Online calculation of the interpolation of 4x4 matrices
Enter the data of the two matrices and the value of the weighting. The value zero is assumed for empty fields.
A linear interpolation is performed from the first to a second matrix based on a value indicating the weighting of the second matrix.
If the weighting value is \(0 \), the interpolated matrix is identical to the first matrix. If the weighting value is \(1 \), the result is identical to the second matrix. If the weighting is between \(0 \) and \(1 \), the values of the calculated matrix lie between the two matrices. If the value is less than \(0 \) or greater \(1 \), the value is outside the range.
More Matrix 4x4 Functions
|Addition (Matrix + Matrix)|
|Subtraction (Matrix - Matrix)|
|Multiplication (Matrix * Matrix)|
|Scalar Multiplication (Matrix * Scalar)|
|Rotation around the X axis|
|Rotation around the Y axis|
|Rotation around the Z axis|
|Rotation around the X, Y and Z axes|
|Invert a matrix|
|Determinant of a matrix|