J
J. Mark Parnis
Researcher at Trent University
Publications - 62
Citations - 1430
J. Mark Parnis is an academic researcher from Trent University. The author has contributed to research in topics: Matrix isolation & Infrared spectroscopy. The author has an hindex of 19, co-authored 61 publications receiving 1185 citations. Previous affiliations of J. Mark Parnis include Queen's University & University of Toronto.
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Direct UV photolysis of selected pharmaceuticals, personal care products and endocrine disruptors in aqueous solution.
TL;DR: All 15 model compounds photolyzed under exposure to the broadband radiation emitted by the MP lamp resulted in the removal of 15 model PPCPs and EDCs from water by direct UV photolysis, compared to the results observed for the monochromatic radiation (LP lamp.
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Direct and indirect effects of different types of microplastics on freshwater prey (Corbicula fluminea) and their predator (Acipenser transmontanus).
Chelsea M. Rochman,Chelsea M. Rochman,J. Mark Parnis,Mark Anthony Browne,Sebastian Serrato,Eric J. Reiner,Matthew Robson,Thomas M. Young,Miriam Diamond,Swee J. Teh +9 more
TL;DR: Test the hypothesis that bioaccumulation of PCBs would differ among polymer types and observed effects, although subtle, seemed to be due to microplastics rather than PCBs alone.
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Transition metal atom reaction kinetics in the gas phase: association and oxidation reactions of 7S3 chromium atoms
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Vibrational spectrum of the acetone-water complex: a matrix isolation FTIR and theoretical study
TL;DR: In this paper, the FT-infrared absorption spectrum of the hydrogen-bonded acetone-water complex has been investigated in solid argon matrices, giving rise to red or blue-shifted absorptions near most of those associated with the fundamental transitions of matrix-isolated acetone or water.
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Beyond the Beer–Lambert law: The dependence of absorbance on time in photochemistry
J. Mark Parnis,Keith B. Oldham +1 more
TL;DR: In this article, the photochemical law governing chemical conversion of a photoactive species is derived and solved analytically in the absence of solution mixing, and the law predicts a remarkable symmetry in which the dependence of light intensity on distance matches the dependence on concentration on time.