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Low-α Operation of BESSY II and Future Plans for an Alternating Bunch Length Scheme BESSYVSR

Andreas Jankowiak, G. Wüstefeld

Open publisher page 17 citations

Abstract

Significant progress has been made in the last few years in short-bunch operation of third-generation synchrotron light sources, achieved by “lowα” optics for storage rings [1 Abo-Bakr, M. 2002. Phys. Rev. Lett., 88: 254801[Crossref], [PubMed] , [Google Scholar]–4 Müller, A.-S. Short-pulse operation of storage ring light sources. Proceedings of IPAC2013. Shanghai, China. (in press) [Google Scholar]]. The term α is a machine optics parameter describing the particle orbit length L as a function of the particle momentum p, L = L0(1 + α(p − p0)/p0), with respect to the nominal values indicated by the index “0”. The “zero current” bunch length σ is then proportional to . Included here is the rf-voltage temporal gradient, V′ = dV/dt, which additionally influences the bunch length and will be required further. Thus, lowering α leads to a reduced bunch length all around the ring and radiation of the short bunches is supplied to all beamlines. These short bunches produce short X-ray pulses of equal length suitable for time-resolved measurements. Simultaneously, the short electron pulses emit intense, coherent THz radiation.

About this research paper

What this paper is about

Significant progress has been made in the last few years in short-bunch operation of third-generation synchrotron light sources, achieved by “lowα” optics for storage rings [1 Abo-Bakr, M. 2002. Phys. Rev. Lett., 88: 254801[Crossref], [PubMed] , [Google Scholar]–4 Müller, A.-S. Short-pulse operation of storage ring light sources. Proceedings of IPAC2013. Shanghai, China. (in press) [Google Scholar]]. The term α is a machine optics parameter describing the particle orbit length L as a function of the particle momentum p, L = L0(1 + α(p − p0)/p0), with respect to the nominal values indicated by the index “0”. The “zero current” bunch length σ is then proportional to . Included here is the rf-voltage temporal gradient, V′ = dV/dt, which additionally influences the bunch length and will be required further. Thus, lowering α leads to a reduced bunch length all around the ring and radiation of the short bunches is supplied to all beamlines. These short bunches produce short X-ray pulses of equal length suitable for time-resolved measurements. Simultaneously, the short electron pulses emit intense, coherent THz radiation.

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Available abstract

Significant progress has been made in the last few years in short-bunch operation of third-generation synchrotron light sources, achieved by “lowα” optics for storage rings [1 Abo-Bakr, M. 2002. Phys. Rev. Lett., 88: 254801[Crossref], [PubMed] , [Google Scholar]–4 Müller, A.-S. Short-pulse operation of storage ring light sources. Proceedings of IPAC2013. Shanghai, China. (in press) [Google Scholar]]. The term α is a machine optics parameter describing the particle orbit length L as a function of the particle momentum p, L = L0(1 + α(p − p0)/p0), with respect to the nominal values indicated by the index “0”. The “zero current” bunch length σ is then proportional to . Included here is the rf-voltage temporal gradient, V′ = dV/dt, which additionally influences the bunch length and will be required further. Thus, lowering α leads to a reduced bunch length all around the ring and radiation of the short bunches is supplied to all beamlines. These short bunches produce short X-ray pulses of equal length suitable for time-resolved measurements. Simultaneously, the short electron pulses emit intense, coherent THz radiation.

Key concepts: Physics, Storage ring, Bunches, Synchrotron radiation, Optics, Synchrotron, Electron, Particle accelerator

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