| description abstract | A numerical investigation of laminar natural convection heat transfer from small horizontal cylinders at nearcritical pressures has been carried out. Carbon dioxide is the test fluid. The parameters varied are: pressure (P), (ii) bulk fluid temperature (Tb), (iii) wall temperature (Tw), and (iv) wire diameter (D). The results of the numerical simulations agree reasonably well with available experimental data. The results obtained are as follows: (i) At both subcritical and supercritical pressures, h is strongly dependent on Tb and Tw. (ii) For Tw < Tsat (for P < Pc) and Tw < Tpc (for P > Pc), the behavior of h as a function of Tw is similar; h increases with increase in Tw. (iii) For P > Pc and large Tw (Tw > Tpc), natural convection heat transfer occurring on the cylinder is similar that observed during film boiling on a cylinder. The heat transfer coefficient decreases as Tw increases. (iv) For subcritical pressures, the dependence of h on D is h ∠D−0.5 in the range 25.4 ≤ D ≤ 100 خ¼m. For larger values of D (500–5000 خ¼m), h ∠D−0.24. (v) For supercritical pressures, the dependence of h on D is h ∠D−0.47 in the range 25.4 ≤ D ≤ 100 خ¼m. For larger values of D (500–5000 خ¼m), h ∠D−0.27. (vi) For a given P, the maximum heat transfer coefficient is obtained for conditions where Tb < Tpc and Tw ≥ Tpc. Analysis of the temperature and flow field shows that this peak in h occurs when k, Cp, and Pr in the fluid peak close to the heated surface. | |
