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3. A steady state mathematical model for the transport of a solute can be developed using the Krogh tissue model (See figure

This is a Fluid Mechanic course. Please note that these results are possibly wrong. I would like to know how to solve the problem. Please, be clear to allow me to understand where the values came from, and if you use any value from a table or constant, make a small note beside.

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Answer #1

Consider it as Hallow cylinder, inner wall temperature is given as 98.5 F and outer wall temperature i.e., tissue temperature is given as 158 F

The temperature of capillary is given so Heat transfer is taking place from outer wall to inner wall and in between we have only one thermal resistance that is tissue wall resistance.

The solution for the problem is calculated by me with hand calculations and explained clearly there. I hope you will understand my explanation.

Given data, R-10.05 mm Ktissue & Thermal conductivity of tissue = 0.006 Btu/ hr. FERF 0.01 1 0 Cepillery Conductivity of kcap

158 - 98.5 0.000114828 & Laroon; 0.006 0.00001076496 in ft Immt equivalent erea K tissue = 0.000 0.0334662 Btu/hr Since we c

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