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Correlation of Fractional Derivative Structure and Fractal Structure of High Polymer Materials

Correlation of Fractional Derivative Structure and Fractal Structure of High Polymer Materials
高分子材料分数阶导数结构与分形结构的相关性
批准号:
13450095
负责人:
SHIMIZU Nobuyuki
金额:
$9.34万
依托单位:
依托单位国家:
日本
项目类别:
Grant-in-Aid for Scientific Research (B)
财政年份:
2001
资助国家:
日本
项目状态:
已结题
起止时间:
2001 至 2003

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中文摘要
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英文摘要
The correlation of the fractional derivative structure and the fractal geometry in viscoelastic materials is tried to be found from the theoretical and experimental approaches. The detailed study points are1. Experiments for establishing fractional derivative model for viscoelastic material,2. Dynamical test for acrylic rubber,3. Observation of the structure of viscoelastic body by the electric microscope,4. Clarification of the contacting point between fractional, derivative model and fractal geometry.and the following detailed results are obtained;・Numerical solution of fractional diffusion equation with source point,・Some relations of fracture phenomenon and fractal model,・Relation of the density and the fractional derivative parameters of acrylic rubber,・Nonlear behavior of viscoelastic material by the actuation experiment.
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T.Morita: "Lattice Green's Function, Elliptic Integral, and Wavelet"Journal of the Korean Physical Society. 40. 1015-1017 (2002)
T.Morita:“格格林函数、椭圆积分和小波”韩国物理学会杂志。
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18
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