Scattering of inertial waves by random flows

Eric Danioux (Creator)

School of Mathematics

Dataset

Abstract

This dataset contains a matlab code that simulates the Young and Ben Jelloul equation for inertial waves propagating in a 2D flow. Also attached is a program to generate a 2D gaussian random flow, and a routine to calculate the eigenvalues of the scattering operator (see article arxiv.org/abs/1510.00784 )

Data Citation

Danioux, Eric. (2016). Scattering of inertial waves by random flows, 2015-2016 [software]. University of Edinburgh. School of Maths. http://dx.doi.org/10.7488/ds/1332.

Date made available	1 Feb 2016
Publisher	Edinburgh DataShare
Date of data production	2015 - 2016
Geographical coverage	UK

DOI
10.7488/ds/1332

Access Dataset

http://arxiv.org/abs/1510.00784

1 Article

Dispersion in Rectangular Networks: Effective Diffusivity and Large-Deviation Rate Function
Tzella, A. & Vanneste, J., 9 Sept 2016, In: Physical Review Letters. 117, 11, 7 p., 114501.
Research output: Contribution to journal › Article › peer-review

Open Access
File

2 Finished

High-resolution modelling of near-inertial waves in the ocean
Vanneste, J.
NERC
2/10/12 → 1/10/15
Project: Research
Passive scalars in complex fluid flows: variability and extreme events
Vanneste, J.
EPSRC
1/10/11 → 30/11/14
Project: Research

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