Authors: Eremey Valetov and Martin Berz
Organization: Michigan State University
Creation date: 03-Feb-2017
Email: [email protected]
This COSY INFINITY program computes multipole terms of the Muon (g-2) Collaboration quadrupole with adjustable geometry specified by plate distances and plate voltages specified by the user.
For detailed information, including theory and calculation examples, see Chapter 3 and appendices of the following:
Eremey Valetov. Field Modeling, Symplectic Tracking, and Spin Decoherence for EDM and Muon g-2 Lattices. Ph.D. thesis, Michigan State University, East Lansing, MI 48824, 2017. Fermilab report FERMILAB-THESIS-2017-21. doi:10.2172/1416546.
README.md This file
LICENSE.md Copyright notice
mterms.fox COSY INFINITY program
mapdata.txt Conformal map data for default plate distances and voltages
quad.pdf Plot of the cross-sectional geometry with default distances
This program uses COSY INFINITY as the interpreter. It uses MATLAB and the Schwarz-Christoffel Toolbox for MATLAB by T. Driscoll for calculation of polygon prevertices and other parameters.
Please follow the instructions at http://www.math.udel.edu/~driscoll/SC/ to install the Schwarz-Christoffel Toolbox.
MATLAB must be configured in order for it to run from the OS command line. This is normally the case for MATLAB installations with no additional action from the user.
The program was tested to work in Linux and Windows with respective versions of COSY INFINITY and MATLAB.
The polygonal model is stored in the procedure GEOMDATA of mterms.fox.
The x and y coordinates of the polygon are stored in the COSY INFINITY vectors ZXI and ZYI, respectively. The interior angles of the polygon, divided by Pi, are stored in the vector ALPHA.
Run the program in COSY INFINITY, e.g. by entering "cosy mterms.fox" in the command line. Follow the prompts. Multipole terms will be displayed on screen and written to file "mterms.txt".
In case the Schwarz-Christoffel Toolbox is invoked, a plot of the polygonal model of the cross section with equipotential and field lines is written to the file "quadplot.pdf".
© 2017 Eremey Valetov and Martin Berz