The heat flux for stable film boiling on the outside of a horizontal cylinder or sphere of diameter D, in m, is given below. What should be the value of "n", for the equation above to be dimensionally consistent? Use dimensional analysis: W m² ġ = heat flux, à Cf = C₁9 K² P₂ (P [g k³ Pv(P₁ − Pv)[hƒg +0.4 Cpv (Ts - Tsat)]] - MyD (Ts - Tsat) kv = thermal conductivity of vapor, kg Pv density of vapor, 'm³ kg P₁ = density of liquid, m³ hgf = enthalpy of vaporization, kg W m °C m g = gravitatioinal acceleration, S² C₂ = experimental constant, dimensionless n J Cpv = specific hear of vapor, kg °C Ts = surface temperature of the heater, °C Tsat saturation temperature of vapor, °C kg My viscosity of vapor, ms (Ts - Tsat)
The heat flux for stable film boiling on the outside of a horizontal cylinder or sphere of diameter D, in m, is given below. What should be the value of "n", for the equation above to be dimensionally consistent? Use dimensional analysis: W m² ġ = heat flux, à Cf = C₁9 K² P₂ (P [g k³ Pv(P₁ − Pv)[hƒg +0.4 Cpv (Ts - Tsat)]] - MyD (Ts - Tsat) kv = thermal conductivity of vapor, kg Pv density of vapor, 'm³ kg P₁ = density of liquid, m³ hgf = enthalpy of vaporization, kg W m °C m g = gravitatioinal acceleration, S² C₂ = experimental constant, dimensionless n J Cpv = specific hear of vapor, kg °C Ts = surface temperature of the heater, °C Tsat saturation temperature of vapor, °C kg My viscosity of vapor, ms (Ts - Tsat)
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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