Calculates the Nusselt number of an impeller driven flow inside a CSTR.
(Description)
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Nu := Nusselt number,
Pr := Prandtl number
D := Inner Diameter of CSTR
P := power of the stirrer
V := Volume of CSTR filled with medium
rho := density of fluid
eta := dynamic viscosity of fluid
eta_w := dynamic viscosity of fluid at the wall
Nu := K * (pi/4)^(a/3) * (P*D^4*rho^2/V/eta^3)^(a/3) * Pr^b * (eta/eta_w)^c
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(no validation or testing necessary)
[1] Judat, H. and Sperling, R. (2005). Wärmeübergang im Rührkessel. In M. Kraume (Ed.) Mischen und Rühren (pp. 123-145), Wiley-Blackwell
Created by Philipp Jahneke (philipp.koziol@tuhh.de), Sep 2018
function NusseltCSTR_Coil import Modelica.Constants.pi; extends TransiEnt.Basics.Icons.Function; input Modelica.Units.SI.ReynoldsNumber Re "Reynols number inside CSTR"; input Modelica.Units.SI.PrandtlNumber Pr "Prandtl number of medium at its temperature"; input Modelica.Units.SI.DynamicViscosity eta "viscosity of medium at its temperature"; input Modelica.Units.SI.DynamicViscosity eta_w "viscosity of medium at wall temperature"; input Real C2 "geometrical Coefficient in Nusselt-Equation"; input Modelica.Units.SI.Diameter D "Inner Diameter of Reactor"; input Modelica.Units.SI.Diameter d "outer diameter of tube of coil"; output Modelica.Units.SI.NusseltNumber Nu "Nusselt number inside CSTR"; constant Real a = 0.56; constant Real b = 1/3; constant Real c = 0.14; end NusseltCSTR_Coil;