Interdisciplinary-integrative Variable and Differential Equtioon of Change Analytical Mechanics for Complex Systems
Zongcheng Li · Systems Engineering · 2007
For complex system containing resources of mass,energy,information and knowledge as well intelligence etc,these three new basic models which may be called separately the resources-integrative node,the integrative-disposal and the intelligence-organizing are put forth in this paper,and put in a new basic model which may be called the interdisciplinary-integrative node.On this basis,between phase space of analytical mechanics for analysis on determined motion of disposal node or organization node and phase space of statistical mechanics for analysis on stochastic motion of distribution of an ensemble,the phase-integrated space for interdisciplinary research on whole motion and itself development as well overall change of a complex system is set.Finally it is approached in this paper to set basic function and equation of cross-integrating dynamics for overall change process of complex system.