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Radiative Heat Flux Distribution inside a Highly Reflective Tube

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Presentation on theme: "Radiative Heat Flux Distribution inside a Highly Reflective Tube"— Presentation transcript:

1 Radiative Heat Flux Distribution inside a Highly Reflective Tube
Cosmin DAN, Gilbert DE MEY, Erik DICK

2 Overview Introduction Net radiation method and implementation
Validation of the numerical solution Experimental measurements Results Conclusions

3 Introduction The heat transfer phenomena (radiative);
How well a real body radiates energy as compared with a blackbody; Emissivity is a material property depending on: body temperature, wavelength of the emitted energy, angle of emission; The emissivity is determined using experimental measurements; Combined measured data with numerical computation software

4 The net radiation method and implementation
The cavity is divided in small areas in which: The surfaces are isothermal The surfaces are diffuse emitters and reflectors The surfaces are gray

5 The net radiation method and implementation
Two energy balance equations -Gaussian elimination -configuration factors computation

6 The net radiation method and implementation

7 The net radiation method and implementation
The configuration factors:

8 The net radiation method and implementation
The configuration factors:

9 Validation of the numerical solution
R. Siegel, J. R. Howell, “Thermal Radiation Heat Transfer”, 1992 C. M. Usiskin, R. Siegel, “Thermal Radiation From a Cylindrical Enclosure With Specified Wall Heat Flux”, Journal of Heat Transfer, Vol. 82, No. 4, pp ,1960 approximate analytical solution Kernel approximated with an exponential e-2z Variational methods

10 Validation of the numerical solution

11 Validation of the numerical solution
Cylinder with open ends Uniform heated q(z)=const. L-dimensionless length Relative difference < 3% Approximate analytical formula:

12 Validation of the numerical solution
Cylinder with open ends Uniform heated q(z)=const. L-dimensionless length Relative difference <2.5% Results obtained with formula using variational methods

13 Experimental measurements
Infrared scanner, from the Thermovision® 900 series Measurements in short wavebands with a spectral response of microns The accuracy of the measurement with the thermographic camera is ±1°C The repeatability is ±0.5°C The collected data with the scanner are processed by the ERIKA software All undesired radiation quantities that appear in the measurements are compensated by the software The result of the measurements is a temperature depending only by the radiation emitted by the object

14 Experimental measurements

15 Experimental measurements

16 Results

17 Results

18 Results

19 Results

20 Results

21 Conclusions Software to compute the heat flux distribution and the apparent temperature along cylindrical enclosures Measurements were carried out using a thermographic scanner The emissivity of the inner surface of the tube has been determined in an easy way One of the weaknesses of the proposed method is that in the simulation was assumed that no heat transfer by conduction and convection occur

22 Thank You!


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