A new approach is provided for blade design on stream surface of revolution based on a novel image plane theory of cascade blading.A flow solver in differential integral formulation for analyzing the flow field of a given geometry is transformed into a design method by coupling with a contour modification model.In this method the classical slip condition is replaced by other boundary conditions.In such a way the prescribed velocity or pressure distribution can be imposed directly on the blade.Since the blade shape is compatible with the velocity requirement
a nonzero velocity component normal to the blade wall evolves from the flow calculation.This normal velocity is then used to reset the wall parallel to the new flow field
using a transpiration technique.The procedure is repeated until the calculated velocity distribution converged to the required one.Numerical results of an actual turbine nozzle show that the present method can provide a practical blade without strict requirement for its initial shape.Another important aspect of this method is the ability to design and analyze a blade with identical code.
Comparative study on the numerical computation of convective heat transfer over rough surfaces
Numerical simulation of the effect of blade tip blowing on a low speed axial compressor tip clearance flow
Turbulent combustion flow field calculation for afterburner with heat shied
Numerical Method for Calculating the Burst Speed of Axial-Flow-Type Discs
INFLUENCE OF TEMPERATURE RATIO ON PENETRATION DEPTH OF 2D CONFINED CROSS FLOW
Related Author
SONG Xin
LIN Gui-ping
YANG Sheng-hua
KANG Shun
ZHANG Hui
DAI Li-ping
ZHAO Jian-xing
ZHANG Hai-tao
Related Institution
School of Aeronautics Science and Engineering, Beijing University of Aeronautics and Astronautics
Key Laboratory of Condition Monitoring and Control for Power Plant Equipment, Ministry of Education,Department of Power,School of Energy and Power Engineering, North China Electric Power University
College of Energy and Power Engineering, Nanjing University of Aeronautics and Astronautics
th Dept., Beijing University of Aeronautics and Astronautics