Chapter 6, Problem 6.33P

Consider conditions for which a fluid with a free stream velocity of $V=1\text{m/s}$ flows over a surface with a characteristic length of $L=1\text{m,}$ providing an average convection heat transfer coefficient of $\bar{h}=100{\text{Wm}}^{\text{2}}\cdot \text{K}\text{.}$ Calculate the dimensionless parameters ${\overline{Nu}}_L,R_e{}_L,{\mathrm{P}}_r,$ and ${\bar{j}}_H$ for the following fluids: air, engine oil, mercury, and water. Assume the fluids to be at 300 K.