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  "access_rights": "",
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  "author": "Juntao Huang",
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  "author": "Juntao Huang",
            
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  "defined_in": "https://doi.org/10.1016/j.jcp.2022.110941",
            
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  "doi": "10.57702/x18cd58f",
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  "doi": "10.57702/x18cd58f",
            
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  "doi_date_published": null,
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  "doi_date_published": "2024-12-16",
            
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  "extra_authors": [
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  "extra_authors": [
            
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    {
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    {
            
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      "extra_author": "Yingda Cheng",
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      "extra_author": "Yingda Cheng",
            
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      "orcid": ""
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      "orcid": ""
            
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    },
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    },
            
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    {
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    {
            
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      "extra_author": "Andrew J. Christlieb",
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      "extra_author": "Andrew J. Christlieb",
            
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      "orcid": ""
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      "orcid": ""
            
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    },
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    },
            
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    {
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    {
            
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      "extra_author": "Luke F. Roberts",
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      "extra_author": "Luke F. Roberts",
            
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      "orcid": ""
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      "orcid": ""
            
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    }
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  ],
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      "description": "",
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      "description": "",
            
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      "display_name": "Moment Closure",
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      "display_name": "Moment Closure",
            
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      "name": "moment-closure",
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      "name": "moment-closure",
            
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      "title": "Moment Closure"
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      "title": "Moment Closure"
            
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    },
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    },
            
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    {
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    {
            
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      "description": "",
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      "description": "",
            
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      "display_name": "Radiative transfer",
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      "display_name": "Radiative transfer",
            
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      "image_display_url": "",
            
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      "name": "radiative-transfer",
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      "name": "radiative-transfer",
            
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      "title": "Radiative transfer"
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      "title": "Radiative transfer"
            
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    }
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    }
            
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  ],
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  ],
            
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  "metadata_modified": "2024-12-16T20:13:15.106623",
            
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  "name": "moment-closure-for-radiative-transfer-equation",
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  "name": "moment-closure-for-radiative-transfer-equation",
            
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  "notes": "The radiative transfer equation (RTE) describes particle 
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  "notes": "The radiative transfer equation (RTE) describes particle 
            
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propagation and interaction with a background medium. It has been 
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propagation and interaction with a background medium. It has been 
            
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widely applied in many fields of science and engineering including 
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widely applied in many fields of science and engineering including 
            
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astrophysics, heat transfer, remote sensing, and medical imaging. The 
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astrophysics, heat transfer, remote sensing, and medical imaging. The 
            
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RTE is a high-dimensional integro-differential kinetic equation. 
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RTE is a high-dimensional integro-differential kinetic equation. 
            
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Common numerical methods for computing RTE can be classi\ufb01ed into 
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Common numerical methods for computing RTE can be classi\ufb01ed into 
            
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two categories: probabilistic methods such as the direct simulation 
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two categories: probabilistic methods such as the direct simulation 
            
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Monte Carlo (DSMC) method, and deterministic schemes including the 
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Monte Carlo (DSMC) method, and deterministic schemes including the 
            
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discrete ordinates method (SN).",
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discrete ordinates method (SN).",
            
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      "id": "662478de-57c9-4394-940c-d56388a2ea87",
            
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      "name": "radiative transfer",
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      "name": "radiative transfer",
            
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  "title": "Moment closure for radiative transfer equation",
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  "title": "Moment closure for radiative transfer equation",
            
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  "type": "dataset",
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}
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}