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The problem of the charged-particle motion in an axisymmetric magnetic geometry is used to assess the validity of higher-order Hamiltonian guiding-center theory, which includes higher-order corrections associated with gyrogauge invariance as well as guiding-center polarization induced by magnetic-field non-uniformity. Two axisymmetric magnetic geometries are considered: a magnetic mirror geometry and a simple tokamak geometry. When a magnetically confined charged-particle orbit is regular (i.e., its guiding-center magnetic moment is adiabatically invariant), the guiding-center approximation, which conserves both energy and azimuthal canonical angular momentum, is shown to be faithful to the particle orbit when higher-order corrections are taken into account.more » « less
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Rocha, R.; Aziz, S. A.; Brook, C. E.; Carvalho, W. D.; Cooper‐Bohannon, R.; Frick, W. F.; Huang, J. C.‐C.; Kingston, T.; López‐Baucells, A.; Maas, B.; et al (, Animal Conservation)null (Ed.)
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Ehrenberg, A; Moehle, E; Brook, C; Cate, A; Witkowsky, L; Sachdeva, R; Hirsh, A; Barry, K; Hamilton, J; Lin-Shiao, E; et al (, PloS one)null (Ed.)Regular surveillance testing of asymptomatic individuals for SARS-CoV-2 has been center to SARS-CoV-2 outbreak prevention on college and university campuses. Here we describe the voluntary saliva testing program instituted at the University of California, Berkeley during an early period of the SARS-CoV-2 pandemic in 2020. The program was administered as a research study ahead of clinical implementation, enabling us to launch surveillance testing while continuing to optimize the assay. Results of both the testing protocol itself and the study participants’ experience show how the program succeeded in providing routine, robust testing capable of contributing to outbreak prevention within a campus community and offer strategies for encouraging participation and a sense of civic responsibility.more » « less
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