Chemical and Biomolecular Engineering

Sulfur Reduction by the Extremely Thermophilic Archaebacterium Pyrodictium occultum

Applied and Environmental Microbiology, 53(7), 1690–1693.

Growth of Extremely Thermophilic Archaebacteria under Elevated Hyperbaric Conditions

Annals of the New York Academy of Sciences, 506(1 Biochemical E), 51–66.

Effect of Culturing Conditions on the Production of Exotoxin A by Pseudomonas aeruginosa

Annals of the New York Academy of Sciences, 506(1 Biochemical E), 663–668.

Estimation of Rates of Drug Diffusion in Polymers

In ACS Symposium Series (pp. 49–70).

Stress-optical properties of poly(oxypropylene) networks

Journal of Polymer Science Part B: Polymer Physics, 25(9), 1935–1948.

Elasticity of model poly(oxypropylene) networks

Journal of Polymer Science Part B: Polymer Physics, 25(1), 195–204.

Light stabilization of polymers using opaque pigments

Journal of Applied Polymer Science, 33(4), 1389–1395.

Protection of polymers from degradation by ultraviolet light: Compensation for increased UV light intensity by increased UV absorber concentration

Journal of Applied Polymer Science, 33(6), 2249–2252.

Development of a defined medium and two-step culturing method for improved exotoxin A yields from Pseudomonas aeruginosa

Applied and Environmental Microbiology, 53(9), 2013–2020.

Use of epifluorescence microscopy for characterizing the activity ofThiobacillus Ferrooxidans on iron pyrite

Biotechnology and Bioengineering, 30(1), 138–146.

Growth of the extreme thermophileSulfolobus acidocaldarius in a hyperbaric helium bioreactor

Biotechnology and Bioengineering, 29(9), 1066–1074.

Fluid Behavior in Micropores

Proceedings of the Second International Conference on Fundamentals of Adsorption, 463–471. Engineering Foundation.

A cost-benefit analysis of the industrial use of a phase equilibria prediction model based on the perturbation theory

Fluid Phase Equilibria, 38(1-2), 195–197.

Lennard-Jones mixtures in cylindrical pores

Molecular Physics, 62(5), 1213–1224.

Theory and simulation of associating liquid mixtures. II

Molecular Physics, 62(4), 843–860.

Phase transitions in a cylindrical pore

Molecular Physics, 62(1), 215–226.

Liquid-vapour coexistence in a cylindrical pore

Molecular Physics, 61(6), 1381–1390.

The liquid–vapor interface of simple polar fluids. II. Computer simulation

The Journal of Chemical Physics, 86(4), 2299–2308.

The liquid–vapor interface of simple polar fluids. I. Integral equation and perturbation theories

The Journal of Chemical Physics, 86(4), 2286–2298.

Mixtures of polar and associating molecules

Pure and Applied Chemistry, 59(1), 53–60.