate the control stick of a real airplane.
  • Flight simulators must perform many different tasks to make the pilot forget that she is sitting in a simulator. An important task is to detect collusion detection in real time and provide hepatic feedback
  • Determining whether a point is inside a polyhedron has many applications, including    collision detection, point containment, mesh generation.
  • Determining if a moving point (e.g., the tip of a tool) has penetrated an object in its environment is an instance.
  • The convex and non-convex polyhedron with more million triangles would be our test case.
  • Evaluation:

    GeomTech jury would evaluate the uploaded solutions and provide the grades according to the following criteria

    • Time
    • Memory
    • Algorithm Design
    • Accuracy
    • Use of parallelization (if any)
    • Use of hybrid computing (if any)

    Top short listed candidate would be called for second round.
    Second round involves presentation by the candidate to jury to defend his solution.

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