Please help me code this problem in MatLab Consider a fluid

Please help me code this problem in MatLab!!!

Consider a fluid flowing externally over a hot horizontal cylindrical wire of diameter D=0.002m at an average velocity V=lm/s. The Reynolds and Prandtl numbers are defined respectively as Re = rho VD/mu and Pr = mu cp/k where rho, k,mu, c_p are its density, thermal conductivity, dynamic viscosity, and specific heat capacity, respectively; these fluid properties depend on temperature as shown in Tables 2 & 3. Create a function file called \'waterprops\' with temperature \' T\' as input to output or find rho,k, p, c_p for water using linear interpolation (use interp1 on Table 2). Use \'waterprops\' to obtain Re and Pr for water flow at a film temperature T_f = 0.5(T_infinite + T_s) = 377. 52 K.

Solution

Table 2 is not provided

store the temperature values from table 2 in temp vector

store the density values from table 2 in rho vector

store the conductivity values from table 2 in k vector

store the viscosity values from table 2 in mu vector

store the Cp values from table 2 in Cp vector

Matlab Code

function [ Re,Pr ] = waterprops( T )
temp = []; %store the temperature values from table 2
rho = []; %store the density values from table 2
k = []; %store the conductivity values from table 2
mu = [];%store the viscosity values from table 2
Cp = []; %store the Cp values from table 2
rho_out = interp1(temp,rho,T);
k_out = interp1(temp,k,T);
mu_out = interp1(temp,mu,T);
Cp_out = interp1(temp,Cp,T);
V = 1;
D = 0.002 m
Re = rho_out*V*D / mu_out;
Pr = mu_out*Cp_out / k_out;
end

For output first add all the values from Table 2 which you have into the respective empty vectors and then run the program.