Advertise Here

Compensating Indirect Scattering



Uploaded by: arBUW
Video Description:
Compensating Indirect Scattering for Immersive and Semi-Immersive Projection Displays
Concavely shaped projection screens, such as CAVEs, two-sided workbenches, domes, or cylinders scatter a fraction of light to other screen portions. The amount of indirect illumination adds to the directly projected image and causes the displayed content to appear partially inconsistent and washed out. We have developed a reverse radiosity method that compensates first-level and higher-level secondary scattering effects in real-time. The images appear more brilliant and uniform when reducing the scattering contribution. A numerical solution is approximated with Jacobi iteration for a sparse-matrix linear equation system on the GPU. Efficient data structures allow packing the required data into textures which are processed by pixel shaders. Frame-buffer objects are used for a fast exchange of intermediate iteration results, and enable computations with floating point precision. Our algorithm's result can be optimized for quality or performance.


Tags for this video: augmented compensation computer electronics environment projection reality

Find more videos in the "Tech" category
See more videos uploaded by arBUW

Related Videos
Rayleigh scattering and light refractionAugmented Reality Test - Cup Of TeaRadiosity-based Illumination from Major Contributors
rayleigh-scattering-and-light-refraction.htmlrayleigh-scattering-and-light-refraction.htmlrayleigh-scattering-and-light-refraction.html
Blender Tutorial - Radiosity (gone wrong)Slip `n Slide Demo v0.2 for SAM CoupePhoton Mapping Ray Tracer
rayleigh-scattering-and-light-refraction.htmlrayleigh-scattering-and-light-refraction.htmlrayleigh-scattering-and-light-refraction.html


Share This Video:       StumbleUpon       del.icio.us       Reddit       digg       Furl       Spurl       Simpy       YahooMyWeb


Comments for this video: Show || Hide
Comments for this video on YouTube



Tell a friend:


URL 
Embed Code 


Advertise Here