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Accumulation of frazil ice along a river bend
Accumulation of frazil ice along a river bend
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Accumulation of frazil ice along a river bend

Sui, Jueyi ; Wang, Jun ; Balachandar, Ram ; Sun, Zhaochu ; Wang, Desheng

Canadian journal of civil engineering, 2008-02, Vol.35 (2), p.158-169 [Periódico revisado por pares]

Ottawa, ON: National Research Council of Canada

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2
Adaptively implicit MPDATA advection for arbitrary Courant numbers and meshes
Adaptively implicit MPDATA advection for arbitrary Courant numbers and meshes
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Adaptively implicit MPDATA advection for arbitrary Courant numbers and meshes

Weller, Hilary ; Woodfield, James ; Kühnlein, Christian ; Smolarkiewicz, Piotr K.

Quarterly journal of the Royal Meteorological Society, 2023-01, Vol.149 (751), p.369-388 [Periódico revisado por pares]

Chichester, UK: John Wiley & Sons, Ltd

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3
Advection in plankton models with variable elemental ratios
Advection in plankton models with variable elemental ratios
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Advection in plankton models with variable elemental ratios

Christian, James R.

Ocean dynamics, 2007-02, Vol.57 (1), p.63-71 [Periódico revisado por pares]

Heidelberg: Springer Nature B.V

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4
An accurate numerical algorithm for advective transport
An accurate numerical algorithm for advective transport
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An accurate numerical algorithm for advective transport

Manson, J. R. ; Wallis, S. G.

Communications in numerical methods in engineering, 1995-12, Vol.11 (12), p.1039-1045

Sussex: John Wiley & Sons, Ltd

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5
An adaptive, Courant-number-dependent implicit scheme for vertical advection in oceanic modeling
An adaptive, Courant-number-dependent implicit scheme for vertical advection in oceanic modeling
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An adaptive, Courant-number-dependent implicit scheme for vertical advection in oceanic modeling

Shchepetkin, Alexander F.

Ocean modelling (Oxford), 2015-07, Vol.91, p.38-69 [Periódico revisado por pares]

Elsevier Ltd

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6
An Approach for Solving the Advective and Diffusive Partial Differential Equation Based on Characteristics Method
An Approach for Solving the Advective and Diffusive Partial Differential Equation Based on Characteristics Method
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An Approach for Solving the Advective and Diffusive Partial Differential Equation Based on Characteristics Method

Ghidaoui, Mohamed S. ; Jiaquan, Deng

Computational Mechanics ’95, p.882-887

Berlin, Heidelberg: Springer Berlin Heidelberg

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7
An Arbitrary Space-Time High-Order Finite Volume Scheme for Gas Dynamics Equations in Curvilinear Coordinates on Polar Meshes
An Arbitrary Space-Time High-Order Finite Volume Scheme for Gas Dynamics Equations in Curvilinear Coordinates on Polar Meshes
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An Arbitrary Space-Time High-Order Finite Volume Scheme for Gas Dynamics Equations in Curvilinear Coordinates on Polar Meshes

Meltz, Bertrand ; Jaouen, Stéphane ; Lagoutière, Frédéric

Finite Volumes for Complex Applications VII-Elliptic, Parabolic and Hyperbolic Problems, p.901-909

Cham: Springer International Publishing

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8
Analysis of modified Fourier law in flow of ferromagnetic Powell–Eyring fluid considering two equal magnetic dipoles
Analysis of modified Fourier law in flow of ferromagnetic Powell–Eyring fluid considering two equal magnetic dipoles
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Analysis of modified Fourier law in flow of ferromagnetic Powell–Eyring fluid considering two equal magnetic dipoles

Zubair, M ; Ijaz, M ; Abbas, T ; Riaz, A

Canadian journal of physics, 2019-07, Vol.97 (7), p.772-776 [Periódico revisado por pares]

Ottawa: NRC Research Press

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9
Analytical Evaluation of Amplification Factors, Stability, and Error Analysis of Square Finite Element Solution for the Kinematic Wave Shallow Water Equations
Analytical Evaluation of Amplification Factors, Stability, and Error Analysis of Square Finite Element Solution for the Kinematic Wave Shallow Water Equations
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Analytical Evaluation of Amplification Factors, Stability, and Error Analysis of Square Finite Element Solution for the Kinematic Wave Shallow Water Equations

Anmala, Jagadeesh ; Mohtar, Rabi H

Journal of hydrologic engineering, 2014-09, Vol.19 (9) [Periódico revisado por pares]

American Society of Civil Engineers

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10
Analytical ‘steady-state’-based derivation and clarification of the courant-friedrichs-lewy condition for pipe flow
Analytical ‘steady-state’-based derivation and clarification of the courant-friedrichs-lewy condition for pipe flow
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Analytical ‘steady-state’-based derivation and clarification of the courant-friedrichs-lewy condition for pipe flow

Kowalczuk, Zdzisław ; Tatara, Marek Sylwester

Journal of natural gas science and engineering, 2021-07, Vol.91, p.103953, Article 103953

Elsevier B.V

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