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Boundary Lyer Theory

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frorii th; 1c;ulitig rxlge! (l3l:wi11s profile:, Wg. 7.7). 'l'hc: ~~a~l~tcrti or st,rcnn~lit~c~s in t,hc<br />

it~il,i:~l Icngt,ll is UC~II tlr:lwn in Vig. 13.7, :LII~~ the: vc:locilfy ~)rolilcs arc scon ple)tAc~l<br />

in IGg. 14.8. 'l'lie way in which tho I,outicl:~ry-layer tliick~icss incrcsscs from<br />

n.t, the Icnding lctlgc? to it8 asym~)tot,ic value given in oqri. (14.7) is clo~cribotl hy<br />

tdic values in 'I'nblc 14.1 which have bcon taken from It. Jgliscli's pepcr.<br />

1'artic.ular int,crrst, is st.t:wlirtl to thr nnvi*g in drug ceusc.d by preserving<br />

I:imit~ar flow with fhr aid of si1c4ion, an(l, thcrrforc, to the Inw of frirtiorl for the<br />

'r:t1,l1: 14.1. I)iti~rttsio~ilrsq ~,ol~llc~:rr~-~:r~~~r<br />

Ll~irlz~irss :rnd sh:rpo fnofnr R,/d, for t,hc vdorit.y profilc-s<br />

ill t.lir* itlil,i:~l lc~t~~t.li 011 n I1:rt. plirl~ :kt, mro i~rciqlc~i(:e? \viCh rtttili~rtn ~ucl.iott, idler It. Iglisd~ [40J<br />

ht -- ~lis~~lt~~~rtti~~trt.<br />

t.liirlzt~css;<br />

v ,?, - rnotiictil.it~~~ t.liinknr,sn<br />

Fig. 14.8. Flnt plate wit,h<br />

~l~iifortn liuctio~i ; velocity<br />

profilcn ovcr init,inl length,<br />

aftw lgliscli [40]<br />

Tllr rurve 6 - a, corrrspowls 10<br />

llw 'ruy~nplnlir s~tcllnn pronle' of<br />

rqn (14.0)<br />

,. I hin is the* (1~1.c clt~c to siukit~g, i.c. thf) (1r:~g oxlivrir~~cwl l~y ,I. II~IIJ lvlti(+ is ~I:I~,I>,! it1 :L 1.1.ic..<br />

tionlrss st.ro:~tn of vrlociLy lJm ntid whirl^ 's~nllown' :I. q~tnnl.il.y (2 oI' IIt~icl. 'l'lrv :rl~~\~c. VY~I~(.X.<br />

aioti call bc: tletl~toctl vcry nit~iply by 1.11~ npplie:ation of I.ho I~IOIII~~I~.IIIII 1.l1~ort.111 (TI. I'r:tt~~lt~l-<br />

'I'ieljor~n, Ilyclro- 11. Aerorncchnnik, vol. I I, l!):lI, p. 140, Ihgl. t.rnllul. 1,~' .I. 1'. tlct~ l ln.rl,og, 1934.

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