Jason S. Howell

Jason S. Howell

Jason S. Howell
Assistant Professor
Department of Mathematics
College of Charleston

Office: Robert Scott Small Building (RSS) 357

Postal Mail: Department of Mathematics
College of Charleston
66 George Street
Charleston, SC 29424

Courier (UPS/FedEx): Department of Mathematics
College of Charleston
175 Calhoun Street
Robert Scott Small Building, Room 339
Charleston, SC 29401

Phone: (843) 953-1016
Fax: (843) 953-1410

howelljs at cofc dot edu

Welcome to my home page!

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Some posters presented by undergraduate students on research projects:

Computational Studies of Hemodynamical Flows in Abdominal Aortic Aneurysms by Danielle Masse, presented at the 2015 SIAM Conference on Computational Science & Engineering in Salt Lake City
Influence of Neck Width on the Hemodynamics of Intracranial Cerebral Aneurysms by Allison Conger, presented at the 2014 CofC Celebration of Summer Scholars poster session
Dynamic Modeling of Selective and Nonselective Advertising Strategies by Chloe Fletcher, presented at the 2014 INFORMS Annual Meeting in San Francisco
Convex Solubility Parameters for Polymers by Ben Stephens, presented at the 2015 School of Sciences and Mathematics Poster Session (won top poster award in both Mathematics and Chemistry)
Validity of Nonlinear Beam Models for Axial Flow Flutter by Katelynn Huneycutt, presented at the 2016 CofC Celebration of Summer Scholars poster session
Computational Methods for Predicting Aeroelastic Flutter by Spencer Wilder, presented at the 2016 CofC Celebration of Summer Scholars poster session
A Quantitative Approach to Polymer Solubility Parameters by Miranda Roesing, presented at the 2016 Southeastern Regional Meeting of the American Chemical Society in Columbia, SC

Plot of the magnitude of the velocity (upper left) and axial component (x-direction) of the stress (upper right) of a steady viscoelastic fluid flow in a simple planar channel with an enlargement (motivated by a simple model of a small arterial aneurysm). This component of the stress is the most pronounced at the entrance and exit of the enlargement. The magnitude of the shear stress (below) of the viscoelastic fluid along the upper wall is significantly different than that of a Newtonian fluid, despite having an almost identical velocity field.

Contact Info: Jason S Howell;
Department of Mathematics;
College of Charleston; 66 George Street; Charleston, SC 29424;
843-953-1016 (office); 843-953-1410 (fax);

email: howelljs at cofc dot edu