物理矛盾解决办法（Physical contradiction solution）.docVIP

物理矛盾解决办法（Physical contradiction solution） The separation principle is to solve the contradiction between Archie Schuler physics and put forward, there are 11 separation methods, summarizes the four separation principle. 11 separate methods of physical contradiction (1) the spatial separation of demand. The separation of systems or subsystems from space to achieve the opposite demand in different spaces. For example, spraying small droplets of water in a mine is a common way to remove dust from the air, but small droplets produce fog that affects visibility. To solve this problem, it is recommended to use a water droplet cone to spray small droplets. (2) contrary to the time separation of demand. The separation of systems or subsystems from time to time to achieve the opposite demand at different times. For example, the waveform bandwidth of the welding electrode is adjusted according to the change of the gap width of the weld so that the waveform bandwidth of the electrode varies with time so as to obtain the best welding effect. (3) system transformation la. Combine a similar or heterogeneous system with a hyper system. For example, in a multi earthquake area, the buildings are connected by cables, and the earthquake is monitored and analyzed by the free oscillation of the buildings. (4) system transformation 1b. Change from one system to the opposite, or combine the system with the opposite system. For example, in order to stop bleeding, a gauze pad containing incompatible blood type blood is attached to the wound. (5) system transformation 1E. The whole system has the characteristic F, and at the same time, its parts have the opposite characteristic -F. For example, the chain of the chain wheel transmission structure of the bicycle is rigid in each link of the chain, and the whole chain which is connected by a plurality of chain links is flexible. (6) system transformation 2. Turn the system into a system that continues to work at the microscopic level. A liquid