COMPRESSIBLE FLUID DYNAMICS TO FIELD-MATTER INTERACTIONS WITH VACUUM SPACE SCALAR VELOCITY POTENTIAL TO GENERATE FORCE VECTORS

THE PROJECT OBJECTIVE IS TO IDENTIFY PROMISING DYNAMIC FIELD-MATTER INTERACTIONS WITH THE SCALAR VELOCITY POTENTIAL OF VACUUM SPACE BY USING THE THEORY OF COMPRESSIBLE FLUID DYNAMICS AND TO SELECT THE GEOMETRY WITH THE OPTIMUM COEFFICIENT OF PERFORMANCE FOR EXPERIMENTAL VERIFICATION. THE ZERO POINT QUANTUM DYNAMIC ENERGY SINGULARITIES OF VACUUM SPACE WILL BE TREATED IN STATISTICAL MECHANICS FASHION TO OBTAIN TRANSPORT PROPERTIES AND ALLOW TREATMENT AS A COMPRESSIBLE FLUID MEDIUM. SPECIAL EMPHASIS IS PLACED ON THE DETERMINATION OF THE PHYSICAL VALUE OF THE ENERGY DENSITY OF VACUUM SPACE, BECAUSE IT DEFINES THE MAGNITUDE OF VECTOR FORCES THAT CAN BE GENERATED. IT IS INTENDED TO MODEL THE FIELDS OF GRAVITATION, ELECTROMAGNETISM AND STRONG AND WEAK INTERACTION IN TERMS OF THE FLUID DYNAMIC SPACE-TIME DERIVATIVES OF THE VACUUM SPACE ENERGY SCALAR VELOCITY POTENTIAL. FORCES AND MOMENTS OF INTERACTION BETWEEN COLINEAR FLOW, CYLINDRICAL VORTEX FLOW, TOROIDAL FLOW, SPHERICALLY SYMETRIC SINK AND SOURCE FLOW AND PERIODIC FLOW WILL BE IDENTIFIED AND QUANTIZED, SUBJECT TO IMPOSED FIELD-MATTER BOUNDARY CONDITIONS. ONLY BY COUPLING A CONVENTIONAL FIELD TO A MATTER GEOMETRY WILL A THEORETICALLY DEMONSTRATED INTERACTION OF THE CONVENTIONAL FIELD WITH VACUUM SPACE BE ABLE TO MANIFEST ITSELF BY MEASURABLE EFFECTS ON THE MATTER GEOMETRY.