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The Prandtl number characterizes the influence of the physical properties of the medium on the heat transfer process and is determined by its thermodynamic state.
Criterion Pr - thermalphysic constant of substance. Formula for calculating the Prandtl number
Pr = υ / a
Scheme of the system of nomograms for the graphic-analytical calculation of the Prandtl number |
Designations in the Pr calculation formula and on nomograms:a - coefficient of temperature conductivity, m2/h, n - coefficient of kinematic viscosity, m2/h, g - specific gravity, mg/m3, Ñð - thermal (heat) capacity at constant pressure, kJoule/(kg*Ê) [kkal/(g*grad)], l - coefficient of thermal conductivity, Watt/(m*Ê) [kal/(m*h*grad)],. |
Systems of nomograms for graphic-analytical calculation of the Prandtl number
nomogram systems for calculating the number Pr contain the following ranges of parameter values: l - (0.01 ... 0.85) Watt/(m*Ê) Ñð - (0.02 ... 20) kJoule/(kg*Ê) g - (0.001 ... 40) mg/cm3 n - (0.001 ... 5) m2/h a - (0.005 ... 0.8) m2/h Pr - 0.2 ... 220 |
To convert between systems of units, we use the following relations 1 kal = 4.1868 Joule; 1 Watt/(m*Ê) = 860 [kal/(m*h*grad)] 1 Watt · h = 3600 Joule Thermal (heat) capacity (Ñð) of hydrogen at temperature 300 Ê and pressure 1 kgf/cm2 - Ñð=3.42 kal/(g*grad). Translation - Ñð=3.42*4.1868 = 14.319 kJoule/(kg*Ê). Thermal (heat) conductivity (l) of hydrogen under the same conditions l = 158 kal/(m*h*grad), that corresponds l = 158/860=0.184 Watt/(m*Ê). Dynamic viscosity (n) for xenon under normal conditions - n=2*10-4 m2/s. Transformation: n=2*10-4 *3600=0.72 [m2/h] |
graphic-analytical systems
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