Particle Accelerator Physics II: Nonlinear and Higher-Order Beam Dynamics

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There are many different software packages available for modeling the different aspects of accelerator physics. One must model the elements that create the electric and magnetic fields, and then one must model the charged particle evolution within those fields. A vital component of any accelerator are the diagnostic devices that allow various properties of the particle bunches to be measured.

A typical machine may use many different types of measurement device in order to measure different properties.

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These include but are not limited to Beam Position Monitors BPMs to measure the position of the bunch, screens fluorescent screens, Optical Transition Radiation OTR devices to image the profile of the bunch, wire-scanners to measure its cross-section, and toroids or ICTs to measure the bunch charge i. While many of these devices rely on well understood technology, designing a device capable of measuring a beam for a particular machine is a complex task requiring much expertise.

Not only is a full understanding of the physics of the operation of the device necessary, but it is also necessary to ensure that the device is capable of measuring the expected parameters of the machine under consideration. Success of the full range of beam diagnostics often underpins the success of the machine as a whole.

Errors in the alignment of components, field strength, etc. Engineers will provide the physicists with expected tolerances for the alignment and manufacture of each component to allow full physics simulations of the expected behaviour of the machine under these conditions. In many cases it will be found that the performance is degraded to an unacceptable level, requiring either re-engineering of the components, or the invention of algorithms that allow the machine performance to be 'tuned' back to the design level.

This may require many simulations of different error conditions in order to determine the relative success of each tuning algorithm, and to allow recommendations for the collection of algorithms to be deployed on the real machine. From Wikipedia, the free encyclopedia. Optics with an emphasis on geometrical optics beam focusing and bending and laser physics laser-particle interaction. Computer technology with an emphasis on digital signal processing ; e. See also: Particle beam , Strong focusing , Beam emittance , and Radiation damping. Physics portal.

Accelerator Science: Why RF?

This article includes a list of references , but its sources remain unclear because it has insufficient inline citations. Please help to improve this article by introducing more precise citations. March Learn how and when to remove this template message. Hamiltonian Nonlinear Beam Dynamics 6. Charged Particle Acceleration 7. Synchrotron Radiation 8.


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Hamiltonian Many-Particle Systems 9. Particle Beam Parameters Collective Phenomena Insertion Device Radiation. Notes Continuation of: Particle accelerator physics.

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Includes bibliographical references p. View online Borrow Buy Freely available Show 0 more links Set up My libraries How do I set up "My libraries"? Macquarie University Library.

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Open to the public ; QC The University of Melbourne Library. Open to the public Book; Illustrated English Show 0 more libraries None of your libraries hold this item. Concepts of single and multi particle beam dynamics are in- troduced. Synchrotron radiation, its properties and effect on beam dynamics and electron beam parameters is described in considerable detail followed IX by a discussion of beam instabilities on an introductory level, beam lifetiroe and basic lattice design concepts.

The second voluroe is airoed specifically to those students, engineers and scientists who desire to iroroerse theroselves deeper into the physics of par- ticle accelerators. It introduces the reader to higher order beam dynaroics, Hamiltonian particle dynamics, general perturbation theory, nonlinear bearo optics, chroroatic and georoetric aberrations and resonance theory.

Accelerator physics - Wikipedia

The in- teraction of particle beams with rf fields of the accelerating systero and beam loading effects are described in soroe detail relevant to accelerator physics. Following a detailed derivation of the theory of synchrotron radiation, par- ticle beam phenoroena are discussed while utilizing the Vlasov and Fokker Planck equations leading to the discussion of beam pararoeters and their roanipulation and collective beam instabilities.

Finally design concepts and new developroents of particle accelerators as synchrotron radiation sources or research tools in high energy physics are discussed in soroe detail. This text grew out of a nurober of lecture notes for accelerator physics courses at Stanford University, the Synchrotron Radiation Research Laba- ratory in Taiwan, the University of Sao Paulo in Brazil, the International Center for Theoretical Physics in Trieste and the US Partide Accelerator School as well as froro interaction with students attending those classes and roy own graduate students.

During alroost thirty years in this field I had the opportunity to work with nuroerous individuals and accelerators in laboratories around the world. Having learned greatly froro these interactions I like to take this opportunity to thank all those who interacted with roe and have had the patience to explain their ideas, share their results or collaborate with roe.

The design and construction of new particle accelerators provides a specifi- cally interesting period to develop and test theoretically new ideas, to work with engineers and designers, to see theoretical concepts becoroe hardware and to participate in the exciteroent of cororoissioning and optiroization.

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