NEW MATHEMATICAL MODELS IN ANOMALOUS VISCOELASTICITY FROM THE DERIVATIVE WITH RESPECT TO ANOTHER FUNCTION VIEW POINT
作者: Xiao-Jun Yang Feng Gao Hong-Wen Jing
刊名: Thermal Science, 2019, Vol.23 (3A/2019), pp.1555-1561
来源数据库: Society for Thermal Engineers of Serbia
DOI: https://doi.org/10.2298/TSCI190220277Y
关键词: ViscoelasticityDerivative with respect to another functionIntegral with respect to another functionCalculus with respect to another function
原始语种摘要: In this article, we address the mathematical models in anomalous viscoelasticity containing the derivatives with respect to another function for the first time. The Newton-like, Maxwell-like, Kelvin-Voigt-like, Burgers-like, and Zener-like models via the new derivatives with respect to another functions are discussed in detail. The results for the calculus with respect to another function are as a new perspective proposed to present the better accuracy and efficiency in the descriptions of the complex behaviors of the materials.
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关键词翻译
关键词翻译
  • respect 珍视
  • another 别的
  • descriptions 详情
  • function 函数
  • Kelvin 开尔文
  • complex 超群
  • derivatives 派生物
  • perspective 透视画法
  • detail 详情
  • proposed 建议的