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Journal of the Illuminating Engineering Society Volume 28, 1999 - Issue 1
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Original Articles

Ceiling Luminance Ratios for Linear Fluorescent Indirect and Direct/Indirect Luminaires

John X. ZhangPeerless Lighting Corporation, Berkeley, CA
Pages 149-154 | Published online: 19 Sep 2013

References

  • IESNA. 1993. ANSI/IESNA RP-1–1993. IES Standard Practice Subcommittee of the Office Lighting Committee of the IESNA. New York: IESNA.
  • ZhangX.J. and NgaiP. 1998, Ceiling luminance ratios for linear fluorescent indirect luminaires. J of the IES 27(no. 1):85–91.
  • IESNA. 1977. Recommended practice for classification of interior luminaires by distribution: Luminaire spacing criterion. LD+A 6(no. 8):20–21.
  • LevinE. 1977. Revision of the S/MH concept. LD+A 6(no. 8):22–25.
  • MahlerE. and LeVereR. 1970. Uniformity of illumination (UI). Illum Eng 65(no. 4):211–216.
  • FaucettR.E. and JudgeJ.R. 1971. An improved method for S/MH ratings of luminaires with direct symmetrical distribution. Illum Eng 66(no. 1):37–45.
  • FinkW.L. 1975. Improved S/MH ratings of discrete luminaires. LD+A 4(no. 11):4–11.
  • BellchambersH.E. and SimonsR.H. 1974. Midpoint ratio calculations for linear luminaires. Lighting Research & Technology 6(no. 2):95–100.
  • AshdownI. and MurphyP. 1993. A luminaire spacing criterion for indirect luminaires. J of the IES 22(no. 1):83–90.
  • Illuminating Engineering Society of North America. 1993. Lighting Handbook, 8th Edition. New York: IESNA.
  • DiLauraD.L. 1982. On the simplification of radiative transfer calculations. J of the IES 12(no. 1):120–128.
  • MistrickR.G. and DiLauraD.L. 1987. A finite orthogonal transform applied to radiative transfer calculations. J of the IES 16(no. 2):115–128.

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