[1] Chwang,A.T.and T.Y.T.Wu,Hydromechanics of low Reynolds number flow,Part 2,Singularity method for Stokes flows,J.Fluid Mech.,67(1975),787-815.
[2] Gluckman,M.J,S.Weinbaum and R.Pfeffer,Axisymmetric slow viscous flow past an arbitrary convex body of revolution,J.Fluid Mech.,55(1972),677-709.
[3] Youngren,G.K.and A.Acrivos,Stokes flow past a particle of arbitrary shape:A numerical method of solution,J.Fluid Mech.,69(1975),377-403.
[4] Weinbaum,S.,Lectures on Mathematics in the Life Sciences(1981),114.
[5] Smith,A.M.O.and J.L.Hess,Prog.Aero.Sci.(1966),8.
[6] Wu,W.Y.,A new approach of treating the Stokes flow of nonslender prolate arbitrary axisymmetrical body,Scientia Sinica,Series A,July(1984).
[7] Wu,W.Y.and S.H.Wang,The parabolic approximation of the line continuous distribution method of singularities in Stokes flow,Acta Mechanica Sinica,5(1984).(in Chinese)
[8] Wu,W.Y.and Q.He,The linear approximation of the line continuous distribution method of singularities in creeping motion,Applied Mathematics and Mechanics,5,6(1984),1769-1776.
[9] Wu,W.Y.and M.Chu.The annular discrete distribution of singularities to treat the Stokes flow of the arbitrary oblate axisymmetrical body.(to be published)
[10] Sampson,R.A.,On Stokes current-function.Phil.Tran.R.Soc.A,182(1891),449.
[11] Happel,J.and H.Brenner,Low Reynolds Number Hydrodynamics,Prentice-Hall(1965).
[12] Fung,Y.C.,Biomechanics,Springer-Verlag,New York Inc.(1981).