收稿范围 |
The aim of the journal is to publish papers that advance the field of computational materials science through the application of modern computational methods alone or in conjunction with experimental techniques to discover new materials and investigate existing inorganic materials, such as metals, ceramics, composites, semiconductors, nanostructures, 2D materials, metamaterials, and organic materials, such as polymers, liquid crystals, surfactants, emulsions, and also hybrid materials combining both inorganic and organic components such as polymer nanocomposites, nanocrystal superlattices or surfactant nanoparticle mixtures.
Papers that report on the development of new methods or the enhancement of existing approaches are of interest.
The scope of the journal includes:
- obtaining new or enhanced insights into material behavior, properties and phenomena,
- predicting structure-property relationships for new materials in conjunction with data informatics,
- novel capabilities of computational tools, technical software and shareware, or cyberinfrastructures.
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编辑信息 |
Editor-in-Chief Penn State Department of Materials Science and Engineering, 326 Steidle Building, University Park, Pennsylvania, 16802-7003, United States Associate Editors ![Jeffrey Hoyt](data:image/png;base64,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) Jeffrey HoytMcMaster University, USA Jilin University, Changchun, ChinaDouglas Soares GalvaoState University of Campinas, Campinas, São Paulo, BrazilFrench Alternative Energies and Atomic Energy Commission Saclay Center, Gif sur Yvette, France ![Alex 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Alex TravessetIowa State University, Ames, Iowa, United StatesEditorial Board Neil AllanUniversity of Bristol, Bristol, United KingdomAnna BalazsUniversity of Pittsburgh, Pittsburgh, Pennsylvania, United StatesGerard BarkemaLeiden University, Leiden, NetherlandsOlga BarreraUniversity of Oxford, Oxford, United KingdomMathieu BauchyUniversity of California Los Angeles, Los Angeles, California, United StatesMassachusetts Institute of Technology, Cambridge, Massachusetts, United States Shi-You ChenEast China Normal University, Shanghai, ChinaKJ ChoUniversity of Texas at Dallas, Richardson, Texas, United StatesStefano CurtaroloDuke University, Durham, North Carolina, United StatesWenhui DuanTsinghua University, Beijing, ChinaChu-Chun FuFrench Alternative Energies and Atomic Energy Commission Saclay Center, Gif sur Yvette, FranceJulian GaleCurtin University, Perth, Western Australia, AustraliaCharles-André GandinParisTech, Paris, FranceBenny GerberHebrew University of Jerusalem, Jerusalem, IsraelOlle G. HeinonenArgonne National Laboratory Materials Science Division, Argonne, Illinois, United StatesTilmann HickelMax Planck Institute for Iron Research GmbH, Dusseldorf, GermanyElizabeth HolmCarnegie Mellon University, Pittsburgh, Pennsylvania, United StatesDouglas IrvingNorth Carolina State University, Raleigh, North Carolina, United StatesNational University of Singapore, Singapore, Singapore Hideaki KasaiOsaka City University, Osaka, JapanMichael KleinTemple University, Philadelphia, Pennsylvania, United StatesDmitry KopelevichUniversity of Florida, Gainesville, Florida, United StatesAshlie MartiniUniversity of California Merced, Merced, California, United StatesSteve ParkerUniversity of Bath, Bath, United KingdomShyue Ping OngUniversity of California San Diego, La Jolla, California, United StatesGiovanni PizziFederal Polytechnic School of Lausanne, Lausanne, SwitzerlandBauhaus University Weimar Institute of Structural Mechanics, Weimar, Germany Franz RotersMax Planck Institute for Iron Research GmbH, Dusseldorf, GermanySiqi ShiShanghai University, Shanghai, ChinaDouglas SpearotUniversity of Florida, Gainesville, Florida, United StatesDavid SrolovitzUniversity of Pennsylvania Hillel, Philadelphia, Pennsylvania, United StatesEdmund TarletonUniversity of Oxford Department of Materials, Oxford, United KingdomKatsuyo ThorntonUniversity of Michigan, Ann Arbor, Michigan, United StatesBlas Pedro UberuagaLos Alamos National Laboratory, Los Alamos, New Mexico, United StatesAxel van de WalleBrown University School of Engineering, Providence, Rhode Island, United StatesSu-Huai WeiBeijing Computational Science Research Center, Beijing, ChinaAihui ZhouChinese Academy of Sciences, Beijing, China
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