Quaternion Interpolation berechnen

Online calculator to calculate the interpolation of quaternions

The function on this page calculates linear interpolation and spherical linear interpolation of quaternions.

To perform the calculation, select the mathematical function to be calculated, and enter the values of the quaternions. Then click on the 'Calculate' button.

Empty fields count as 0.

Quaternion Interpolation

Input
Quaternion 1 Quaternion 2 Result
X =
Y
Z
W
Weighting
Operator
Decimal places

Description


The quaternion represents a vector used to encode three-dimensional physical rotations. It is used to efficiently rotate an object around the (x,y,z) vector by angle theta, where the following applies:

w = cos(theta/2)

Components

W - The rotation component.
X - The X value of the vector component.
Y - The Y value of the vector component.
Z - The Z value of the vector component.


Interpolation functions


Linear interpolation

Performs a linear interpolation between two quaternions based on a value, which indicates the weight of the second quaternion.

Spherical linear interpolation

Interpolates between two quaternions using the spherical linear interpolation method.

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