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本文研究了一类与Sierpinski carpet具有相同拓扑的非均匀复合媒质质量分布的标度规律,计算了它们的标度指数,研究表明必须引进一维数集合来描写质量的非均匀分布的细节。The scaling low of mass distribution in composite media which have the same topology as that of the corresponding fractals but have more inhomogeneity in mass distributions is studied, and the scaling exponents (dimensions) are calculated. We suggest that a set of dimensions may be introduced to describe the details of the inhomogeneous distribution of mass.
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