UB Paderborn / Katalog / Suche / in CDI

A survey of weakly-nonlinear acoustic models: 1910–2009

Mechanics research communications, 2016-04, Vol.73, p.127-139

Jordan, P.M.

2016

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Addendum to “Poroacoustic solitary waves under the unidirectional Darcy–Jordan model” [Wave Motion 94 (2020) 102498]

Wave motion, 2023-06, Vol.119, p.103135, Article 103135

Jordan, P.M.

2023

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Growth, decay and bifurcation of shock amplitudes under the type-II flux law

Proceedings of the Royal Society. A, Mathematical, physical, and engineering sciences, 2007-11, Vol.463 (2087), p.2783-2798

Jordan, P.M

2007

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A note on the two temperature theory with dual-phase-lag delay: Some exact solutions

Mechanics research communications, 2009-10, Vol.36 (7), p.796-803

2009

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Generalized continuum methodologies in acoustics: Selected case studies

Mechanics research communications, 2023-11, Vol.133, p.104195, Article 104195

Jordan, P.M.

2023

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Growth and decay of acoustic acceleration waves in Darcy-type porous media

Proceedings of the Royal Society. A, Mathematical, physical, and engineering sciences, 2005-09, Vol.461 (2061), p.2749-2766

Jordan, P.M

2005

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Second-sound phenomena in type II conductors with Stefan–Boltzmann source

Mechanics research communications, 2022-11, Vol.126, p.103998, Article 103998

2022

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On the application of Krylov subspace spectral methodologies to poroacoustic shock formation in an exponential class of inhomogeneous gases

Journal of computational physics, 2024-07, Vol.509, p.113054, Article 113054

2024

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Remarks on acoustic propagation in inhomogeneous fluids: Single-phase shock regularization under the Maxwell model

International journal of non-linear mechanics, 2022-01, Vol.138, p.103839, Article 103839

Jordan, P.M.

2022

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Acoustic acceleration waves in homentropic Green and Naghdi gases

Proceedings of the Royal Society. A, Mathematical, physical, and engineering sciences, 2006-12, Vol.462 (2076), p.3601-3611

2006

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Revisiting finite-scale Navier–Stokes theory: Order-of-magnitude results, new critical values, and connections to Stokesian fluids

Physics letters. A, 2020-06, Vol.384 (16), p.126328, Article 126328

2020

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Acoustic singular surfaces in an exponential class of inhomogeneous gases: A new numerical approach based on Krylov subspace spectral methodologies

International journal of non-linear mechanics, 2023-11, Vol.156, p.104506, Article 104506

2023

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Poroacoustic solitary waves under the unidirectional Darcy–Jordan model

Wave motion, 2020-04, Vol.94, p.102498, Article 102498

Jordan, P.M.

2020

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A note on the viscous, 1D shallow water equations: Traveling wave phenomena

Mechanics research communications, 2011-07, Vol.38 (5), p.382-387

2011

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Second-sound propagation in rigid, nonlinear conductors

Mechanics research communications, 2015-09, Vol.68, p.52-59

Jordan, P.M.

2015

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Biosynthesis of tetrapyrroles

Jordan, P.M

1991

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On the reduction of Blackstock׳s model of thermoviscous compressible flow via Becker׳s assumption

International journal of non-linear mechanics, 2016-01, Vol.78, p.131-132

2016

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Second-sound beyond Maxwell–Cattaneo: Nonlocal effects in hyperbolic heat transfer at the nanoscale

International journal of engineering science, 2020-09, Vol.154, p.103328, Article 103328

2020

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On the propagation and bifurcation of singular surface shocks under a class of wave equations based on second-sound flux models and logistic growth

International journal of non-linear mechanics, 2021-06, Vol.132, p.103696, Article 103696

2021

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Comments on: “On the sound attenuation in fluid due to the thermal diffusion and viscous dissipation” [Phys. Lett. A 379 (2015) 1799–1801]

Physics letters. A, 2016-03, Vol.380 (14-15), p.1392-1393

2016

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Revisiting Manne et al. (2000): A reformulation and alternative interpretation under the modified internal energy theory of second-sound

Wave motion, 2021-09, Vol.105, p.102756, Article 102756

2021

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A note on Love's equation with damping

Proceedings of the Royal Society. A, Mathematical, physical, and engineering sciences, 2006-07, Vol.462 (2071), p.2063-2076

2006

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Acoustic shock and acceleration waves in selected inhomogeneous fluids

Mechanics research communications, 2018-10, Vol.93, p.80-88

2018

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Entropy in self-similar shock profiles

International journal of non-linear mechanics, 2017-10, Vol.95, p.333-346

2017

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A note on poroacoustic traveling waves under Forchheimerʼs law

Physics letters. A, 2013-08, Vol.377 (19-20), p.1350-1357

Jordan, P.M.

2013

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A survey of weakly-nonlinear acoustic models: 1910–2009

Addendum to “Poroacoustic solitary waves under the unidirectional Darcy–Jordan model” [Wave Motion 94 (2020) 102498]

Growth, decay and bifurcation of shock amplitudes under the type-II flux law

A note on the two temperature theory with dual-phase-lag delay: Some exact solutions

Generalized continuum methodologies in acoustics: Selected case studies

Growth and decay of acoustic acceleration waves in Darcy-type porous media

Second-sound phenomena in type II conductors with Stefan–Boltzmann source

On the application of Krylov subspace spectral methodologies to poroacoustic shock formation in an exponential class of inhomogeneous gases

Remarks on acoustic propagation in inhomogeneous fluids: Single-phase shock regularization under the Maxwell model

Acoustic acceleration waves in homentropic Green and Naghdi gases

Revisiting finite-scale Navier–Stokes theory: Order-of-magnitude results, new critical values, and connections to Stokesian fluids

Acoustic singular surfaces in an exponential class of inhomogeneous gases: A new numerical approach based on Krylov subspace spectral methodologies

Poroacoustic solitary waves under the unidirectional Darcy–Jordan model

A note on the viscous, 1D shallow water equations: Traveling wave phenomena

Second-sound propagation in rigid, nonlinear conductors

Biosynthesis of tetrapyrroles

On the reduction of Blackstock׳s model of thermoviscous compressible flow via Becker׳s assumption

Second-sound beyond Maxwell–Cattaneo: Nonlocal effects in hyperbolic heat transfer at the nanoscale

On the propagation and bifurcation of singular surface shocks under a class of wave equations based on second-sound flux models and logistic growth

Comments on: “On the sound attenuation in fluid due to the thermal diffusion and viscous dissipation” [Phys. Lett. A 379 (2015) 1799–1801]

Revisiting Manne et al. (2000): A reformulation and alternative interpretation under the modified internal energy theory of second-sound

A note on Love's equation with damping

Acoustic shock and acceleration waves in selected inhomogeneous fluids

Entropy in self-similar shock profiles

A note on poroacoustic traveling waves under Forchheimerʼs law

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