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Season 1, Episode 6 -- Aurora Pribram-Jones

Season 1, Episode 6 -- Aurora Pribram-Jones

FromScience in Parallel


Season 1, Episode 6 -- Aurora Pribram-Jones

FromScience in Parallel

ratings:
Length:
28 minutes
Released:
Oct 27, 2021
Format:
Podcast episode

Description

Aurora Pribram-Jones works on hot, dense electrons – simulating extreme chemistry that can happen within giant planets like Jupiter or nuclear fusion experiments. Aurora’s career included many initial detours on the way to science, but the flexibility of community college classes and a job at a technical bookstore paved their path toward research. Now a member of the chemistry faculty at the University of California, Merced, Aurora finds purpose in teaching and mentoring students and supporting the whole scientist, especially those from underrepresented and marginalized communities. Aurora completed a Ph.D. at the University of California, Irvine, and was a DOE CSGF recipient from 2011 to 2015. They carried out postdoctoral research at the University of California, Berkeley, and at Lawrence Livermore National Laboratory, the latter supported by a Lawrence Postdoctoral Fellowship. Aurora received the Frederick A. Howes Scholar Award in Computational Science in 2016.
Released:
Oct 27, 2021
Format:
Podcast episode

Titles in the series (22)

Computers and science are intertwined – and not just as tools that help humans connect and collaborate. With computers, scientists model the earth’s climate, design alternative energy strategies and simulate exploding stars. From laptops to the world’s fastest supercomputers, software innovations and artificial intelligence are reshaping how we interact with mounds of data from healthcare to high-energy physics and how we solve critical problems. Computational science brings together mathematics, computer science and hardware and science expertise to take on these challenges. In this podcast, you’ll meet the scientists doing this work, learn more about their research and gain insights into the workings of this dynamic field.