The paper considers the calculation of the value of the irradiation coefficient between the surfaces. According to the definition, irradiation coefficient is the surface integral of the second kind and geometrical characteristic of surfaces interposition. Defining the formula to calculate the value of these coefficients is very difficult. There were obtained formulas in [1] for calculating these coefficients of arbitrary surfaces. Although cubic formulas are introduced in [2, 3, 4] to numerically calculate these coefficients.
REFERENCES
1.
R.
Siegel
and J. R.
Howell
, Thermal Radiation Heat Transfer
(Mir
, Moscow
, 1970
), pp. 200
–265
, 887–895.2.
3.
M. F.
Semenov
and V. Y.
Shadrin
, Materials of the 1st International Scientific and Practical Conference «Modern Science: Actual Problems and Ways to Solve Them
” 1
, 28
–31
(2013
).4.
5.
V. Y.
Shadrin
, A. A.
Eremeev
, M. F.
Semenov
, and O. I.
Matveeva
, AIP Conference Proceedings
1907
, p. 030027
(2017
).6.
F.
Feingold
and K. G.
Gupta
, J. Heat Transfer
92
(1
), 69
–76
(1970
).7.
V. Y.
Shadrin
, N. N.
Pavlov
, and M. F.
Semenov
, Certificate of State Registration for the Computer Program No. 2020617150 «A program «RADIANT» to approximate the irradiance coefficients between two finite-dimensional surfaces
”, Rospatent (02 july 2020)
.
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