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Dive into the research topics where R. C. Hanson is active.

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Featured researches published by R. C. Hanson.


Science | 1972

Mercury detection by means of thin gold films

John J. McNerney; Peter R. Buseck; R. C. Hanson

The adsorption of elemental mercury vapor on a thin (several hundred angstroms) gold film produces resistance changes in the film. An instrument for the detection of mercury based on this phenomenon is simple and rapid and requires no chemical separations other than passage of the vapor sample through a few standard dry filters. The instrument is portable, and the technique is directly applicable to environmental problems and geochemical prospecting. The limit of detection of the prototype instrument is 0.05 nanogram of mercury.


High Pressure Research | 1990

Brillouin scattering study of methanol at high pressure

Scott Lee; A. Anderson; Stuart Lindsay; R. C. Hanson

Abstract Brillouin scattering has been used to study methanol as a function of pressure up to 8.4 GPa. Our near-forward-scattering experiments yield the pressure dependence of the velocity of longitudinal acoustic (LA) phonons, while we determine the pressure dependence of the product of the index of refraction and the LA phonon velocity from our backscattering experiments. The pressure dependence of the LA phonon lifetimes is obtained from the linewidth of the measured Brillouin peaks. From our backscattering experiments we find that the normalized phonon attenuation is a decreasing function of pressure.


Journal of Chemical Physics | 1987

Raman spectra and phase diagram of fluorine at pressures up to 6 GPa and temperatures between 10 and 320 K

David Schiferl; S. Kinkead; R. C. Hanson; David Alan Pinnick

The Raman spectra and phase diagram of fluorine were studied in a diamond‐anvil cell up to 6 GPa over the temperature range 10–300 K. The sample slowly reacted with the diamond anvils to form CF4. The vibron frequencies in α‐F2 and β‐F2, as well as the lattice modes in α‐F2, were determined as a function of pressure. No new phases were discovered. The α–β phase boundary can be fit with an equation of the Simon form: Pαβ (GPa)=−0.385(10) +4.80(9)×10−4 Tαβ1.75 (K). The melting curve was established to lie between limiting curves: Puppermelt (GPa)=−0.107+1.01×10−4T1.75melt (K) and Plowermelt (GPa)=−0.140+1.32×10−4 T1.75melt (K).


Physical Review B | 1987

Diatomic melting curves to very high pressure

David A. Young; Chang-Sheng Zha; Reinhard Boehler; J. Yen; Malcolm Nicol; A. S. Zinn; David Schiferl; S. Kinkead; R. C. Hanson; David Alan Pinnick


Physical Review B | 1974

Anharmonicity in CuCl—elastic, dielectric, and piezoelectric constants

R. C. Hanson; K. Helliwell; C. Schwab


Physical Review B | 1989

Pressure effects on Raman scattering from solid HF and DF.

David Alan Pinnick; Katz Ai; R. C. Hanson


Physical Review B | 1986

Elastic and photoelastic anisotropy of solid HF at high pressure.

Scott Lee; David Alan Pinnick; Stuart Lindsay; R. C. Hanson


Physical Review B | 1987

Theoretical aspects of solid hydrogen halides under pressure

Robert W. Jansen; R. Bertoncini; David Alan Pinnick; Katz Ai; R. C. Hanson; Otto F. Sankey; M. O'Keeffe


Physical Review B | 1976

Pressure dependence of the Raman scattering by copper halides

Hans D. Hochheimer; M. L. Shand; J. E. Potts; R. C. Hanson; C. T. Walker


Physical Review B | 1976

Experimental and theoretical study of the anomalous Raman spectrum in the transverse optic phonon region of CuCl

M. L. Shand; Hans D. Hochheimer; M. Krauzman; J. E. Potts; R. C. Hanson; C. T. Walker

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C. T. Walker

Arizona State University

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J. E. Potts

Arizona State University

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David Schiferl

Los Alamos National Laboratory

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Katz Ai

Arizona State University

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M. L. Shand

Arizona State University

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S. Kinkead

Los Alamos National Laboratory

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Stuart Lindsay

Arizona State University

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