耗散系统不可逆过程中的可拓展广义相对论时空关系

在引入非保守非惯性系的基础上对不可逆过程建立非保守系等效性假设，在引入广域度规的基础上对具有复杂行为的时空建立非保守系协变性假设；利用密度分布的不均匀度h(ρ)和粗粒熵S（ρtε）及推导的多标度因数η*计算式，引入非保守惯性质量和非保守引力质量.分析表明，新结果使引力理论与非平衡态统计理论和非线性动力学达到应有的谐和，发展并修正广义相对论. 关键词： 时空关系 耗散系统 不可逆性 可拓展广义相对论 非保守引力质量

Spatiotemporal relation of prolongable general relativity in the irreversible process of a dissipative system

The hypothesis on the equivalence in non-conservative system is set up for irreversible process on the basis of bring-in of the nonconservative-noninertial system;and the hypothesis on the covariance in non-conservative system is put forth for the space-time with complex action on the basis of bring-in of the ultra-gauge. Also the heterogeneity h（ρt）and coarse-grained entropy S（ρtε）of the density distribution ρ in phase space and the derived computational expression of multiscale factor η* are used in the bring-in of the nonconsorvative gravitation mass and nonconservative inertial mass.The analysis here shows that the new result could make the gravitation theory, together with the statistical theory of nonequilibrium state and the nonlinear dynamics reach harmony to some extent, so as to revise and develop general theory of relativity.