A Relationship between the Schrödinger and Klein–Gordon Theories and Continuity Conditions for Scattering Problems von Scholle, Markus, Mellmann, Marcel

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Symmetries and Related Physical Balances for Discontinuous Flow Phenomena within the Framework of Lagrange Formalism von Mellmann, Marcel, Scholle, Markus

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Physical and Mathematical Fluid Mechanics von Scholle, Markus

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Physical and Mathematical Fluid Mechanics

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A Potential Field Description for Gravity-Driven Film Flow over Piece-Wise Planar Topography von Scholle, Markus, Gaskell, Philip H., Marner, Florian

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Construction of Lagrangians in continuum theories von Scholle, M.

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In search of a variational formulation of the relativistic Navier‐Stokes equations von Scholle, Markus, Mellmann, Marcel

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Estimation of water and ice layer properties on diffusely reflecting substrates by modelling a single NIR spectrum von Kuntz, Stefan, Baumgartner, Andreas, Scholle, Markus, Fella, Sina

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Couette flow with geometrically induced unsteady effects von Scholle, Markus, Marner, Florian

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A novel variational perturbation approach for formulating both linear and nonlinear acoustic model equations von Scholle, Markus, Ismail–Sutton, Sara, Gaskell, Philip H.

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Potential Fields in Fluid Mechanics: A Review of Two Classical Approaches and Related Recent Advances von Scholle, Markus, Marner, Florian, Gaskell, Philip H.

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Bilayer Couette flow over a profiled plate von Scholle, Markus, Gaskell, Philip H., Ismail–Sutton, Sara, Mellmann, Marcel

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Variational Formulations for Viscous Flow von Scholle, Markus

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A non-conventional discontinuous Lagrangian for viscous flow von Scholle, Markus, Marner, Florian

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Thin liquid film formation on hemispherical and conical substrate von Scholle, Markus, Marner, Florian, Gaskell, Philip H.

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Comment on “Variational approach to the volume viscosity of fluids” [ Phys. Fluids 18, 047101 (2006)] von Scholle, Markus

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A potential‐based formulation of the classical and relativistic Navier‐Stokes equations von Scholle, Markus, Marner, Florian, Gaskell, Philip H.

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The Clebsch transformation and its capabilities towards fluid and solid mechanics von Scholle, Markus, Marner, Florian

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On the use of potential fields in fluid mechanics von Marner, Florian, Scholle, Markus

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On a potential-velocity formulation of incompressible Navier-Stokes equations von Marner, Florian, Scholle, Markus

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