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Eigenvalue Graetz problem

The problem given by eq.(59) subject to the conditions (60) is referred to as extended Graetz problem in honor of the pioneering work [5]. To solve this problem we need the eigenvalues m and the eigenfunctions y [R] of the eigenproblem ... [Pg.60]

Barron R. F, X. Wang, R. O. Warrington, and T. Ameel, 1996, Evaluation of the eigenvalues for the Graetz problem in slip-flow, Int. Comm. Heat Mass Transfer 23 (4), 1817-1823. [Pg.73]

Mikhailov M. D. and R. M. Cotta, 1997, Eigenvalues for the Graetz Problem in Slip-Flow, Int. Comm. Heat... [Pg.73]

Unsal M., 1990, A solution for the complex eigenvalues and eigenfunctions of periodic Graetz problem, International Communications in Heat Mass Transfer, 25, 4, 585-592. [Pg.74]

Ozisik MN, Sadeghipour MS. Analytic solution for the eigenvalues and coefficients of the Graetz problem with third kind boundary condition. International Journal of Heat and Mass Transfer 1982 25 736-739. [Pg.210]

The above problem is known as Graetz problem and can be solved as an eigenvalue problem. A similar problem is also seen for thermally developing heat transfer. The solution can be obtained for local Nusselt number (Nu(x)). [Pg.345]

The Graetz eigenfunctions and eigenvalues are not widely tabulated. However, Brown (1960) has computed a large number of eigenvalues suitable for most problems. The final result can be written in dimensionless form as... [Pg.434]


See other pages where Eigenvalue Graetz problem is mentioned: [Pg.49]    [Pg.82]    [Pg.176]    [Pg.287]    [Pg.865]    [Pg.184]   
See also in sourсe #XX -- [ Pg.5 , Pg.9 ]




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