A new method to solve Derichlet’s boundary problem for a longitudinal flow of a thin solid of revolution by an ideal liquid
Annotation
Derichlet’s boundary problem for axisymmetric longitudinal flow of a solid of rotation by an ideal liquid is analyzed. A necessary equation of liquid flow is derived for the solution. Its fundamental solution is found. Derichlet’s problem is reduced to Fredholm’s integral equation of the first type, the latter being solved.
Keywords
Постоянный URL
Articles in current issue
- On potentialities of utilization of refrigerating plants to control atmospheric processes
- Comparison of results of design-experimental study of regenerative heat exchangers УВРК-30 and inVENTer
- On the application of supersonic vane diffuser
- Experimental study of a regenerative heat exchanger and analysis of thermal processes
- Mathematical model of a regenerative heat exchanger
- Exergy analysis of a vapor compression refrigerating plant