Solve using excel or spreadsheet and show data analysis (regression table) 2. Dow and Jacob proposed the following dimensionless equation as a suitable representation for experimental data dealing with heat transfer between a vertical tube and a fluidized solid mixture:1- P₂C₂)()*(()*whereNu = t = Nusselt numberhm = heat transfer coefficientD₁ = tube diameterDp solid particle diameterL =heated fulidized bed length€ = void fraction of fluid bedG gas mass velocityNu = a₁Kg. Pg. Cg.lgCs. Ps= properties of solid phasehm Dekg46991311202344877095816508856729861310119018902460properties of gas phaseUse the following data to calculate the parameter values a₁, a, a, a, a, using linear regression on log(Nu) andnon-linear regression on Nu.9151260DtL0.6360.6360.6410.2850.2850.2830.5180.5210.5240.4550.4510.4550.9440.9740.9850.6020.60216900.617Dow, W.M., and Jacob, M., Chem. Eng. Progr. 47, 637 (1951).asDtD₂3093093093093093096836836831012101210121130113011301130113011301-8 Ps Cs€ Pq Cq833868800800800767795795795867867867160816081608167316731673D₁GMg256555786255555850254300440338565811343573814343485700

y x1 x2 x3 x4 1 469 0.636 309 833 256 2 913 0.636 309 868 555 3 1120 0.641 309 800 786 4…

Answered: Nu = a₁ + ( ) Nu == Nusselt number…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Nu = a₁ + ( ) Nu == Nusselt number hmheat transfer coefficient D₁ = tube diameter Dp solid particle diameter L=heated fulidized bed length void fraction of fluid bed G gas mass velocity 1- P.C.)" (D-9)" ()