Modeling of integrating spheres for photometric and radiometric applications

Proceedings of SPIE - The International Society for Optical Engineering

Volumn 2815, Issue , 1996, Pages 118-125

  Prokhorov, A V ^a   Sapritsky, V L ^b   Mekhontsev, S N ^b  

^a SARATOV STATE TECHNICAL UNIVERSITY   (Russian Federation)

^b All Russia Research Institute for Optical and Physical Measurements   (Russian Federation)

Author keywords

Integrating sphere; Irradiance; Monte Carlo method; Multiple reflections

Indexed keywords

RADIOMETRY; SPHERES;

DIFFUSE COMPONENTS; INTEGRATING SPHERES; IRRADIANCE; IRRADIANCE DISTRIBUTION; MULTIPLE REFLECTIONS; POLYNOMIAL FUNCTIONS; RELATIVE UNCERTAINTY; STATISTICAL MODELING;

MONTE CARLO METHODS;

EID: 0011988544     PISSN: 0277786X     EISSN: 1996756X     Source Type: Conference Proceeding    
DOI: 10.1117/12.257147     Document Type: Conference Paper

References (18)

1. V.l. Sapritsky, B.B. Khlevnoy, A.V. Prokhorov, V.1. Shapoval, R.I. Stolyarevskaya, "Candela and lumen realization on the basis of the blackbody achievements," CIE 119-1995-23rd Session, New Delhi, pp. 83-86 (1995).
2. Y. Ohno, " Realization of NIST luminous flux scale using an integrating sphere with an external source," CIE 119-1995-23rd Session, New Dethi, pp. 217-221 (1995).
3. Y. Ohno, "New method for realizing a luminous flux scale using an integrating sphere with an external source, " Journal of the Illuminating Engineering Society, pp. 106-115 (Winter 1995).
4. Y. Ohno, "Integrating sphere simulation: application to total flux scale realization," Applied Optics, 33, pp. 2637-2646 (1994).
5. J.A.J. Jaquez, H.F. Kuppenheim, "Theory of the integrating sphere," Journ. Opt. Soc. Am., 45, pp. 460-470 (1955).
6. D.G. Goebel, "Generalized integrating sphere theory," Appl. Opt., 6, pp. 125-128 (1967).
7. M.W. Finkel, "Integrating sphere theory," Opt. Commun., 2, pp. 25-28 (1970).
8. W. Fussel, "Approximate theory of the photometric integrating sphere," National Bureau of Standards Techn. Note 594-7 (1974).
9. R.L. Brown, "A numerical solution of the integral equation describing a photometric integrating sphere," Journal of. Research of the National Bureau of Standards -A. Physics and Chemistry, 77A, pp. 343-351 (1973).
10. A.C.M. de Visser, M. van der Woude, "Minimization of the screen effect in the integrating sphere by variation of the reflection factor," Lighting Research. Technology, 12, pp. 42-49 (1980).
11. H.R. Tardy, "Flat-sample and limited-field effects in integrating sphere measurements," J. Opt. Soc. Amer., A5, pp. 241-245 (1988).
12. N. Halyo, D.B. Taylor, "Explicit solution of the spectral radiance in integrating spheres with application to the Earth Radiation Budget Experiment ground calibration," J. Opt. Soc. Am. A5, pp. 521-534 (1988).
13. H. Kajiyama, S. Kodaira, "An illuminance analysis in partitioned spaces using the Monte Carlo method," Journal of the Illuminance Engineering Society, 66, pp. 93-108 (1989).
14. G.A. Mikhailov, Optimization of weighted Monte Carlo methods. Nauka Pubi., Moskow, 1987 (in Russian)
15. V.I. Sapritsky, A.V. Prokhorov, "Calculation of the effective emissivities of specular-diffuse cavities by the Monte Carlo method, " Metrologia, 29, pp. 9-14(1992).
16. V.I. Sapritsky and A.V. Prokhorov, "Spectral effective emissivities of non-isothermal cavities calculated by the Monte Carlo method, " Applied Optics, 34, pp. 5645-5652 (1995).
17. K. Kinameri, K. Akazawa, M. Awata, "The Monte Carlo method in the predetermination of a luminous intensity distribution," J. Light. Vis. Env., 10, pp. 25(57)-34(66) (1986).
18. R.D. Siegel, J.R. Howell, Thermal Radiation Heat Transfer, 2nd edn., McGraw Book Company, New York, 1981.