Thomas Witelski

Thomas Witelski

Duke University

H-index: 33

North America-United States

About Thomas Witelski

Thomas Witelski, With an exceptional h-index of 33 and a recent h-index of 18 (since 2020), a distinguished researcher at Duke University, specializes in the field of Fluid dynamics, differential equations.

His recent articles reflect a diverse array of research interests and contributions to the field:

Coarsening of thin films with weak condensation

A Three-dimensional tumor growth model and its boundary instability

The role of exponential asymptotics and complex singularities in self-similarity, transitions, and branch merging of nonlinear dynamics

Deflection and Stresses in Beams joined together by a Continuous Spring Layer

Cauchy-Dirichlet problems for the porous medium equation

Evaporation and deposition in porous media

Uncovering the dynamics of a circadian-dopamine model influenced by the light–dark cycle

Taylor dispersion in osmotically driven laminar flows in phloem

Thomas Witelski Information

University

Position

Professor of Mathematics

Citations(all)

3337

Citations(since 2020)

986

Cited By

2782

hIndex(all)

33

hIndex(since 2020)

18

i10Index(all)

58

i10Index(since 2020)

34

Email

University Profile Page

Duke University

Google Scholar

View Google Scholar Profile

Thomas Witelski Skills & Research Interests

Fluid dynamics

differential equations

Top articles of Thomas Witelski

Title

Journal

Author(s)

Publication Date

Coarsening of thin films with weak condensation

SIAM Journal on Applied Mathematics

Hangjie Ji

Thomas P Witelski

2024/4/30

A Three-dimensional tumor growth model and its boundary instability

arXiv preprint arXiv:2401.04954

Jian-Guo Liu

Thomas Witelski

Xiaoqian Xu

Jiaqi Zhang

2024/1/10

The role of exponential asymptotics and complex singularities in self-similarity, transitions, and branch merging of nonlinear dynamics

Physica D: Nonlinear Phenomena

S Jonathan Chapman

Michael C Dallaston

Serafim Kalliadasis

Philippe H Trinh

Thomas P Witelski

2023/11/1

Deflection and Stresses in Beams joined together by a Continuous Spring Layer

Jimmie Adriazola

Peter Buchak

Andre Gianesi Odu

Emmanuel Maitre

Matthew McCurdy

...

2023/3/29

Cauchy-Dirichlet problems for the porous medium equation

Discrete and Continuous Dynamical Systems

Mark Bowen

John R King

Thomas P Witelski

2023/1

Evaporation and deposition in porous media

Pejman Sanaei

Chris Breward

Meredith Ellis

Saem Han

Benjamin Holzer

...

2022/4/6

Uncovering the dynamics of a circadian-dopamine model influenced by the light–dark cycle

Mathematical Biosciences

Ruby Kim

Thomas P Witelski

2022/2/1

Taylor dispersion in osmotically driven laminar flows in phloem

Journal of Fluid Mechanics

Mazen Nakad

Thomas Witelski

Jean-Cristophe Domec

S Sevanto

Gabriel Katul

2021/4

Acoustohydrodynamic tweezers via spatial arrangement of streaming vortices

Science advances

Haodong Zhu

Peiran Zhang

Zhanwei Zhong

Jianping Xia

Joseph Rich

...

2021/1/6

Nonlinear dynamics of dewetting thin films

AIMS Mathematics

Thomas P Witelski

2020

Dynamics of spiral waves in the complex Ginzburg–Landau equation in bounded domains

Physica D: Nonlinear Phenomena

M Aguareles

SJ Chapman

T Witelski

2020/12/15

Steady states of thin film droplets on chemically heterogeneous substrates

Weifan Liu

Thomas P Witelski

2020/12

Steady states and dynamics of a thin-film-type equation with non-conserved mass

European Journal of Applied Mathematics

Hangjie Ji

Thomas P Witelski

2020/12

See List of Professors in Thomas Witelski University(Duke University)

Co-Authors

H-index: 79
Andrea Bertozzi

Andrea Bertozzi

University of California, Los Angeles

H-index: 77
Michael P. Brenner

Michael P. Brenner

Harvard University

H-index: 64
Daniel J Lew

Daniel J Lew

Duke University

H-index: 62
Robert Behringer

Robert Behringer

Duke University

H-index: 55
Jon Chapman

Jon Chapman

University of Oxford

H-index: 47
VIRGIN L.N. or VIRGIN L.

VIRGIN L.N. or VIRGIN L.

Duke University

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