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Peter D. Richardson

Researcher at Brown University

Publications -  147
Citations -  9344

Peter D. Richardson is an academic researcher from Brown University. The author has contributed to research in topics: Reynolds number & Heat transfer. The author has an hindex of 36, co-authored 145 publications receiving 8504 citations. Previous affiliations of Peter D. Richardson include Memorial Hospital of South Bend & University of Cambridge.

Papers
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Influence of plaque configuration and stress distribution on fissuring of coronary atherosclerotic plaques

TL;DR: Computer modelling and histological findings showed that site of tearing was influenced by variation in the mechanical strength of cap tissue due to focal accumulation of foam cells, and the distribution of circumferential tensile stress across the intima was radically altered by atherosclerotic plaques.
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Risk of thrombosis in human atherosclerotic plaques: role of extracellular lipid, macrophage, and smooth muscle cell content.

TL;DR: In the aorta ulceration and thrombosis were characteristic of plaques with a high proportion of their volume occupied by extracellular lipid, and in which there was a shift toward a preponderance of monocyte/macrophages compared with smooth muscle cells in the cap.
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Baricitinib as potential treatment for 2019-nCoV acute respiratory disease.

TL;DR: It is suggested that baricitinib could be trialled, using an appropriate patient population with 2019-nCoV acute respiratory disease, to reduce both the viral entry and the inflammation in patients, using endpoints such as the MuLBSTA score, an early warning model for predicting mortality in viral pneumonia.
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COVID-19: combining antiviral and anti-inflammatory treatments

TL;DR: Clinical evidence does not support corticosteroid treatment for 2019-nCoV lung injury, and convalescent plasma treatment reduced mortality in patients with severe pandemic influenza A (H1N1) 2009 virus infection.
Book

Boiling heat transfer and two-phase flow

TL;DR: In this article, the authors discuss the two-phase flow and show that it is possible to predict the instability of the two phases of two phase flow and the two phase pool boiling crisis.