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An Interaction Region for Gamma-Gamma and Gamma-Electron Collisions at TESLA/SBLC

R. Brinkmann, I. Ginzburg, N. Holtkamp, G. Jikia, O. Napoly, E. Saldin, E. Schneidmiller, V. Serbo, G. Silvestrov, V. Telnov, A. Undrus, M. Yurkov

TL;DR

<3-5 sentence high-level summary> The paper analyzes a dedicated photon-collider interaction region for gg and ge collisions at TESLA/SBLC, enabled by laser backscattering to convert electrons into high-energy photons. It compares two collision schemes (with and without magnetic deflection) and optimizes laser parameters, optics, and beam properties to achieve substantial high-energy luminosities while mitigating backgrounds. The study details Higgs and electroweak physics opportunities, top-quark and beyond-Standard-Model searches, and hadron/QCD studies achievable with gg/γe modes, providing ultimate luminosity projections under increasingly favorable emittance and laser-technology scenarios. It also surveys laser technologies (solid-state CPA and FEL) and forward-looking enhancements (multi-stage FEL amplifiers) to realize the required high-power, high-repetition-rate photon beams for a viable photon collider at a linear accelerator.

Abstract

Linear colliders offer unique opportunities to study gamma-gamma (gg), gamma-electron (ge) interactions. Using the laser backscattering method one can obtain gg, ge colliding beams with an energy and luminosity comparable to that in e+e- collisions. This work is a part of the Conceptual Design of TESLA/SBLC linear colliders describing a second interaction region for gg, ge collisions. We consider here possible physics in high energy gg, ge collisions, e -> g conversion, requirements to lasers, collision schemes, attainable luminosities, backgrounds, possible lasers, optics at the interaction region and other associated problems.

An Interaction Region for Gamma-Gamma and Gamma-Electron Collisions at TESLA/SBLC

TL;DR

<3-5 sentence high-level summary> The paper analyzes a dedicated photon-collider interaction region for gg and ge collisions at TESLA/SBLC, enabled by laser backscattering to convert electrons into high-energy photons. It compares two collision schemes (with and without magnetic deflection) and optimizes laser parameters, optics, and beam properties to achieve substantial high-energy luminosities while mitigating backgrounds. The study details Higgs and electroweak physics opportunities, top-quark and beyond-Standard-Model searches, and hadron/QCD studies achievable with gg/γe modes, providing ultimate luminosity projections under increasingly favorable emittance and laser-technology scenarios. It also surveys laser technologies (solid-state CPA and FEL) and forward-looking enhancements (multi-stage FEL amplifiers) to realize the required high-power, high-repetition-rate photon beams for a viable photon collider at a linear accelerator.

Abstract

Linear colliders offer unique opportunities to study gamma-gamma (gg), gamma-electron (ge) interactions. Using the laser backscattering method one can obtain gg, ge colliding beams with an energy and luminosity comparable to that in e+e- collisions. This work is a part of the Conceptual Design of TESLA/SBLC linear colliders describing a second interaction region for gg, ge collisions. We consider here possible physics in high energy gg, ge collisions, e -> g conversion, requirements to lasers, collision schemes, attainable luminosities, backgrounds, possible lasers, optics at the interaction region and other associated problems.

Paper Structure

This paper contains 31 sections, 31 equations, 26 figures, 4 tables.

Figures (26)

  • Figure 1: Scheme of a $\gamma\gamma$; $\gamma$e collider.
  • Figure 2: The cross sections of some processes in $\gamma\gamma\,$ and $\gamma$e collisions.
  • Figure 3: Comparison of cross sections for charged pair production in e$^+$e$^-$ and $\gamma\gamma$ collisions. The cross section $\sigma =(\pi\alpha^2/M^2)f(x)$, P=S (scalars), F (fermions), W (W-bosons); M is particle mass, $x=W_{p\bar{p}}^2/4M^2$. The functions $f(x)$ are shown.
  • Figure 4: Spectrum of the Compton scattered photons for different polarizations of the laser and electron beams.
  • Figure 5: Mean helicity of the scattered photons.
  • ...and 21 more figures