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Viewing Transformation and Back-face culling

Viewing Transformation and Back-face culling. Tong-Yee Lee. OpenGL Graphics Pipeline. From world coordinate to eye coordinate. Note: eye is defined at world coordinate. Note: visible object’s Z is negative. Front and Back Clipping Planes. Frustum

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Viewing Transformation and Back-face culling

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  1. Viewing Transformationand Back-face culling Tong-Yee Lee

  2. OpenGL Graphics Pipeline

  3. From world coordinate to eye coordinate Note: eye is defined at world coordinate Note: visible object’s Z is negative

  4. Front and Back Clipping Planes • Frustum • Volume of space between front and back clipping planes • What camera can see – what drawn on screen • Near and far clipping planes defined by distance along Look Vector • Objects appearing outside of view volume don't get drawn • Objects intersecting view volume get clipped

  5. OpenGL: Field of View, gluPerspectiveYet another way to set viewing front plane aspect = w/h • Can always use: glFrustum(left, right, bottom, top, near, far) • This is certainly sufficient • But may be inconvenient in some applications • Can be difficult to get desired view • May want to use: gluPerspective(fovy, aspect, near, far) • specifies field of view along y axis • angle θ made by the sides of frustum • aspect ratio of viewport • just (width / height)

  6. World coordinate v.s. eye coordinate

  7. Eye-coordinate to Clip coordinate

  8. Back-face culling (trivial rejection) One method of implementing back-face culling is by discarding all triangles where the dot product of their surface normal and the camera-to-triangle vector is greater than or equal to zero where P is the view point, V0 is the first vertex of a triangle and N is its normal, defined as a cross product of two vectors representing sides of the triangle adjacent to V0 Reject condition N V2 P V1 V0

  9. Back-face culling (trivial rejection), i.e., almost cull-off 50%

  10. Ans: set up camera orientation

  11. Intuitive Camera Specification

  12. X axis vector Y axis vector Z axis vector

  13. Intuitive Camera Specification

  14. Not easy for user to pick up exact up vector!! So, we compute v automatically from up vector.

  15. Note that matrix storage order is column major in OpenGL

  16. 俯仰 偏航 翻滾 u (i.e., x) axis n (i.e.,z) axis v (i.e., y) axis Treat yourself (viewer) as a airplane heading to –Zc Note that: as a viewer is moving, the object is moving in opposite direction on the viewing plane!!

  17. This is z-like rotation

  18. How about slide() • Sliding a camera means to move it along one of its own axes-that is in the u,v,n direction-without rotating it. • Along n means forward or backward • Along u is left and right • Along v is up and down • Assume slide(delU, delV, delN) 延camera座標軸 walking

  19. Flythrough a Scene!!! ‘P’-64 =ctrl+‘P’ Homework #2 (optional) Add this camera control!!

  20. Light v.s. Eye coordinate Camera Frame

  21. Motion Overview of Human Actions http://graphics.csie.ncku.edu.tw/Motion_Overview/ Same v.s. Different camera paths for different motions

  22. v’ n’ n u n’ u’ v n This is x-like rotation (pitch) This is y-like rotation (yaw)

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