How to Calculate Thermal conductivity at the edge of the boundary layer equation using Nusselt's number?
Thermal conductivity at the edge of the boundary layer equation using Nusselt's number calculator uses Thermal Conductivity=(Local heat transfer rate*Distance from the nose tip to required base dia)/(Nusselt Number*(Adiabatic wall temperature-Wall temperature)) to calculate the Thermal Conductivity, The Thermal conductivity at the edge of the boundary layer equation using Nusselt's number formula is defined as the ratio of the product of local heat-transfer rate and distance along the wall measured from the leading edge to the product of Nusselt's number and difference of adiabatic wall temperature and wall temperature. Thermal Conductivity and is denoted by k symbol.
How to calculate Thermal conductivity at the edge of the boundary layer equation using Nusselt's number using this online calculator? To use this online calculator for Thermal conductivity at the edge of the boundary layer equation using Nusselt's number, enter Local heat transfer rate (q_{w}), Distance from the nose tip to required base dia (x), Nusselt Number (Nu_{D}), Adiabatic wall temperature (Taw) and Wall temperature (Tw) and hit the calculate button. Here is how the Thermal conductivity at the edge of the boundary layer equation using Nusselt's number calculation can be explained with given input values -> 0.19978 = (10*10)/(5*(100-(-0.11023332720926))).