transformation matrix

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transformation matrix

[‚tranz·fər′mā·shən ‚mā·triks]
(electromagnetism)
A two-by-two matrix which relates the amplitudes of the traveling waves on one side of a waveguide junction to those on the other.
McGraw-Hill Dictionary of Scientific & Technical Terms, 6E, Copyright © 2003 by The McGraw-Hill Companies, Inc.
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Moreover; in the IPPLEGA we took advantage of a proposed transformation matrix (TM).
The application of Algorithm 1 from [2] to Q yields the transformation matrix
where S([LAMBDA]) is a 4 x 4 matrix which depends only on the relative velocities of O and O' and [LAMBDA] is the Lorentz transformation matrix. S ([LAMBDA]) has an inverse if O [right arrow] O' and also O' [right arrow] O.
in which Q is the transformation matrix from the global to local coordinates.
[mathematical expression not reproducible] is the transformation matrix from the rectangular to the inverted trapezoidal.
Next, this system calculates a transformation matrix to convert the coordinates system whose origin is a set point to Senz3D coordinates system.
To retain the rotational invariance structure in the space-time beam-space, the conjugate centrosymmetric DFT matrix is applied as the transformation matrix [20].
First, according to the joint angles measured by the absolute position sensor, the homogeneous transformation matrix [sup.base][T.sub.end] between the end and the mounting base of the manipulator is calculated by the manipulator's forward kinematics.
The supersymmetrized versions of the bosonic quantities can be obtained by acting with the transformation matrix M.
where T is the standard (6 x 6) transformation matrix. The corresponding concrete stresses, [[sigma].sub.123], are determined from equivalent uniaxial constitutive laws for axial and shear stresses (Figure 5(a)).
Then the homogeneous transformation matrix is applied for representing geometric relations between cameras from different coordinate system.

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