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Comments on Jacobs and Tsakonas: “Propeller Loading-Induced Velocity Field by Means of Unsteady Lifting Surface Theory”

Journal of Ship Research, 1982
In the cited paper (2) a formula is given for the lth Fourier component of the velocity potential of an N-bladed propeller [equations (9) and (10) of the paper], (2). The total velocity potential is then, of course, given by the sum of all the components.
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UNSTEADY AERODYNAMIC THEORY OF LIFTING SURFACES AND THIN ELASTIC BODIES UNDERGOING ARBITRARY SMALL MOTIONS IN A SUPERSONIC FLOW FIELD

The Quarterly Journal of Mechanics and Applied Mathematics, 1987
This paper deals with a formulation of the unsteady aerodynamic theory of lifting surfaces that undergo arbitrary small motions in a supersonic flow environment. In its approach, the expression correlating (in the time domain) the pressure distribution to the downwash distribution is established and some properties of the associated kernel function are
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Unsteady lifting-line theory and the influence of wake vorticity on aerodynamic loads

Theoretical and Computational Fluid Dynamics, 2021
Kiran Ramesh, Hugh J A Bird
exaly  

Predicton of steady and unsteady performance of marine propellers with or without cavitation by numerical lifting-surface theory.

1979
Thesis. 1979. Ph.D.--Massachusetts Institute of Technology. Dept. of Ocean Engineering. ; MICROFICHE COPY AVAILABLE IN ARCHIVES AND ENGINEERING. ; Bibliography: leaves 154-158. ; Ph.D.
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J0910201 Flutter Analysis of a Rectangular Shell Based on the Non-Planar Unsteady Lifting Surface Theory

The Proceedings of Mechanical Engineering Congress, Japan, 2014
Hiroya ITOH   +2 more
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A lifting surface theory based on an unsteady linearized transonic flow model

19th Structures, Structural Dynamics and Materials Conference, 1978
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