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CMSC 828X: Physically-Based Modeling, Simulation & Animation

CMSC 828X: Physically-Based Modeling, Simulation & Animation. Tues/Thur 3:30pm – 3:45pm (CSIC 1121) http://www.cs.umd.edu/class/fall2019/cmsc828X Ming C. Lin IRB 2134 lin@cs.umd.edu http://www.cs.umd.edu/~lin Office Hours: After Class or By Appointment. Prerequisities.

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CMSC 828X: Physically-Based Modeling, Simulation & Animation

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  1. CMSC 828X: Physically-Based Modeling, Simulation & Animation Tues/Thur 3:30pm – 3:45pm (CSIC 1121) http://www.cs.umd.edu/class/fall2019/cmsc828X Ming C. Lin IRB 2134 lin@cs.umd.edu http://www.cs.umd.edu/~lin Office Hours: After Class or By Appointment M. C. Lin

  2. Prerequisities • Scientific Computing or Ordinary Differential Equations • Intro to Computer Graphics M. C. Lin

  3. Textbook & References • SIGGRAPH course notes • In-class handouts • Other research papers • More references (books, papers, pointers to other interesting resources) available at the course website M. C. Lin

  4. Course Overview • 3D Models + Images -> Rendering • Exploring Virtual World • Geometric & Solid Modeling • This course focuses on MOVEMENTS: making them move ! M. C. Lin

  5. What Will We Be Doing • Geometry • Collision Detection • Computing Contact Manifolds • Mechanics • Particle Dynamics • Rigid Body Dynamics • Non-Rigid Body Dynamics • Fluid Dynamics • Numerical Computing • Initial Value Problems • Boundary Value Problems • Constraints & Differential-Algebraic Equations M. C. Lin

  6. Possible Applications • Computer Animation • Virtual Environments • Rapid Prototyping • Haptic Rendering • Computer Game Dynamics • Robotics and Automation • Medical Simulation and Analysis M. C. Lin

  7. Goals • Be aware with a collection of geometric algorithms for modeling contacts. • Be knowledgeable with the following numerical methods for simulation: initial value problems, constrained optimization, differential-algebraic equations, boundary value problems, etc • Be familiar with the following modeling paradigms of physical and biological systems: particle dynamics, rigid body dynamics, flexible and deformable bodies • Be able to analyze the correctness and runtime performance of a given simulation method. • Be able to apply some techniques to research problems. M. C. Lin

  8. See Course Website www.cs.umd.edu/class/fall2019/cmsc828X for more details…… M. C. Lin

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