Houdini RBD Packed Geometry and Constraint Networks

Intrinsic Attributes for Packed Geometry Packed geometry in Houdini exposes several intrinsic attributes that control transform behavior. When creating a Grid and Sphere, then using a Copy node to replicate spheres onto the grid with Pack Geometry Before Copying enabled, moving points via an Edit node stores transform data in the intrinsic:pack ...

Posted on Wed, 04 Nov 2026 16:15:29 +0000 by jagat21

Position-Based Dynamics Implementation in Houdini Grain Solvers

Houdini’s Grain solver operates on Position-Based Dynamics (PBD) principles, which decouple collision resolution from velocity integration. Instead of calculating forces and accelerating particles, the solver directly modifies particle coordinates to satisfy spatial constraints, then reconstructs velocities from the resulting positional delta. ...

Posted on Tue, 20 Oct 2026 16:53:30 +0000 by mxicoders

Practical VEX Techniques for Geometry Manipulation and Particle Control in Houdini

Bounding Box Based Rotation vector bbox_low, bbox_high; getbbox(bbox_low, bbox_high); float spin_limit = 4; matrix3 base_mtx = ident(); float spin_factor = fit(@P.y, bbox_low.y, bbox_high.y, 0, 1); rotate(base_mtx, spin_factor * spin_limit, {0, 1, 0}); @P *= base_mtx; Custom Parameter UI Definition #pragma label oper_mode "Operation" ...

Posted on Wed, 20 May 2026 02:50:15 +0000 by kanika

Material Point Method Implementation Notes in Houdini

Deformation Gradient The deformation gradient F serves as a fundamental tensor in continuum mechanics, capturing the local deformation of material points. It provides a complete description of stretch, shear, and rigid body rotation within an infinitesimal neighborhood around each material point. Mathematical Definition: The mapping relationshi ...

Posted on Sat, 09 May 2026 13:50:33 +0000 by NathanLedet

Advanced VEX Techniques for Dynamics, Geometry Manipulation, and Spline Deformation in Houdini

When simulating projectile impacts, calculating the angle between incoming trajectory and surface orientation determines whether the object adheres to the surface or rebounds. By comparing the normalized dot product against a configurable threshold, we can trigger a reflection sequence. vector trajectory = @v; vector surf_normal = normalize(@hi ...

Posted on Thu, 07 May 2026 12:32:59 +0000 by Ayien