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    1.Second-order accurate and unconditionally stable algorithm with unique solvability for a phase-field model of 3D volume reconstruction

    Zhao, Yi, Cai, Dongt     More...

    Journal of Computational Physics[0021-9991], Published 2024, Volume 504,

    收錄情况: WOS SCOPUS

    WOS核心合集引用:  2023影響因子:  3.8 

    2.On the phase field based model for the crystalline transition and nucleation within the Lagrange multiplier framework

    Xia, Q, Yang, JX, Ki     More...

    JOURNAL OF COMPUTATIONAL PHYSICS[0021-9991], Published 2024, Volume 513,

    收錄情况: WOS SCOPUS

    WOS核心合集引用:  2023影響因子:  3.8 

    3.Modified multi-phase diffuse-interface model for compound droplets in contact with solid

    Yang, JX, Li, YB, Ki     More...

    JOURNAL OF COMPUTATIONAL PHYSICS[0021-9991], Published 2023, Volume 491,

    收錄情况: WOS SCOPUS

    WOS核心合集引用:  2023影響因子:  3.8  发表年影響因子:  3.8 

    4.Modified diffuse interface fluid model and its consistent energy-stable computation in arbitrary domains

    Yang, JX, Tan, ZJ, W     More...

    JOURNAL OF COMPUTATIONAL PHYSICS[0021-9991], Published 2023, Volume 488,

    收錄情况: WOS SCOPUS

    WOS核心合集引用: 10  2023影響因子:  3.8  发表年影響因子:  3.8 

    5.Efficient and practical phase-field method for the incompressible multi-component fluids on 3D surfaces with arbitrary shapes

    Tan, ZJ, Wu, JW, Yan     More...

    JOURNAL OF COMPUTATIONAL PHYSICS[0021-9991], Published 2022, Volume 467,

    收錄情况: WOS SCOPUS

    WOS核心合集引用:  2023影響因子:  3.8  发表年影響因子:  4.1 

    6.Numerical approximation of the square phase-field crystal dynamics on the three-dimensional objects

    Yang, JX, Kim, J

    JOURNAL OF COMPUTATIONAL PHYSICS[0021-9991], Published 2022, Volume 471,

    收錄情况: WOS SCOPUS

    WOS核心合集引用: 10  2023影響因子:  3.8  发表年影響因子:  4.1 

    7.Linear and fully decoupled scheme for a hydrodynamics coupled phase-field surfactant system based on a multiple auxiliary variables approach

    Yang, JX, Tan, ZJ, K     More...

    JOURNAL OF COMPUTATIONAL PHYSICS[0021-9991], Published 2022, Volume 452,

    收錄情况: WOS SCOPUS

    WOS核心合集引用: 24  2023影響因子:  3.8  发表年影響因子:  4.1 

    8.A practical finite difference scheme for the Navier-Stokes equation on curved surfaces in R<SUP>3</SUP>

    Yang, JX, Li, YB, Ki     More...

    JOURNAL OF COMPUTATIONAL PHYSICS[0021-9991], Published 2020, Volume 411,

    收錄情况: WOS SCOPUS

    WOS核心合集引用: 13  2023影響因子:  3.8  发表年影響因子:  3.553 

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