ray ban 3d model

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Cross-detection algorithm of X-ray and axial bounding box AABB in 3D space "turn"

IntroductionIn the previous section, I described how to implement a ray-to-triangle cross-detection algorithm. However, we should know that in game development, a model has a lot of triangles, if you want to all objects, all the triangles to do this detection, even if the current computer computing ability, is not efficient to complete. Therefore, we need to use other means to remove some of the objects tha

Processing Model -- use Ray-traced for Collision Detection on small and fast objects

even if there is no collision. So again, you can improve the accuracy by performing Ray and ball Collision Detection on small ball surrounded by different modelmesh models. Large and fast objects The collision detection method described earlier requires that fast objects be very small, similar to a point in 3D space. However, when a fast object cannot be regarded as a point, you need to regard it as a ball

C # Programmer's Consolidation of Unity 3D notes (10): 3D mathematical model of displacement and rotation of unity3d

use transform. LookAt instead Quaternion.lookrotation] 4 How do I achieve 2 gameobject face-to-face, the z-axis relative? Ax: After a week of review, repeated verification, sure enough in the system to learn 3D math, to achieve the function can be, as follows:Reference blog:A brief introduction to the coordinate system: C # Programmer's Consolidation of Unity 3D notes (eight): Introductio

C # Programmer's Consolidation of Unity 3D notes (10): 3D mathematical model of displacement and rotation of unity3d

use transform. LookAt instead Quaternion.lookrotation] 4 How do I achieve 2 gameobject face-to-face, the z-axis relative? Ax: After a week of review, repeated verification, sure enough in the system to learn 3D math, to achieve the function can be, as follows:Reference blog:A brief introduction to the coordinate system: C # Programmer's Consolidation of Unity 3D notes (eight): Introductio

C # programmer's Unity 3D note (10): Unity3D mathematical model of displacement and Rotation

C # programmer's Unity 3D note (10): Unity3D mathematical model of displacement and Rotation?? The core reason is that the concept of 3D mathematics in U3D is not flexible enough. So the system learns again-the third learning 3D mathematics. This time, we hope to implement the following simple functions: For exampl

3D model Ontology

. These two rays use the octal tree of the spatial model to obtain the intersection position of the 3D model, and obtain the method vector of the intersection and the distance from the intersection to the intersection, then, based on the relationship between these two vectors, we can determine whether the current element is inside the

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