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Robert D. Russell

Robert D. Russell

D-Index & Metrics

Mathematics

D-Index
44
Citations
11831
World Ranking
1548
National Ranking
57

Research.com Recognitions

  • 2009 - SIAM Fellow For contributions to the numerical solution of ordinary and partial differential equations.

Overview

Robert D. Russell is affiliated with Simon Fraser University in Canada and has a research focus primarily centered on nuclear and high energy physics.

Their recent scholarly output includes papers published between 2023 and 2025, distributed across several notable venues. These papers are:

  • "Deformation and Collectivity in Doubly Magic Pb208," 2025, Physical Review Letters
  • "Identifying the spin-trapped character of the Si32 isomeric state," 2023, Physical review. C
  • "Suppressed electric quadrupole collectivity in Si32," 2024, Physical review. C
  • "Coulomb excitation of Mo96," 2023, Physical review. C
  • "The rate of the astrophysical 48Cr(p,γ)49Mn reaction and its influence on the potential A = 48 waiting point in the rp process," 2024, Physics Letters B

Their frequent co-authors include:

  • C. Müller-Gatermann
  • C S G Cousins
  • J. Henderson
  • J. Heery
  • V. Bildstein

Robert D. Russell's publications are predominantly found in these journals and archives:

  • Physical review. C
  • Physical Review Letters
  • Physics Letters B
  • arXiv (Cornell University)
  • Nuclear Physics A

Their research broadly covers the field of physics and astronomy, with a focus on several subfields such as:

  • Nuclear and High Energy Physics
  • Atomic and Molecular Physics, and Optics
  • Condensed Matter Physics
  • Spectroscopy
  • Aerospace Engineering

The main topics in their work include:

  • Nuclear physics research studies
  • Atomic and Molecular Physics
  • Rare-earth and actinide compounds
  • Advanced NMR Techniques and Applications
  • Particle physics theoretical and experimental studies
  • Astronomical and nuclear sciences
  • Particle accelerators and beam dynamics

Among the recognitions received, Robert D. Russell was named a SIAM Fellow in 2009 for contributions to the numerical solution of ordinary and partial differential equations.

Best Publications

  • Numerical solution of boundary value problems for ordinary differential equations

    Uri M. Ascher;Robert M. M. Mattheij;Robert D. Russell

  • Collocation Software for Boundary-Value ODEs

    U. Ascher;J. Christiansen;R. D. Russell

  • A collocation solver for mixed order systems of boundary value problems

    U. Ascher;J. Christiansen;R. D. Russell

  • Adaptive Moving Mesh Methods

    Weizhang Huang;Robert D. Russell

  • Moving mesh partial differential equations (MMPDES) based on the equidistribution principle

    Weizhang Huang;Yuhe Ren;Robert D. Russell

  • A collocation method for boundary value problems

    R. D. Russell;L. F. Shampine

  • Adaptivity with moving grids

    Chris J. Budd;Weizhang Huang;Robert D. Russell

  • Adaptive Mesh Selection Strategies for Solving Boundary Value Problems

    R. D. Russell;J. Christiansen

  • Moving Mesh Methods Based on Moving Mesh Partial Differential Equations

    Weizhang Huang;Yuhe Ren;Robert D. Russell

  • Moving Mesh Methods for Problems with Blow-up

    Chris J. Budd;Weizhang Huang;Robert D. Russell

  • On the Compuation of Lyapunov Exponents for Continuous Dynamical Systems

    Luca Dieci;Robert D. Russell;Erik S. Van Vleck

  • Numerical Methods for Singular Boundary Value Problems

    R. D. Russell;L. F. Shampine

  • Anr-Adaptive Finite Element Method Based upon Moving Mesh PDEs

    Weiming Cao;Weizhang Huang;Robert D Russell

  • Moving Mesh Strategy Based on a Gradient Flow Equation for Two-Dimensional Problems

    Weizhang Huang;Robert D. Russell

  • Unitary integrators and applications to continuous orthonormalization techniques

    Luca Dieci;Robert D. Russell;Erik S. Van Vleck

  • A Study of Monitor Functions for Two-Dimensional Adaptive Mesh Generation

    Weiming Cao;Weizhang Huang;Robert D. Russell

  • Reformulation of Boundary Value Problems into “Standard” Form

    U. Ascher;R. D. Russell

  • A Moving Mesh Method for One-dimensional Hyperbolic Conservation Laws

    John M. Stockie;John A. Mackenzie;Robert D. Russell

  • Analysis of Moving Mesh Partial Differential Equations with Spatial Smoothing

    Weizhang Huang;Robert D. Russell

  • A Moving Mesh Method Based on the Geometric Conservation Law

    Weiming Cao;Weizhang Huang;Robert D. Russell

  • 3. Theory of Ordinary Differential Equations

    Uri M. Ascher;Robert M. M. Mattheij;Robert D. Russell

Frequent Co-Authors

Weizhang Huang
Weizhang Huang University of Kansas
Uri M. Ascher
Uri M. Ascher University of British Columbia
Chris Budd
Chris Budd University of Bath
Weiwei Sun
Weiwei Sun United International College
Lawrence F. Shampine
Lawrence F. Shampine Southern Methodist University
Steven J. Ruuth
Steven J. Ruuth Simon Fraser University
Jinchao Xu
Jinchao Xu Pennsylvania State University
Bernd Hamann
Bernd Hamann University of California, Davis
Ricardo Carretero-González
Ricardo Carretero-González San Diego State University
Michael J. Ward
Michael J. Ward University of British Columbia

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