We need your help! 🔥
Please consider disabling your ad-blocker to support this website! 🔑
We are a free, community-supported website! 🥰
We only display small unobtrusive ads which help us stay online! 💯
Thank you in advance! ❤️
We are a free, community-supported website! 🥰
We only display small unobtrusive ads which help us stay online! 💯
Thank you in advance! ❤️
Vortex Dynamic
Creates vortices inside a vector field at specified points (at the origins of the planar inputs)
Inputs
| Name | ID | Description | Type |
|---|---|---|---|
| Plane | Pl | Plane for the vortex to operate on. The origin of the plane is the singularity point of the vortex | Plane |
| Exponent | h | Distance from field where integration will halt. 0 to run until integration is complete | Number |
| Factor | k | Scalar multiple of the gravity force (positive for attraction, negative for repulsion) | Number |
| Rotational Factor | a | Scalar multiple of the effect the spiral causes on the vector field | Number |
| Exact | e | Use exact geodesic distances to calculate spiral path when on a surface, otherwise use a fast approximation | Boolean |
| Funnel | F | True if you want a funnel instead of a vortex. A funnel will attract on one side and shoot out the other | Boolean |
| Reverse | R | True if you want to reverse the spiral when constrained to a surface | Boolean |
Outputs
| Name | ID | Description | Type |
|---|---|---|---|
| Vortex Parameters | D | Parameters used to modify the vector field of the Vector Field Creater that this must be wired into | Generic Data |
Site design © Robin Rodricks.
SPM and associated data © 2024 Daniel Hambleton and Chris Walsh.
Rhinoceros and Grasshopper are registered trademarks of Robert McNeel & Associates.
Hosted by GitHub