{
    "identifier": "ark:\/88434\/mds2-2397",
    "accessLevel": "public",
    "contactPoint": {
        "hasEmail": "mailto:[email protected]",
        "fn": "Ian Bell"
    },
    "programCode": [
        "006:045"
    ],
    "landingPage": "https:\/\/data.nist.gov\/od\/id\/mds2-2397",
    "title": "Supporting information to accompany: Accelerating Iterative Equation of State Calculations With Superancillary Phase Boundaries",
    "description": "This record contains a Python script that was used to generate the phase boundaries with superancillary Chebyshev expansion curves.  Running the script in Python 3.8 will output the figures and results from the paper. This paper was presented at the ORC 2021 conference in Munich, Germany, paper # 141. Requirements: conda\/pip: numpy, scipy, matplotlib, pandas. pip: CoolProp, ChebTools",
    "language": [
        "en"
    ],
    "distribution": [
        {
            "downloadURL": "https:\/\/data.nist.gov\/od\/ds\/mds2-2397\/make_hs.py.sha256",
            "mediaType": "text\/plain",
            "title": "SHA256 File for Script to generate the figures from the paper"
        },
        {
            "downloadURL": "https:\/\/data.nist.gov\/od\/ds\/mds2-2397\/make_hs.py",
            "mediaType": "text\/x-python",
            "title": "Script to generate the figures from the paper"
        },
        {
            "accessURL": "https:\/\/doi.org\/10.18434\/mds2-2397",
            "title": "DOI Access for Supporting information to accompany: Accelerating Iterative Equation of State Calculations With Superancillary Phase Boundaries"
        }
    ],
    "bureauCode": [
        "006:55"
    ],
    "modified": "2021-04-28 00:00:00",
    "publisher": {
        "@type": "org:Organization",
        "name": "National Institute of Standards and Technology"
    },
    "theme": [
        "Chemistry:Chemical engineering and processing",
        "Mathematics and Statistics:Numerical methods and software"
    ],
    "keyword": [
        "Chebyshev",
        "equation of state",
        "numerical approximation"
    ]
}