具有相关应力的动力学密度的非局部力学
Nonlocal mechanics of kinetic densities with correlated stresses
摘要：
非局域质能的非平衡密度是由朝向准平衡子组态的动应力自支配的。连续物质外延的系统能量积分在结构子组织的各个层次上协调其适应密度。在质能的非局部分布中，度量场、动力密度和局部应力的对数势对应于信息速率的香农基本极限。牛顿引力的唯象拉力可以定量地用具有运动惯性密度的连续空间物质的局部应力产生的体积动力学推力来代替。因此，可观察到的现象之间的分布质量能量的体积部分的引力解释在这个笛卡尔非局部性的自治物质空间通过相关的加速度的连续动力学密度与当地的惯性。负势的引力缓和被笛卡尔物质的一元论方法所取代，通过总是正的动能质能。
英文摘要：
The non-equilibrium densities of nonlocal mass-energy are self-governed by kinetic stresses toward quasi-equilibrium sub-configurations. System energy integral of continuous matter-extension coordinates its adaptive densities on each hierarchic level of structural sub-organizations. The logarithmic potential for metric fields, kinetic densities, and local stresses in the nonlocal distribution of mass-energy corresponds to the Shannon fundamental limit for information rates. The phenomenological pulls of Newtonian gravity can be quantitatively replaced by volume kinetic pushes from local stresses of continuous space-matter with moving inertial densities. Thus, the observable phenomenon of gravitation between volumetric parts of distributed mass-energy is interpreted in this Cartesian nonlocality of self-governed material space through correlated accelerations of continuous kinetic densities with local inertia. The gravitational palliative of negative potentials is replaced with the monistic approach to Cartesian matter through always positive kinetic mass-energy.
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