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Computer Graphics: Difference between revisions
→MVP Matrices
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To convert from model coordinates <math>v</math> to screen coordinates <math>w</math>, you do multiply by the MVP matrices <math>w=P*V*M*v</math> | To convert from model coordinates <math>v</math> to screen coordinates <math>w</math>, you do multiply by the MVP matrices <math>w=P*V*M*v</math> | ||
* The model matrix <math>M</math> applies the transform of your object. This includes the position and rotation. <math>M*v</math> is in world coordinates. | * The model matrix <math>M</math> applies the transform of your object. This includes the position and rotation. <math>M*v</math> is in world coordinates. | ||
* The view matrix <math>V</math> applies the transform of your camera. | * The view matrix <math>V</math> applies the transform of your camera. <math>V*M*v</math> is in camera or view coordinates. | ||
* The projection matrix <math>P</math> applies the projection of your camera, typically an orthographic or a perspective camera. The perspective camera shrinks objects in the distance. | * The projection matrix <math>P</math> applies the projection of your camera, typically an orthographic or a perspective camera. The perspective camera shrinks objects in the distance. | ||