ajsteinmetz / fermi-distribution

Birrell, J., Formanek, M., Steinmetz, A., Yang, C. T., Rafelski, J. Characterizing Asymptotic Expansions of Quantum Fermi Gas. (2024) e-print: arXiv:2405.05287 [cond-mat.quant-gas].

Hi there 👋 I'm a physicist! 🔭

Andrew James Steinmetz

I study ⚛ Quantum mechanics 🌌 Cosmology ⚡ Electromagnetism 🧲 Magnetic moments

Education 🍎

• PhD. Physics, University of Arizona. 2023
• BS. Physics, University of Arizona. 2014
• BS. Chemical Engineering, University of Arizona. 2014

Employment ⚒

• Global Professor. University of Arizona, Dept. of Physics. 2023 - Current
  • Arizona College of Technology at the Hebei University of Technology (ACT@HEBUT)
• Adjunct Faculty. Pima Community College, Physics Dept. & Astronomy Dept. 2020 - 2023
• Graduate Assistant. University of Arizona, Dept. of Physics & Dept. of Chemistry & Biochemistry. 2015 - 2023

Publications 📚

• Birrell, J., Formanek, M., 🌟Steinmetz, A., Yang, C. T., Rafelski, J. Int J Theor Phys 63, 163 (2024). 10.1007/s10773-024-05695-8
• 🌟Steinmetz, A. Doctoral dissertation. University of Arizona, 2023. HDL:10150/670301
• Rafelski, J., 🌟Steinmetz, A. & Yang, C. T. IJMPA 38.31 (2023): 2350163. 10.1142/S0217751X23501634
• 🌟Steinmetz, A., Yang, C. T. & Rafelski, J. Phys. Rev. D 108 (2023): 123522. 10.1103/PhysRevD.108.123522
• Rafelski, J., Birrell, J., 🌟Steinmetz, A. & Yang, C.T. Universe 9.7 (2023): 309. 10.3390/universe9070309
• Formanek, M., 🌟Steinmetz, A. & Rafelski, J. Phys. Rev. A 103.5 (2021): 052218. 10.1103/PhysRevA.103.052218
• Formanek, M., 🌟Steinmetz, A. & Rafelski, J. Phys. Rev. D 102.5 (2020): 056015. 10.1103/PhysRevD.102.056015
• Formanek, M., 🌟Steinmetz, A. & Rafelski, J. Plas. Phys. Cont. Fus. 61.8 (2019): 084006. 10.1088/1361-6587/ab242e
• 🌟Steinmetz, A., Formanek, M. & Rafelski, J. Eur. Phys. J. A 55, 40 (2019). 10.1140/epja/i2019-12715-5
• Formanek, M., Evans, S., Rafelski, J., 🌟Steinmetz, A. & Yang, C. T. Plas. Phys. Cont. Fus. 60.7 (2018). 10.1088/1361-6587/aac06a
• Rafelski, J., Formanek, M. & 🌟Steinmetz, A. Eur. Phys. J. C 78 (2018): 1-12. 10.1140/epjc/s10052-017-5493-2

In Preparation ✏️

• Birrell, J., Grayson, C., Rafelski, J., 🌟Steinmetz, A., Yang, C. T. In preparation (2024).
• 🌟Steinmetz, A., Evans, S., Formanek, M., Grayson, C., Labun, L., Price, W., Rafelski, J. In preparation (2024).
• 🌟Steinmetz, A., Yang, C. T. & Rafelski, J. In preparation (2024).
• Evans, S., 🌟Steinmetz, A. In preparation (2024).

Links ⛓

🔗 UArizona 🔗 Inspire HEP 🔗 Google Scholar 🔗 arXiv 🔗 AstroBin 🔗 LinkedIn

fermi-distribution's Issues

Check Eq. 20-23.

Look at the a_n and b_n coefficients. Doublecheck Cheng Tao's mathematics.

Study how variance is calculated for statistical quantities. Apply to magnetization of quantify fluctuations.

Create mass divergence plot

Go over and review the "Decomposition of Fermi gas into zero and finite temperature components with examples" manuscript and flesh in details and discussions.

Show how the derivative of FD is a polynomial of FD.

The derivative of the FD distribution is a polynomial of the FD distribution. Therefore, show how the generalized distributions also follow this patter when the derivative is taken. Match all terms to figure out equivalency.