PHY962C : U. S. Particle Accelerator School

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Michigan State University
U.S.A.
(3.00 - Graduate)

closed

Tuition:

$237.00/credit ($711.00 total) - Graduate

Description:

Participation in suitable courses offered by the U.S. Particle Accelerator School. Various topics in Beam Physics.

Enrollment Status:

This offering is not currently available for enrollment
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Start Date - End Date:

08/30/1999 - 12/17/1999
01/10/2000 - 05/05/2000
08/28/2000 - 12/08/2000
01/08/2001 - 05/04/2001

Enrollment Period:

05/16/1999 - 08/15/1999
10/13/1999 - 01/03/2000
06/10/2000 - 08/27/2000

Rating:

No one has reviewed this offering yet.

Instructor Information:

Instructor Name:Martin Berz
Background: 1986: Consultant, LANL and LBNL
1987: Faculty, University of Giessen
1988: Staff Scientist, Lawrence Berkeley National Laboratory
1990: Faculty, Department of Physics, MSU

Education: 1979: Vordiplom Degrees in Physics, Mathematics, and Education
1981: Master's Degree Mathematics
1984: Diplom Degree Physics, Secondary Educational Certification
1986: Dr. rer. nat. "summa cum laude", University of Giessen

Publications: Books
Applications of Modern Map Methods in Particle Beam Physics
M. Berz, K. Makino, K. Shamseddine and W. Wan, (Academic Press, Orlando, Florida, in print 1998).
Computational Differentiation: Techniques, Applications, and Tools
M. Berz, C. Bischof, A. Griewank, G. Corliss and Eds., (SIAM, Philadelphia, 1996), ISBN 0-89871-385-4.
Proceedings International Workshop on Nonlinear Effects in Accelerators, Berlin
M. Berz, S. Martin and K. Ziegler (Eds.), (Institute of Physics Publishing, Bristol, 1993), ISBN 0-7503-0238-0.

Papers

Differential Algebraic Techniques
M. Berz, in "Handbook of Accelerator Physics and Engineering, M. Tigner, A.Chao (Eds.)" (World Scientific, 1998)
Experiences with Interactive Remote Graduate Instruction in Beam Physics
M. Berz, B. Erdelyi and J. Hoefkens, Journal of Interactive Learning Research, 10, 1, 49-58 (1999).
New Methods for High-Dimensional Verified Quadrature
M. Berz and K. Makino, Reliable Computing, 5, 13-22 (1999).
Efficient Control of the Dependency Problem Based on Taylor Model Methods
K. Makino and M. Berz, Reliable Computing, 5, 3-12 (1999).
COSY Infinity version 8
K. Makino, M. Berz, Nuclear Instruments and Methods, in print (1998).
High-Accuracy Field Description of Particle Spectrographs
R. Degenhardt, M. Berz, Nuclear Instruments and Methods, in print (1998).
The Influence of Fringe Fields on Particle Dynamics in the Large Hadron Collider
W. Wan, C. Johnstone, J. Holt, M. Berz, K. Makino, M. Lindemann, B. Erdelyi, Nuclear Instruments and Methods, in print (1998).
Differential Algebraic Determination of High-Order Off-Energy Closed Orbits, Chromaticities, and Momentum Compactions
M. Berz, B. Erdelyi, W. Wan, K.-Y. Ng, Nuclear Instruments and Methods, in print (1998).
Verified Integration of ODEs and Flows using Differential Algebraic Methods on High-Order Taylor Models
M. Berz and K. Makino, Reliable Computing, 4, 361-369 (1998).
Design of a Fifth-Order Achromat
W. Wan, M. Berz, Nuclear Instruments and Methods, 423, 1, 1-6 (1999).
Computation and Application of Taylor Polynomials with Interval Remainder Bounds
M. Berz and G. Hoffstätter, Reliable Computing, 4, 83-97 (1998).
From Taylor Series to Taylor Models
M. Berz, in "Beam Stability and Nonlinear Dynamics", AIP Conference Proceedings 405 (AIP, 1997).
Remainder Differential Algebras and their Applications
K. Makino and M. Berz, in "Computational Differentiation: Techniques, Applications, and Tools, M. Berz, C. Bischof, G. Corliss, A. Griewank (Eds.)" (SIAM, 1996).
Calculus and Numerics on Levi-Civita Fields
M. Berz, in "Computational Differentiation: Techniques, Applications, and Tools, M. Berz, C. Bischof, G. Corliss, A. Griewank (Eds.)" (SIAM, 1996).
Exception Handling in Derivative Computation with Nonarchimedean Calculus
K. Shamseddine and M. Berz, in "Computational Differentiation: Techniques, Applications, and Tools, M. Berz, C. Bischof, G. Corliss, A. Griewank (Eds.)" (SIAM, 1996).
Rigorous Lower Bounds on the Survival Time in Particle Accelerators
G. Hoffstätter and M. Berz, Particle Accelerators, 54, 193-202 (1996).
COSY INFINITY Version 7
K. Makino and M. Berz, in AIP Conference Proceedings, 391 (1996) 253.
Symplectic Scaling of Transfer Maps including Fringe Fields
G. Hoffstätter and M. Berz, Physical Review E, 54,4, 5664 (1996).
An Analytical Theory of Arbitrary Order Achromats
W. Wan and M. Berz, Physical Review E, 54,3, 2870 (1996).
COSY INFINITY and its Applications to Nonlinear Dynamics
M. Berz, G. Hoffstätter, W. Wan, K. Shamseddine and K. Makino, in "Computational Differentiation: Techniques, Applications, and Tools, M. Berz, C. Bischof, G. Corliss, A. Griewank (Eds.)" (SIAM, 1996).
Modern Map Methods for Charged Particle Optics M. Berz, Nuclear Instruments and Methods, 363, 100 (1995).
Exact Bounds on the Long Term Stability of Weakly Nonlinear Systems Applied to the Design of Large Storage Rings
M. Berz and G. Hoffstätter, Interval Computations, 2, 68-89 (1994)
Reconstructive Correction of Aberrations in Nuclear Particle Spectrographs
M. Berz, K. Joh, J. A. Nolen, B. M. Sherrill and A. F. Zeller, Physical Review C, 47,2, 537 (1993).
Differential Algebraic Formulation of Normal Form Theory
M. Berz, in "M. Berz, S. Martin and K. Ziegler (Eds.), Proc. Nonlinear Effects in Accelerators", IOP Publishing, 77 (1992)
Automatic Differentiation as Nonarchimedean Analysis
M. Berz, "Computer Arithmetic and Enclosure Methods" (Elsevier Science, Amsterdam, 1992), pp. 439-450.
High-Order Computation and Normal Form Analysis of Repetitive Systems
M. Berz, in "The Physics of Particle Accelerators", edited by M. Month and M. Dienes, AIP Conf. Proc. No. 249 (AIP, New York, 1992), p. 456.
Forward Algorithms for High Orders and Many Variables
M. Berz, in "Automatic Differentiation of Algorithms: Theory, Implementation and Application" (SIAM, Philadelphia, 1991).
Symplectic Tracking in Circular Accelerators with High Order Maps
M. Berz, in "Nonlinear Problems in Future Particle Accelerators" (World Scientific, 1991), p. 288.
Differential Algebraic Description of Beam Dynamics to Very High Orders
M. Berz, Particle Accelerators, 24, 109 (1989).
The Program HAMILTON for the Analytic Solution of the Equations of Motion in Particle Optical Systems through Fifth Order
M. Berz and H. Wollnik, Nuclear Instruments and Methods, A258, 364 (1987).
The Method of Power Series Tracking for the Mathematical Description of Beam Dynamics
M. Berz, Nuclear Instruments and Methods, A258, 431 (1987).

Offerings Taught By this Instructor:

PHY962B : Particle Accelerators
PHY962C : U. S. Particle Accelerator School
PHY962D: Seminar in Beam Physics Research
Beam Physics – Master of Science and Ph.D