Monthly Archives: May 2012
This project was done as a part of my honours-stage research paper. The overall idea was born from realizing how little flexibility animation in real-time currently has; while animation blending, ragdoll physics, and simple IK re-targeting techniques are commonplace, virtually little else in the way of full-character motion generation existed. The benefits such a notion were enormous both from a game-design and real-time perspective. So I decided to investigate current procedural animation techniques, and developed a procedural animation system of my own, which I later named IKAS (Inverse Kinematic Animation System).
Developed to handle the concept of partial truth and human reasoning, Fuzzy theory has found significant use in artificial intelligence. The application of fuzzy concepts has been widespread, ranging from machine learning to animation.
This demo demonstrates the implementation of a fuzzy inference system and value defuzzification. The demo allows the varying of numerous options to combine different types of fuzzy theory methods. Implication and output methods can be specified, this includes either centroid or a modified high-value defuzzification method, as well as input/output variables and rule sets.
Bezier curves, or curves in general, are arguably one of the most useful tools in graphics programming. They have so many practical applications particularly in games they’re almost always used one way or another, whether that be camera movement, animation, motion paths, the possibilities are endless. The demo was built upon a framework that I’ve used for most of my DirectX projects, it’s sustained heavy amounts of iterations through the years and it’s served its purpose very well considering.
This demo was a quick experimentation of Bezier curve manipulation, rendering composite bezier curves and then animating an object along the curve at a speed dictated by some simple physical properties. The user can place control points for a bezier curve arround a small level, the user can then tell the application to run, and a spaceship will fly along the user defined bezier curve at velocities dependant on the incline of the slope.
W, A, S, D, PageUp and PageDwn move the current control point. Selecting “Add control point” creates a new control point for placement while fixating the previous. Hitting “Run” will switch to view mode where a simple model follows the path created by the user. Reset the curve by clicking “Restart.”