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本文从统计物理的基本观点出发,给出了不同维度的态密度之间,或系统与子系统的态密度之间,存在卷积规律的比较一般的条件及证明。并分析了自由粒子和简单立方晶格紧束缚近似模型从一维向二维、三维转变过程中态密度的变化规律。From the basic principles of statistical physics, we have obtained the more general conditions that the convolution law of the density of states of the system and its subsystems or that of the high-dimensional system and low-dimensional system is satisfiled. We also analysed the transition of densities of states from the l-dimension to the 3-dimension in the free electron and tigkt-binding periodic systems.







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