Node reference

How to use Quaternion Math node in Oraphim

Use the Quaternion Math node in Oraphim. Learn its purpose, exact inputs, outputs, registered controls, example workflow, troubleshooting, and type ID motion.rotation.quaternion.

Updated August 28, 2026

How to use Quaternion Math node in Oraphim

Type ID: motion.rotation.quaternion
Category: Transform

What this node does

The Quaternion Math node is registered in Oraphim's Transform category and performs the graph operation represented by its sockets and controls below.

The current Oraphim runtime registers 9 sockets and 11 properties for this node. Its main registered inputs are A Quaternion, B Quaternion, Euler Degrees; its main outputs are Quaternion, Euler Degrees, Vector. The tables below are generated from the runtime registry rather than a handwritten approximation.

Inputs

Socket Key Type
A Quaternion in_a Vector4
B Quaternion in_b Vector4
Euler Degrees in_euler Vector3
Vector in_vector Vector3
Factor in_factor Float

Outputs

Socket Key Type
Quaternion out_quaternion Vector4
Euler Degrees out_euler Vector3
Vector out_vector Vector3
Valid out_valid Bool

Controls

Control Key Type Group Registry default
Operation operation String Rotation From Euler
A Euler X aX Float Default A 0.0
A Euler Y aY Float Default A 0.0
A Euler Z aZ Float Default A 0.0
B Euler X bX Float Default B 0.0
B Euler Y bY Float Default B 0.0
B Euler Z bZ Float Default B 0.0
Euler X eulerX Float Euler 0.0
Euler Y eulerY Float Euler 0.0
Euler Z eulerZ Float Euler 0.0
Factor factor Float Blend 0.5

How to use it

  1. Add Quaternion Math from node search. Use motion.rotation.quaternion when you need the exact registry entry.
  2. Connect a compatible Vector4 source to A Quaternion. Add the other inputs only when the operation needs them.
  3. Start with the registry defaults and adjust Operation, A Euler X, A Euler Y first so you can see the node's effect in isolation.
  4. Route Quaternion (Vector4) into a compatible downstream node, viewer, or output path.
  5. Preview a representative frame, change one input/control at a time, and save/reopen reusable graphs to verify persistence.

Practical example

Create a small test graph with Quaternion Math. Feed a compatible source into A Quaternion. Change Operation away from its registry default and compare the result. Connect Quaternion to a compatible downstream stage so the result is visible. Keeping this test graph small makes socket-type, context, and parameter mistakes easier to diagnose before the node is used in a production graph.

Troubleshooting

  • If a connection is rejected, compare the exact socket data types in the tables above; Oraphim graph connections are typed.
  • If the result looks unchanged, confirm this node is on the active path to the viewer/output and that the expected graph/resource is selected.
  • If a control is unavailable, check required inputs and whether the property belongs to an internal or mode-dependent group.
  • If a saved graph behaves differently later, reopen it and verify node identity, connections, and edited property values before rendering.

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