2025
-
Phys. Plasmas 32 (3), 032104 (2025).
2024
-
Phys. Rev. E 110 (2), 027201 (2024).
-
Phys. Rev. E 109 (1), 015201 (2024).
2022
-
Phys. Rev. A 106 (6), 062818 (2022).
-
Phys. Rev. E 104 (4), 045201 (2022).
-
Nat. Commun. 31, 15 (2022).
2021
-
Phys. Plasmas 28 (6), 062302 (2021).
-
Phys. Plasmas 28 (5), 050401 (2021).
2020
-
Rev. Sci. Instrum. 91, 033320 (2020).
2019
-
Phys. Plasmas 26 (10), 100501 (2019).
-
Phys. Rev. E 99 (5), 053206 (2019).
-
Science 363 (6422), 33-34 (2019).
2018
-
Appl. Radiat. Isot. 142, 113-119 (2018).
-
Phys. Rev. A 97 (1), 016501 (2018).
2017
-
Phys. Lett. B 767, 171-176 (2017).
2016
-
Phys. Rev. A 94 (5), 052511 (2016).
2015
-
Sci. Rep. 5, 15693 (2015).
-
Rev. Sci. Instrum. 86 (7), 073505 (2015).
-
Adv. At. Mol. Opt. Phy. 64, 223-271 (2015).
-
Non-Neutral Plasma Physics IX (Takamatsu, Japan, December 2014). AIP Conf. Proc. 1668, 040001 (2015).
-
Contrib. Plasma Phys. 55, 399-406 (2015).
-
Phys. Rev. E 91 (3), 033101 (2015).
2014
-
Appl. Optics 53 (23), 5163-5168 (2014).
2013
-
J. Vac. Sci. Technol. A 31 (3), 033001 (2013).
-
Phys. Rev. E 87 (3), 033101 (2013).
2012
-
Spectroc. Acta Pt. B 76, 109-118 (2012).
-
Phys. Rev. Lett. 109 (3), 035002 (2012).
-
Physical Science FoundationsBYU Academic Publishing; 4th edition (2012)
2011
-
J. Phys. B 44 (18), 184014 (2011).
-
J. Opt. Soc. Am. B 28 (6), 1553-1555 (2011).
-
Phys. Rev. A 83 (2), 023409 (2011).
2009
-
Phys. Rev. A 80 (3), 033415 (2009).
-
Rev. Sci. Instrum. 80 (4), 047101 (2009).
2008
-
Phys. Rev. Lett. 101 (7), 073202 (2008).
-
J. Biomed. Opt. 13 (4), 044026 (2008).
-
Proc. SPIE 6853, 68530A (2008).
2007
-
Opt. Lett. 32 (6), 701-703 (2007).
2006
-
Am. J. Phys. 74 (9), 842-845 (2006).
-
Phys. Rev. A 73 (2), 021801 (2006).
2005
-
Phys. Rev. Lett. 95 (23), 235001 (2005).
-
Phys. Plasmas 12 (12), 123501 (2005).
-
Appl. Optics 44 (22), 4639-4647 (2005).
-
Proc. SPIE 5918, 59180R (2005).
-
Phys. Rev. A 71 (4), 043406 (2005).
2004
-
Appl. Optics 43 (19), 3910-3914 (2004).
2003
-
J. Phys. A 36 (22), 6077-6085 (2003).
-
Phys. Rev. E 67 (2), 026414 (2003).
-
Ultracold plasmas and Rydberg gasesPhys. World 16 (2), 37-41 (2003).
2002
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Appl. Optics 41 (36), 7583-7587 (2002).
2001
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J. Opt. Soc. Am. B 18 (12), 1813-1820 (2001).
-
arXiv:physics/0106091 [physics.ed-ph], (2001).
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Phys. Rev. Lett. 86 (17), 3759-3762 (2001).
2000
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J. Opt. Soc. Am. B 17 (9), 1599-1606 (2000).
-
Phys. Rev. Lett. 85 (2), 318-321 (2000).
1999
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Phys. Rev. Lett. 83 (23), 4776-4779 (1999).
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Phys. Scr. T83, 11-18 (1999).
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Phys. Scr. T83, 76-82 (1999).
1998
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Phys. Rev. Lett. 80 (23), 5093-5096 (1998).
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Phys. Rev. Lett. 80 (16), 3475-3478 (1998).
1996
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Astrophys. J. 464 (2), 1044-1049 (1996).
-
Astrophys. J. 464 (2), 1050-1053 (1996).
1995
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AIP Conf. Proc. 363, 1-11 (1995).
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J. Opt. Soc. Am. B 12 (3), 377-383 (1995).
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Phys. Rev. A 51 (1), 211-217 (1995).
1994
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Astrophys. J. 435 (2), L157-L159 (1994).
1993
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Astrophys. J. 415 (1), L59-L62 (1993).
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Astrophys. J. 414 (2), L137-L140 (1993).
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Astron. Astrophys. 273 (2), 707-718 (1993).
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Astrophys. J. 408 (1), 382-388 (1993).
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J. Opt. Soc. Am. B 10 (5), 794-798 (1993).
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Phys. Scr. T47, 29-35 (1993).
1990
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Int. J. Impact Engng. 10 (1), 555-570 (1990).
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Int. J. Impact Engng. 10 (1), 295-308 (1990).
‡Undergraduate Student Author
†Graduate Student Author
Selected Publications












Transition probabilities of 100 Ti-II emission lines, originating from 7 different atomic levels, have been determined by combining branching fractions with radiative lifetimes. The branching fractions were measured using Fourier transform spectroscopy on a hollow cathode. The radiative lifetimes of these 7 - and 35 additional - levels were measured using time resolved laser-induced fluorescence on a slow Ti ion beam. The transition probabilities of 21 very weak lines have been used to derive a solar titanium abundance of a(Ti) = log(N(Ti)/N(H)) + 12 = 5.04 +/- 0.04 dex, which is insensitive to the solar model. This value is in disagreement with the meteoritic titanium abundance (4.93 +/- 0.02).






Understanding how plasmas thermalize when density gradients are steep remains a fundamental challenge in plasma physics, with direct implications for fusion experiments and astrophysical phenomena. Standard hydrodynamic models break down in these regimes, and kinetic theories make predictions that have never been directly tested. Here, we present the first detailed phase-space measurements of a strongly coupled plasma as it evolves from sharp density gradients to thermal equilibrium. Using laser-induced fluorescence imaging of an ultracold calcium plasma, we track the complete ion distribution function f(x,v,t). We discover that commonly used kinetic models (Bhatnagar–Gross–Krook and Lenard–Bernstein) overpredict thermalization rates, even while correctly capturing the initial counterstreaming plasma formation. Our measurements reveal that the initial ion acceleration response scales linearly with electron temperature, and that the simulations underpredict the initial ion response. In our geometry we demonstrate the formation of well-controlled counterpropagating plasma beams. This experimental platform enables precision tests of kinetic theories and opens new possibilities for studying plasma stopping power and flow-induced instabilities in strongly coupled systems.

Bronin et al. [Phys. Rev. E 108, 045209 (2023)] recently reported molecular-dynamics simulations of ultracold neutral plasmas expanding in a quadrupole magnetic field. While the main results are in agreement with prior experimental measurements, we present data showing oscillations not captured in the simulations of Bronin et al. Plasmas formed using pulsed or continuous-wave ionization processes have similar confinement times.

Magnetic fields influence ion transport in plasmas. Straightforward comparisons of experimental measurements with plasma theories are complicated when the plasma is inhomogeneous, far from equilibrium, or characterized by strong gradients. To better understand ion transport in a partially magnetized system, we study the hydrodynamic velocity and temperature evolution in an ultracold neutral plasma at intermediate values of the magnetic field. We observe a transverse, radial breathing mode that does not couple to the longitudinal velocity. The inhomogeneous density distribution gives rise to a shear velocity gradient that appears to be only weakly damped. This mode is excited by ion oscillations originating in the wings of the distribution where the plasma becomes non-neutral. The ion temperature shows evidence of an enhanced electron-ion collision rate in the presence of the magnetic field. Ultracold neutral plasmas provide a rich system for studying mode excitation and decay.

We report frequency-comb-based measurements of Ca Rydberg energy levels. Counterpropagating laser beams at 390 and 423 nm excite Ca atoms from the 4s2 1S0 ground state to 4sns1S0 Rydberg levels with n ranging from 40 to 110. Near-resonant two-photon two-color excitation of atoms in a thermal beam makes it possible to eliminate the first-order Doppler shift. The resulting line shapes are symmetric and Gaussian. We verify laser metrology and absolute accuracy by reproducing measurements of well-known transitions in Cs, close to the fundamental wavelengths of our frequency-doubled Ti:sapphire lasers. From the measured transition energies we derive the ionization potential of Ca, EIP=1478154283.42±0.08(statistical)±0.07(systematic) MHz, improving the previous determinations by a factor of 11.

In strongly magnetized neutral plasmas, electron motion is reduced perpendicular to the magnetic field direction. This changes dynamical plasma properties such as temperature equilibration, spatial density evolution, electron pressure, and thermal and electrical conductivity. In this paper we report measurements of free plasma expansion in the presence of a strong magnetic field. We image laser-induced fluorescence from an ultracold neutral Ca+ plasma to map the plasma size as a function of time for a range of magnetic field strengths. The asymptotic expansion velocity perpendicular to the magnetic field direction falls rapidly with increasing magnetic field strength. We observe that the initially Gaussian spatial distribution remains Gaussian throughout the expansion in both the parallel and perpendicular directions. We compare these observations with a diffusion model and with a self-similar expansion model and show that neither of these models reproduces the observed behavior over the entire range of magnetic fields used in this study. Modeling the expansion of a magnetized ultracold plasma poses a nontrivial theoretical challenge.

New facilities such as the National Ignition Facility and the Linac Coherent Light Source have pushed the frontiers of high energy-density matter. These facilities offer unprecedented opportunities for exploring extreme states of matter, ranging from cryogenic solid-state systems to hot, dense plasmas, with applications to inertial-confinement fusion and astrophysics. However, significant gaps in our understanding of material properties in these rapidly evolving systems still persist. In particular, non-equilibrium transport properties of strongly-coupled Coulomb systems remain an open question. Here, we study ion-ion temperature relaxation in a binary mixture, exploiting a recently-developed dual-species ultracold neutral plasma. We compare measured relaxation rates with atomistic simulations and a range of popular theories. Our work validates the assumptions and capabilities of the simulations and invalidates theoretical models in this regime. This work illustrates an approach for precision determinations of detailed material properties in Coulomb mixtures across a wide range of conditions.

Understanding ion transport in plasma mixtures is essential for optimizing the energy balance in high-energy-density systems. In this paper, we focus on one transport property, ion–ion temperature relaxation in a strongly coupled plasma mixture. We review the physics of temperature relaxation and derive a general temperature relaxation equation that includes dynamical correlations. We demonstrate the fidelity of three popular kinetic models that include only static correlations by comparing them to data from molecular dynamics simulations. We verify the simulations by comparing with laboratory data from ultracold neutral plasmas. By comparing our simulations with high fidelity kinetic models, we reveal the importance of dynamical correlations in collisional relaxation processes. These correlations become increasingly significant as the ion mass ratio in a binary mixture approaches unity.

Charged particle transport plays a critical role in the evolution of high energy-density plasmas. As high-fidelity plasma models continue to incorporate new micro-physics, understanding multi-species plasma transport becomes increasingly important. We briefly outline theoretical challenges of going beyond single-component systems and binary mixtures as well as emphasize the roles experiment, simulation, theory, and modeling can play in advancing this field. The 2020 Division of Plasma Physics mini-conference on transport in Transport in Non-Ideal, Multi-Species Plasmas was organized to bring together a broad community focused on modeling plasmas with many species. This special topics issue of Physics of Plasmas touches on aspects of ion transport presented at that mini-conference. This special topics issue will provide some context for future growth in this field.

We report an all-solid-state gamma-ray scintillation detector comprised of a NaI(Tl) crystal and a scientific-grade CMOS camera. After calibration, this detector exhibits excellent linearity over more than three decades of activity levels ranging from 10 mCi to 400 nCi. Because the detector is not counting pulses, dead-time correction is not required. Compared to systems that use a photomultiplier tube, this detector has similar sensitivity and noise characteristics on short time scales. On longer time scales, we measure drifts of a few percent over several days, which can be accommodated through regular calibration. Using this detector, we observe that when high activity sources are brought into close proximity to the NaI crystal, several minutes are required for the measured signal to achieve a steady state.



Plasmas are supposed to be hot. Hydrogen nuclei undergo fusion in the Sun because plasma temperatures and pressures are so high. On page 61 of this issue, Langin et al. (1) report on a completely different kind of plasma by photoionizing a laser-cooled gas of strontium atoms. The ion temperature is a chilly 0.05 K, so thermal speed of the ions is equivalent to a person taking a brisk walk. Surprisingly, the properties of this low-density, low-temperature plasma provide clues about the workings of high–energy-density physics relevant for fusion power research.






We describe an experimental setup for making precision measurements of relative β-decay rates of Na-22, Cl-36, Mn-54, Co-60, Sr-90, Ba-133, Cs-137, Eu-152, and Eu-154. The radioactive samples are mounted in two automated sample changers that sequentially position the samples with high spatial precision in front of sets of detectors. The set of detectors for one sample changer consists of four Geiger-Müller (GM) tubes and the other set of detectors consists of two NaI scintillators. The statistical uncertainty in the count rate is few times 0.01% per day for the GM detectors and about 0.01% per hour on the NaI detectors. The sample changers, detectors, and associated electronics are housed in a sealed chamber held at constant absolute pressure, humidity, and temperature to isolate the experiment from environmental variations. The apparatus is designed to accumulate statistics over many years in a regulated environment to test recent claims of small annual variations in the decay rates. We demonstrate that absent this environmental regulation, uncontrolled natural atmospheric pressure variations at our location would imprint an annual signal of 0.1% on the Geiger-Müller count rate. However, neither natural pressure variations nor plausible indoor room temperature variations cause a discernible influence on our NaI scintillator detector count rate.

































We present two experiments in closed-loop feedback control. In the first experiment, students control the pointing angle of a laser to "lock" the laser onto a "target." In the second, students stabilize the pathlength difference in two arms of a Michelson interferometer. These experiments are appropriate for electronics and optics laboratory classes for junior and senior level students.




