On the theory of laminar boundary layers involving separation (1934)
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is solution, which is discussed in the present section, is where somewhat more complicated formally than is (14), but is vastly simpler for carrying out actual calculations. We approximate to U2(v) by two polynomials, one of which we use for <p^<pi and one for where <px +3^2+^3, h*=go*, h*=ga*+g*,… … Figure 2.—Double power series representation of TJl (s>). solution given by Blasius for uniform external flow zp* is identical with zb* except bt—and n—>ra. along a flat plate. 0!=1 and gr(x) is as given in equation (14). If <p^<pi we use the simpler formula (14). 8. APPLICATION TO BLASIUS' CASE U=…
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