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  "author": "Gert-Jan Both",
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  "author": "Gert-Jan Both",
            
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  "citation": [
            
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    "https://doi.org/10.48550/arXiv.2105.00400"
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    "https://doi.org/10.48550/arXiv.2105.00400"
            
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  "defined_in": "https://doi.org/10.48550/arXiv.2301.11961",
            
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  "doi": "10.57702/jz3pekaw",
            
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    {
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      "extra_author": "Georges Tod",
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      "extra_author": "Georges Tod",
            
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      "orcid": ""
            
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    },
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    {
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      "extra_author": "Remy Kusters",
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      "extra_author": "Remy Kusters",
            
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      "orcid": ""
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      "orcid": ""
            
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      "name": "fluid-dynamics",
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      "name": "fluid-dynamics",
            
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      "title": "Fluid Dynamics"
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      "title": "Fluid Dynamics"
            
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      "name": "nonlinear-pdes",
            
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      "title": "Nonlinear PDEs"
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      "title": "Nonlinear PDEs"
            
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      "name": "partial-differential-equations",
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      "name": "partial-differential-equations",
            
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      "title": "Partial Differential Equations"
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      "title": "Partial Differential Equations"
            
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  "metadata_created": "2024-12-03T09:49:53.626224",
            
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  "metadata_modified": "2024-12-03T09:49:53.955824",
            
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  "name": "burgers-equation",
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  "name": "burgers-equation",
            
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  "notes": "Synthetic data set of the Burgers equation ut = \u03bduxx 
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  "notes": "Synthetic data set of the Burgers equation ut = \u03bduxx 
            
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\u2212 uux, with a delta peak initial condition u(x, t = 0) = 
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\u2212 uux, with a delta peak initial condition u(x, t = 0) = 
            
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A\u03b4(x) and domain t \u2208 [0.1, 1.1], x \u2208 [\u22123, 4].",
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A\u03b4(x) and domain t \u2208 [0.1, 1.1], x \u2208 [\u22123, 4].",
            
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      "name": "Nonlinear PDEs",
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      "id": "449c8f29-c39f-413e-b981-92568aa5f9a4",
            
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      "name": "PDE",
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    },
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    },
            
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    {
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    {
            
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      "display_name": "Synthetic data",
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      "display_name": "Synthetic data",
            
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      "id": "61b714ce-435e-4f7d-89c8-d37aa9d1c178",
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      "id": "61b714ce-435e-4f7d-89c8-d37aa9d1c178",
            
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      "name": "Synthetic data",
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      "name": "Synthetic data",
            
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      "vocabulary_id": null
            
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    }
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    }
            
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  ],
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  ],
            
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  "title": "Burgers equation",
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  "title": "Burgers equation",
            
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  "type": "dataset",
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  "type": "dataset",
            
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  "version": ""
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  "version": ""
            
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}
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}