Dr. Kevin G. TeBeest

1. Campo, A., TeBeest, Kevin G., Salazar, A. Alternative Method for Solving One^_Dimensional, Transient Heat Conduction in Different Coordinate Systems via Symbolic Computational Algebra, Computer Applications in Engineering Education. Accepted; tentatively scheduled to appear in 1997.
2. TeBeest, Kevin G., "Supplemental Exercises for Zill's First Course in Differential Equations with Modeling Applications". (Book) Publ. by Thomson Brooks/Cole, 2005. ISBN: 0-534-41893-7
3. TeBeest, Kevin G., Numerical and Analytical Solutions of Volterra's Population Model, SIAM Review, 39-3, Sept. 1997, pp. 484^_493.
4. Antonio Campo, Kevin G. TeBeest, Ulises Lacoa, and Juan Morales, Application of a Finite Volume-Based Method of Lines to Turbulent Forced Convection in Circular Tubes, Numerical Heat Transfer, Part A: Applications, 30:503--517, Oct. 1996.
5. TeBeest, Kevin G., Trogdon, Steven A., and Douglass, Rodney W., Natural Convection within Spherical Annuli by Symbolic Algebra, Journal of Heat Transfer, 115:807^_809, 1993.
6. TeBeest, Kevin G., Trogdon, S.A., Dahl, J.R., and Douglass, R.W., Natural Convection within Spherical Annuli by Symbolic Algebra on Workstations, Computational Techniques and Numerical Heat Transfer on PCs and Workstations, ASME. AD^_ Vol. 23, HTD^_Vol. 185, pp. 101^_106, 1991.
7. Douglass, R.W., TeBeest, K.G., Trogdon, S.A., and Gardner, D.R., Prandtl Number Effects on the Stability of Natural Convection between Spherical Shells, International Journal of Heat and Mass Transfer, Vol. 33, No. 11, pp. 2533^_2544, 1990.

Return to my homepage

Designed and maintained by

Kevin G. TeBeest
ktebeest@kettering.edu

The lighthouse photographs found herein were taken by and are property of Kevin G. TeBeest and should not be used or copied in any way without the owner's express permission.

Copyright © 1998-2022 Kevin G. TeBeest. All rights reserved. Reproduction by any means, without the express permission of the owner, is expressly prohibited.