Dataset for Southampton Doctoral Thesis entitled 'Control of 3D Sound Scattering based on Decomposition into Spherical Harmonic Components'
Dataset for Southampton Doctoral Thesis entitled 'Control of 3D Sound Scattering based on Decomposition into Spherical Harmonic Components'
This dataset is associated with the Southampton University Doctoral Thesis 'Control of 3D Sound Scattering based on Decomposition into Spherical Harmonic Components', authored by Mihai Orita. This contains the programming code used for this thesis, in the form of 28 files, format ".m", written in MATLAB, version R2019a.
*Please note that if the files were downloaded before 23 May 2022, the zip folder was missing a file 'PlanarSurface_GridCoordinates.m'
University of Southampton
Oriță, Mihai
1597bcb4-280e-433e-80d0-eb24e1a61bbf
Oriță, Mihai
1597bcb4-280e-433e-80d0-eb24e1a61bbf
Oriță, Mihai
(2022)
Dataset for Southampton Doctoral Thesis entitled 'Control of 3D Sound Scattering based on Decomposition into Spherical Harmonic Components'.
University of Southampton
doi:10.5258/SOTON/D2174
[Dataset]
Abstract
This dataset is associated with the Southampton University Doctoral Thesis 'Control of 3D Sound Scattering based on Decomposition into Spherical Harmonic Components', authored by Mihai Orita. This contains the programming code used for this thesis, in the form of 28 files, format ".m", written in MATLAB, version R2019a.
*Please note that if the files were downloaded before 23 May 2022, the zip folder was missing a file 'PlanarSurface_GridCoordinates.m'
Archive
Dataset_for_PhD_thesis_of_Mihai_Orita Version 2 with a Planar Surface Grid Coordinates file.zip
- Software
Archive
Dataset_for_PhD_thesis_of_Mihai_Orita_Reducted_version_1_missing_a_file_.zip
- Dataset
Restricted to Registered users only
More information
Published date: May 2022
Identifiers
Local EPrints ID: 456686
URI: http://eprints.soton.ac.uk/id/eprint/456686
PURE UUID: ebb67202-cb66-44dd-9b56-b9b2e59a35cc
Catalogue record
Date deposited: 09 May 2022 16:35
Last modified: 05 May 2023 19:32
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Contributors
Creator:
Mihai Oriță
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