Results 281 to 290 of about 2,267,299 (343)
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Beam–Beam Effects

2014
Beam–beam effects became a subject of study as soon as there were colliders beginning with the first e+e− collider AdA in Frascati that started operating in 1962 and the first p–p collider ISR at CERN that started operating in 1971. Over the years many different issues related to electromagnetic interactions of colliding beams have emerged.
V. Shiltsev, A. Valishev
openaire   +1 more source

Modeling Large Deflections of Initially Curved Beams in Compliant Mechanisms Using Chained Beam Constraint Model

Journal of Mechanisms and Robotics, 2018
Understanding and analyzing large and nonlinear deflections are the major challenges of designing compliant mechanisms. Initially, curved beams can offer potential advantages to designers of compliant mechanisms and provide useful alternatives to ...
Guimin Chen   +3 more
semanticscholar   +1 more source

Cartesian beams

Optics Letters, 2007
A new and very general beam solution of the paraxial wave equation in Cartesian coordinates is presented. We call such a field a Cartesian beam. The complex amplitude of the Cartesian beams is described by either the parabolic cylinder functions or the confluent hypergeometric functions, and the beams are characterized by three parameters that are ...
Miguel A, Bandres   +1 more
openaire   +2 more sources

Bernoulli Beams

2020
Bernoulli theory is a classical beam theory where the transverse shear deformation is neglected and the deflection of the beam indicated by w is the only degree of freedom of the model and the in-plane rotation si given by the derivative of the transverse deflection with respect to the beam axis.
Ferreira A. J. M., Fantuzzi N.
openaire   +2 more sources

Coherent beam-beam effects

PACS2001. Proceedings of the 2001 Particle Accelerator Conference (Cat. No.01CH37268), 2002
We have performed a strong-strong simulation to investigate the effect of a beam-beam interaction on the motion of circulating beams in a 50 GeV /spl times/ 50 GeV muon-collider ring. The phase-slip factor /spl eta//sub 1/ in the muon-collider ring is approximately -1 /spl times/ 10/sup -6/ so that the synchrotron motion is nearly frozen during the ...
null Eun-San Kim   +2 more
openaire   +1 more source

Beam-beam simulation with non-Gaussian beams

AIP Conference Proceedings, 1990
A new method of calculating the beam‐beam force for High Energy Colliding Beam Machines is given and the method does not assume that the particle distribution is gaussian. With the method, the coherent beam‐beam tune shift as a function of beam current is reproduced for the horizontal case. (AIP)
openaire   +1 more source

Beam-based beam-beam benchmarking and correction

Optics studies in the LHC are generally performed on low-intensity, non-colliding beams. Understanding the optics perturbation from beam-beam effects however, is of significant interest. This was particularly true for the LHC in 2024, where the 3Qy resonance driven by the long-range beam-beam (LRBB) contributed to breaking of the collimator hierarchy ...
Maclean,Ewen   +6 more
openaire   +1 more source

Beam-Beam Instability in Case of Strong-Weak Beam-Beam Interactions

AIP Conference Proceedings, 2003
Beam‐beam effects in HERA were studied with a self‐consistent beam‐beam simulation by using the particle‐in‐cell method. A remarkable agreement between the experimental measurement and the simulation result was observed on the emittance growth, luminosity reduction, and coherent beam‐beam tune shifts.
openaire   +1 more source

Beam-Beam Synchrobetatron Resonances

IEEE Transactions on Nuclear Science, 1983
Electron storage rings see dangerous beam-beam synchrobetatron sidebands which are almost invisible to single beams, for example the diagonal resonances Qz-Qx = mQs. Colliding protons and antiprotons in the SPS do not see diagonal sidebands, despite the absence of stabilisation by radiation damping.
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Timoshenko Beams

2020
Unlike the Bernoulli beam formulation, the Timoshenko beam formulation accounts for transverse shear deformation. It is therefore capable of modeling thin or thick beams. In this chapter we perform the analysis of Timoshenko beams in static bending, free vibrations and buckling. We present the basic formulation and show how a MATLAB code can accurately
Ferreira A. J. M., Fantuzzi N.
openaire   +2 more sources

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