Boundary Lyer Theory

448 XV. Xon-stcady boundary layers
[GI] Trimpi, It. I,., nntl Cohen, N.B.: An intcgral solution to the flat plate laminar boundary
I:lyrr flow cxinting insidc and aftcr cxpan~ion wavcs moving into quicucent fluid part1cu1n.r
npplicnt,ion t.o the coinplete shock tube flow. NACA TN 3044 (1057).
1621 . - Ikuji, W.: Not,c on the solution of the unsteady laminar boundary layer equations. JAS 20,
z:)r,-znn (ma).
1631 Urhitln, S.: 'l'h pImt.ing viscous flow superposed on the steady laminar motion of intwnl~r~vwil,lo
1l11itl in n t:ir&~lnr pip. ZAM1' 7, 403---422 (I!)RO).
[ti41 Wnrlh\vn, Y. I).: Ilonndnry hycr growt.11 on n u~)inning body; accclcrntc:tl n~otion. Phil.
Mag. 3 (8). 152-- 158 (19.58).
[(is] Wntmn, 11:. J.: Rountlary Iaycr growth. Proc. Ito~. Soc. A 231, 104-1 I6 (1955).
i(i61 Wnt.son, .l.: A mlution of the Nnvicr-St,okes-equations, illnst,rat.ing tho recrpo118c of n
Isminnr 1,onntlnrv lnvrr t,o a aivon chnngc in thc cxtornal strcarn velocit,y. Quart. J. Mcch.
nljld hhtll 11, '305-326 (1658)
1671 W:~t.son, .l. : l'lw two tlitnc~~sionxl lanii~~ar flow ncar the stagnation point of a cylinder which
11m an nrh~trnry trnnsvcrsc motion. Quart. .I. Mcch. Appl. Math. 12, 175-190 (1959).
1681 . . \Vcntrrvclt, P.J: The theory of steady rotational flow generated by n sound field. J. Arouat.
Soo. Amcr. 25. GO-- 67 (10%i).
I691 \Irnrst. W.: (:rrni..uchicht,cn nn eylindriscl~cn Itiirpcm nlit nichkt,ationiircr Qtrerbowcg~~tlg.
~. ~
17 11 Yane. 1