Faculty

Institution

Unit

Venue

Mingji Zhang

Associate Professor

New Mexico Institute of Mining and Technology

Affiliations

Mathematics Department

Mingji Zhang is currently serving as a Mathematics Associate Professor at New Mexico Institute of Mining And Technology.

Honors

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Experiences

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Education

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Mingji Zhang

New Mexico Institute of Mining and Technology

Associate Professor

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applied mathematics physics dynamical systems applied physics mathematics boundary value problems fluid dynamics transport phenomena poisson-nernst-planck systems nonlinear phenomena potential theory mathematical physics nonlinear science nonlinear analysis partial differential equations theoretical physics computational physics ionic flows nonlinear systems wave nonlinearity fractional calculus numerical simulations spectral theory nonlinear dynamics nonlinear hyperbolic problem poisson-nernst-planck models local hard-sphere potential ordinary differential equations discrete dynamical systems nonlinear equations fractional dynamic quantum dynamics ion size effects individual fluxes i-v relations multiple cations classical poisson-nernst-planck systems quantum chemistry boundary layers anomalous diffusion charge transport periodic travelling wave ion mobility many-body problem boundary layer effects mathematical optimization scientific computing fourier analysis geometric singular perturbation theory singularly perturbed problem evolution equations stochastic calculus statistical field theories fractional-order systems channel geometry ion flow critical potentials mathematical studies classical poisson-nernst-planck models quantum science mathematical sciences rational mechanic theoretical analysis system dynamics nonlinear wave propagation wave theory stochastic dynamical systems charge carrier transport material nonlinearities nonlinear process non-equilibrium process noise control hamiltonian system elliptic equations microactuators permanent charge

Notable Scholarly Works

Notable Federal Grants

Collaborators

Analysis of Flux‐Ratio Bifurcation in Ionic Flows via Classical Poisson–Nernst–Planck Models. Studies in Applied Mathematics (2025)

nonlinear phenomenatransport phenomenamultiscale hydrodynamicsnumerical simulationsnonlinear scienceion mobilityphysicsionic flowsfluid dynamicsflux‐ratio bifurcationordinary differential equationsclassical poisson–nernst–planck modelsapplied mathematics

Bifurcations and Exact Solutions of the Coupled Nonlinear Generalized Zakharov Equations With Anti-Cubic Nonlinearity: Dynamical System Approach. Mathematics (2025)

nonlinear phenomenaexact solutionsnonlinear systemsanti-cubic nonlinearitynonlinear analysisnonlinear sciencenonlinear hyperbolic problemdynamical system approachnonlinear equationsbifurcation theorynonlinear dynamicsdynamical systems

Dynamics of a Quartic Korteweg–De Vries Equation With Multiple Dissipations via an Abelian Integral Approach. Chaos An Interdisciplinary Journal of Nonlinear Science (2025)

nonlinear phenomenahyperbolic conservation lawsboundary value problemsnonlinear analysisabelian integral approachnonlinear hyperbolic problemnonlinear equationsmathematicsevolution equationsmultiple dissipationspartial differential equationsintegrable systemsmathematical analysisdifferential equationsapplied mathematicsdynamical systems

Numerical Approach to Poisson–Nernst–Planck Models With Nonzero Permanent Charges and Steric Effects. Symmetry (2025)

quantum field theorysteric effectsphysicscomputational physicsnumerical analysistheoretical physicshigh-frequency approximationnumerical approachpotential theoryapplied mathematicspoisson–nernst–planck modelsstatistical field theories

Roles Played by Critical Potentials in the Study of Poisson–Nernst–Planck Models With Steric Effects Under Relaxed Neutral Boundary Conditions. Axioms (2025)

transport phenomenaboundary value problemselliptic equationssteric effectsphysicsmathematical physicswave nonlinearitycritical potentialspotential theoryapplied mathematicspoisson–nernst–planck models

Studies on Poisson–Nernst–Planck Systems With Large Permanent Charges Under Relaxed Neutral Boundary Conditions. Mathematics (2025)

quantum mechanicsboundary value problemselectromagnetismphysicscomputational physicslarge permanent chargespotential theorypoisson–nernst–planck systemspartial differential equationsdifferential equationsapplied mathematics

Studies on Reversal Potential via Classical Poisson-Nernst-Planck Systems. Part I: Multiple Pieces of Nonzero Permanent Charges Having the Same Sign. Qualitative Theory of Dynamical Systems (2025)

nonlinear phenomenaquantum mechanicsquantum field theorymultiple piecesphysicstheoretical physicsmathematical physicsmathematicssame signspectral theorymodern physicsnonzero permanent chargesquantum dynamicssymmetrypotential theory

Studies on Zero-Current Ionic Flows Through Membrane Channels via Poisson-Nernst-Planck Systems With Steric Effects Under Relaxed Boundary Conditions. Acta Mathematicae Applicatae Sinica English Series (2025)

transport phenomenasteric effectselectrophysiologyrelaxed boundary conditionsmembrane sciencemembranesmembrane permeationflow cellpoisson-nernst-planck systems

Analysis of Critical Transitions in Flux Ratios in Ionic Flows via Classical Poisson-Nernst-Planck Models. SSRN Electronic Journal (2024)

statistical mechanicstransport phenomenacritical transitionsstatistical physicsphysicsfluid dynamicsanomalous diffusionflux ratiosapplied mathematicscritical phenomena

Cubic-Like Features of I–V Relations via Classical Poisson–Nernst–Planck Systems Under Relaxed Electroneutrality Boundary Conditions. Axioms (2024)

classical poisson–nernst–planck systemsquantum mechanicsboundary value problemscubic-like featuresphysicsquantum chemistrytheoretical physicsmathematicsi–v relationsquantum dynamicsmany-body problemsymmetrydensity functional theory

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Mingji Zhang

Associate Professor

New Mexico Institute of Mining and Technology

Affiliations

Mathematics Department

Mingji Zhang is currently serving as a Mathematics Associate Professor at New Mexico Institute of Mining And Technology.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Mingji Zhang

New Mexico Institute of Mining and Technology

Associate Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Analysis of Flux‐Ratio Bifurcation in Ionic Flows via Classical Poisson–Nernst–Planck Models. Studies in Applied Mathematics (2025)

Bifurcations and Exact Solutions of the Coupled Nonlinear Generalized Zakharov Equations With Anti-Cubic Nonlinearity: Dynamical System Approach. Mathematics (2025)

Dynamics of a Quartic Korteweg–De Vries Equation With Multiple Dissipations via an Abelian Integral Approach. Chaos An Interdisciplinary Journal of Nonlinear Science (2025)

Numerical Approach to Poisson–Nernst–Planck Models With Nonzero Permanent Charges and Steric Effects. Symmetry (2025)

Roles Played by Critical Potentials in the Study of Poisson–Nernst–Planck Models With Steric Effects Under Relaxed Neutral Boundary Conditions. Axioms (2025)

Studies on Poisson–Nernst–Planck Systems With Large Permanent Charges Under Relaxed Neutral Boundary Conditions. Mathematics (2025)

Studies on Reversal Potential via Classical Poisson-Nernst-Planck Systems. Part I: Multiple Pieces of Nonzero Permanent Charges Having the Same Sign. Qualitative Theory of Dynamical Systems (2025)

transport phenomenasteric effectselectrophysiologyrelaxed boundary conditionsmembrane sciencemembranesmembrane permeationflow cellpoisson-nernst-planck systems

Analysis of Critical Transitions in Flux Ratios in Ionic Flows via Classical Poisson-Nernst-Planck Models. SSRN Electronic Journal (2024)

statistical mechanicstransport phenomenacritical transitionsstatistical physicsphysicsfluid dynamicsanomalous diffusionflux ratiosapplied mathematicscritical phenomena

Cubic-Like Features of I–V Relations via Classical Poisson–Nernst–Planck Systems Under Relaxed Electroneutrality Boundary Conditions. Axioms (2024)

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