Research Associate- 3D Solar Dynamo Modeling

Clarkson University•Potsdam, NY
•Onsite

About The Position

Clarkson University invites applications for a six-month Postdoctoral Research Associate position in computational solar physics and three-dimensional solar dynamo modeling. The appointment is expected to begin November 2, 2026, with an annualized salary of $68,000 ($34,000 for six months). The position will be supported by NSF Project #375-11200-102810 under the direction of Professor Chunlei Charles Liang. The postdoctoral researcher will develop, verify, and apply a three-dimensional kinematic solar dynamo model based on the Babcock–Leighton mechanism. The research will focus on numerical modeling of the generation and transport of large-scale solar magnetic fields under prescribed differential rotation, meridional circulation, magnetic diffusion, and Babcock–Leighton poloidal-field source terms. A central objective is to establish a robust computational framework capable of simulating solar magnetic-field evolution over multiple activity cycles and examining how variations in large-scale flows and Babcock–Leighton source processes influence magnetic-field generation, equatorward migration, polar-field reversal, and solar-cycle variability.

Requirements

  • Ph.D. in mechanical engineering, aerospace engineering, applied mathematics, physics, astrophysics, computer science/computer engineering, computational science, or a closely related discipline.
  • A strong background in numerical methods and scientific computing is required.
  • Demonstrated experience in scientific programming and computational research.
  • Strong foundation in numerical methods, scientific computing, computational physics, or a closely related quantitative field.
  • Ability to develop, verify, and analyze numerical models for partial differential equations and large-scale simulations.
  • Experience with scientific programming in C/C++, CUDA, Python, Fortran, MATLAB, or comparable environments.
  • Knowledge of one or more relevant areas such as magnetohydrodynamics, solar or stellar dynamo theory, Babcock–Leighton or flux-transport modeling, high-order methods, spherical computational domains, or GPU computing.
  • Strong quantitative data-analysis and visualization skills.
  • Strong scientific communication skills, including manuscript preparation and presentation of research findings.
  • Ability to conduct independent research while collaborating effectively with faculty, students, and external research partners.
  • Ability to maintain clear documentation, reproducible code, and organized research data.
  • Capacity to learn new mathematical, computational, and physical concepts as the research develops.
  • Commitment to research integrity and responsible scientific practice.

Nice To Haves

  • Experience in high-performance computing, magnetohydrodynamics, solar or stellar dynamo theory, Babcock–Leighton or flux-transport dynamo modeling, high-order numerical methods, spherical computational domains, GPU computing, or scientific data analysis.
  • Experience developing or applying large-scale numerical simulation codes.
  • Programming experience in C/C++, CUDA, Python, Fortran, MATLAB, or comparable scientific-computing environments is preferred.

Responsibilities

  • Develop and validate a 3D global kinematic Babcock–Leighton solar dynamo model.
  • Solve the magnetic-induction equation using prescribed three-dimensional velocity fields representing differential rotation and meridional circulation.
  • Develop and evaluate physically appropriate representations of the Babcock–Leighton poloidal-field source, including spatial and temporal variations in active-region emergence.
  • Implement high-order numerical methods for magnetic-field evolution, including magnetic diffusion and numerical control of the solenoidal constraint.
  • Conduct multi-cycle simulations to investigate the generation and evolution of toroidal and poloidal magnetic fields.
  • Analyze butterfly diagrams, surface radial magnetic fields, polarity-inversion patterns, polar-field buildup and reversal, and other solar-cycle diagnostics.
  • Investigate the sensitivity of dynamo solutions to differential rotation, meridional circulation, magnetic diffusivity, Babcock–Leighton source parameters, and initial magnetic fields.
  • Incorporate observationally reconstructed large-scale solar flows and magnetic-field information, where appropriate, to constrain and evaluate the dynamo model.
  • Develop GPU-accelerated computational capabilities for large-scale three-dimensional simulations.
  • Prepare simulation datasets, visualization tools, quantitative diagnostics, and reproducible analysis workflows.
  • Provide guidance to undergraduate and graduate researchers participating in computational solar-physics projects.
  • Share expertise in scientific computing, numerical methods, simulation analysis, and research best practices.
  • Contribute to a collaborative and rigorous research environment within the Department of Mechanical and Aerospace Engineering.
  • Coordinate research activities with Professor Liang and project collaborators and communicate technical progress in a timely manner.
  • Maintain research code, simulation data, documentation, and computational workflows with attention to reproducibility and accuracy.
  • Contribute to research reports, manuscripts, conference presentations, and other project deliverables.
  • Collaborate with researchers in solar physics, computational science, and related disciplines as project needs arise.
  • Maintain high standards of research integrity, responsible data stewardship, and professional conduct.
  • Participate in research meetings, seminars, conferences, and collaborative activities as appropriate.
  • Engage in continuous professional development in solar dynamo theory, high-performance computing, and numerical methods.
  • Assist with other research-related tasks and scholarly activities consistent with the goals of the funded project.
  • Comply with Clarkson University policies and applicable sponsor requirements.

Benefits

  • Annualized salary of $68,000 ($34,000 for six months)
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