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SOLVE WITH USING MATLAB Methanol (A) inside a cylindrical tube is evaporating in a dry air flow (B) at the temperatures listed below. The distance
SOLVE WITH USING MATLAB Methanol (A) inside a cylindrical tube is evaporating in a dry air flow (B) at the temperatures listed below. The distance from the liquid surface to the tube entrance is z2z1=0.238m. The total pressure is P=99.4kPa. The vapor pressure data for methanol is given as follows: 308.15 K,28kPa;318K,44.6kPa; and 328.15K,68.4kPa (with DAB=1.991105m2/s ). Given that the change in the binary molecular diffusion coefficient of methanol with temperature is given by the equation below, DAB=DABT1(T1T)1.75 To calculate the steady-state molar flux of methanol from the liquid surface in the tube and draw the mol fraction profile of methanol, we need additional information such as the dimensions of the tube and any known concentration or temperature gradients. Without these details, it is not possible to provide an accurate calculation and draw the profile. Can you please provide the necessary information
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