Coordinate Systems, Numerical Objects and Algorithmic Operations of Computational Experiments in Fluid Mechanics

Adaptive computational experiments under control states for all numeric objects and operations, set functional or contextual requirements for specialized programming in the continuous-corpuscular physical environments: 1) elementary space-temporal numerical objects and physical phenomena are written in tensor notation with values in physical dimensional form, that allows a visual control and using a hybrid circuits with engineering empiricists and math asymptotes; 2) computing operations defined in the global coordinates system, and associated by inverse approximation in local bases, geometrically related to numeric objects – large particle – finite volume of fluid. Object-oriented application will associate all numerical objects to logic-arithmetic operations: 1) the logical or empirical algorithms is formalize the laws of applied fluid mechanics; 2) the addition is applied to numerical objects in the same geometric basis of strict compliance with the physical dimensions (n.1); 3) the multiply is perfor