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Carl Jolly

Publications and source records attributed to Carl Jolly.

2 recordsLinked to original sources

OPALX: A performance-portable framework for particle accelerator simulations

Accurate charged-particle beam simulations require self-consistent collective fields and realistic accelerator models, while their computational cost motivates efficient use of heterogeneous computing systems. We present OPALX, a performance-portable accelerator simulation framework that builds on the beam-dynamics capabilities of OPAL. Its modular architecture uses the Independent Parallel Particle Layer (IPPL) and Kokkos to support distributed-memory execution on multicore CPUs and GPUs from a common codebase. The framework combines relativistic particle tracking with prescribed accelerator fields, particle-in-cell space charge calculations, and spin tracking. We describe the physical and numerical models and their integration into the simulation workflow. The implementation is assessed using disorder-induced heating and frozen-spin test cases, together with comparisons of spin evolution with G4Beamline and beam transport with TraceWin. A three-dimensional space charge benchmark evaluates throughput on CPU and GPU systems, reaching approximately $10^9$ macroparticles per second on a single NVIDIA A100 GPU for this benchmark. These results provide initial verification of the implemented models and demonstrate CPU and GPU execution of self-consistent space charge calculations. OPALX provides a common foundation for extending accelerator models and numerical methods across heterogeneous computing platforms.

physics.acc-ph↗

Characterisation and mitigation of RF knockout during beam stacking

Beam stacking allows a Fixed Field alternating gradient Accelerator (FFA) to increase the extracted beam current whilst also allowing for a flexible time structure making FFAs a promising candidate for future spallation neutron sources and high beam intensity applications. For successful beam stacking, beam loss caused by RF knockout must be avoided. RF knockout can occur during beam stacking because of the finite dispersion function at the RF cavity location, which is unavoidable in a scaling FFA. In this work, the RF knockout resonance is characterised and through a series of experiments at the ISIS Neutron and Muon Source, we show that it is possible to suppress the loss from RF knockout.

physics.acc-ph↗