Martin Oberlack

Professor

TU Darmstadt

Germany

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Martin Oberlack is a Professor at TU Darmstadt, Germany. His research interests encompass various aspects of fluid dynamics, particularly focusing on Stokes flow, turbulent jets, and active suspensions. Recent publications include studies on the dynamics of compressible boundary layers, large-scale rolls in plane Couette flow, and the behavior of active suspensions in curved channels.

Martin Oberlack

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Articles (25)

Stokes flow in a converging–diverging channel gap: eigenvalues, vortices and complex branching

Continuum Modeling and Numerical Simulation of Active Suspensions in Curved Channels

Passive scalar statistics in a turbulent round jet: symmetry theory and direct numerical simulation

Instability damping and amplification of compressible boundary layers via acoustic wall impedance

Diminishing effect of a pressure gradient on large-scale rolls of plane Couette flow: A singular value analysis

Maximization of inertial waves focusing in linear and nonlinear regimes

A mixture theory formulation for active suspensions

From weakly to strongly nonlinear viscous drop shape oscillations: An analytical and numerical study

Analysis of a turbulent round jet based on direct numerical simulation data at large box and high Reynolds number

Turbulent Couette flow up to

Stability of plane Couette flow with constant wall transpiration

Invariant scaling laws for plane Couette flow with wall-transpiration

Validation of symmetry-induced high moment velocity and temperature scaling laws in a turbulent channel flow

Comparative study of turbulent round jet flows through direct numerical simulation at medium–high Reynolds numbers

Reynolds number induced growth of the large-scale rolls in plane Couette flow using resolvent analysis

Focusing of weakly nonlinear inertial waves by a vertically oscillating annular forcing

Focusing of inertial waves by a vertically annular forcing

A well-posed multilayer model for granular avalanches: Comparisons with laboratory experiments

A deterministic two-phase model for an active suspension with non-spherical active particles using the Eulerian spatial averaging theory

Over-reflection of acoustic waves by supersonic exponential boundary layer flows

Statistically invariant eddy viscosity models

Turbulence Statistics of Arbitrary Moments of Wall-Bounded Shear Flows: A Symmetry Approach

Wall turbulence at high friction Reynolds numbers

A well-posed multilayer model for granular avalanches with μ(I) rheology

Inviscid instability of compressible exponential boundary layer flows

Collaborators (5)

Dino Zrnić

Alexandre Delache

Günter Dr. Brenn

Yongqi Wang

Fabien Godeferd

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