jonesPol: Jones Matrix Representation of a Linear Polarizer Element
In TobinH/microTransit: Quantitative Polarized Light Imaging and Analysis Tools
jonesPol R Documentation
Jones Matrix Representation of a Linear Polarizer Element
Description
jonesPol creates a Jones matrix linear polarizer element
at specified orientation phi.
Usage
jonesPol(phi)
Arguments
phi
in-plane angle for the axis of the polarizer element.
Details
The Jones calculus provides a means to represent polarization of light
with matrix and vector elements (Fowles 1989).
Value
A Jones matrix.
References
Fowles, G. R. (1989). Introduction to modern optics. Courier Corporation.
See Also
Other qPLM Simulation Functions:
Rotosim(),
jonesRet()
TobinH/microTransit documentation built on Jan. 19, 2024, 5:21 a.m.
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| jonesPol | R Documentation |
Jones Matrix Representation of a Linear Polarizer Element
Description
jonesPol creates a Jones matrix linear polarizer element
at specified orientation phi.
Usage
jonesPol(phi)
Arguments
phi |
in-plane angle for the axis of the polarizer element. |
Details
The Jones calculus provides a means to represent polarization of light with matrix and vector elements (Fowles 1989).
Value
A Jones matrix.
References
Fowles, G. R. (1989). Introduction to modern optics. Courier Corporation.
See Also
Other qPLM Simulation Functions:
Rotosim(),
jonesRet()
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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