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by Staff Writers Washington DC (SPX) Aug 27, 2021
Scientists use particle accelerators to speed up electrically charged particles to nearly the speed of light. They then smash those particles together to study the new particles that form, including quarks. However, free quarks cannot be directly observed in isolation due to color confinement. This phenomenon means certain particles, including quarks and gluons, cannot be isolated. This makes it difficult to study those particles. Now, a team has developed a new method to simulate how quarks combine and interact to make up the larger particles that form the atom's nucleus. These simulations need a lot of computing power. One way to make them simpler is to simulate quarks that are heavier than the quarks found in nature. Thanks to the power of the Summit supercomputer, the team simulated much lighter quarks than possible in the past. The combination of the power of Summit with the new method created more realistic results.
The Impact
Summary They used simulated snapshots of the strong force field in the vacuum to calculate what would happen as the particles moved through this field. The calculations required the power of the Summit supercomputer because of the large number of vacuum snapshots needed to get meaningful results. In total, the team took more than 1,000 snapshots over three different masses in simulated cubes with grids ranging from 32,768 to 262,144 points in space. This research will allow scientists to apply these results to real-life data, enabling better predictions about subatomic matter.
Funding Computing time was granted by the John von Neumann Institute for Computing; William and Mary, through contributions from the National Science Foundation and the Commonwealth of Virginia Equipment Trust Fund; the National Energy Research Scientific Computing Center, a DOE Office of Science User Facility; and the Oak Ridge Leadership Computing Facility, also a DOE Office of Science User Facility.
Research Report: "Parton Distribution Functions from Ioffe Time Pseudodistributions from Lattice Calculations: Approaching the Physical Point"
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