Evaluation of cloudiness/haziness factor for composite climate

Energy

Volumn 30, Issue 9 SPEC. ISS., 2005, Pages 1589-1601

  Singh, H N ^a   Tiwari, G N ^a  

^a INDIAN INSTITUTE OF TECHNOLOGY DELHI   (India)

Author keywords

Cloudiness haziness factor and atmospheric transmittance; Solar radiation

Indexed keywords

EARTH ATMOSPHERE; METEOROLOGY; REGRESSION ANALYSIS; SOLAR RADIATION;

ATMOSPHERIC TRANSMITTANCE; CLOUDINESS; DIFFUSE RADIATION; INDIAN METEOROLOGICAL DEPARTMENT, PUNE, INDIA;

CLIMATE CHANGE;

CLOUD; GLASS; HAZE; MEASUREMENT METHOD; SOLAR POWER; SOLAR RADIATION;

ASIA; EASTERN HEMISPHERE; EURASIA; KUWAIT [MIDDLE EAST]; MIDDLE EAST; WORLD;

EID: 9944239314     PISSN: 03605442     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.energy.2004.04.036     Document Type: Conference Paper

References (20)

1. Linke F. Transmission koeffiezient and turbidity factor. Beitr Phys Fr Atom 1922;10:91-103.
2. Gueymard C. Critical analysis and performance assessment of clear sky solar irradiance models using theoretical and measured data. Solar Energy 1993;51:121-38.
3. Gueymard C. Direct solar transmittance and irradiance predictions with broadband models. Part-I: detailed theoretical performance assessment. Solar Energy 2003;74:355-79.
4. Gueymard C. Direct solar transmittance and irradiance predictions with broadband models. Part-II: validation with high-quality measurements. Solar Energy 2003;74:381-95.
5. Kasten F. A simple parameterization of two pyrheliometric formulae for determining the Linke turbidity factor. Meter Rdsch 1980;33:124-7.
6. Grenier JC, Casiniere ADL, Cabot T. A spectral model of Linke's turbidity factor and its experimental implications. Solar Energy 1994;52(4):303-13.
7. Pinazo JM, Canada J, Bosca JV. A new method to determine Angstrom's turbidity coefficient: its application for Valencia. Solar Energy 1995;54(4):219-26.
8. Tadros MTY, El-Metwally M, Hamed AB. Determination of Angstrom coefficients from spectral aerosol optical depth at two sites in Egypt. Renew Energy 2002;27:621-45.
9. Gueymard C. Importance of atmospheric turbidity and associated uncertainties in solar radiation and luminous efficacy modelling, Edinburgh; 2003.
10. Unsowrth MH, Monteith JL. Aerosol and solar radiation in Britain. QJR Meteorol Soc 1972;98:778-97.
11. Kamal R, Maheshwari KP, Sahney RL. Solar energy and energy conservation. New Delhi: Wiley Eastern Limited; 1992.
12. Kasten F. A new table and approximate formula for relative optical air mass. Arch Meteorol Geophys Bioklimatel Ser B 1965;14:206-23.
13. Kasten F, Young AT. Revised optical air mass tables and approximation formula. Appl Opt 1989;28:4735-8.
14. Ineichen P, Perez R. A new air mass independent formulation for the Linke turbidity coefficient. Solar Energy 2002;73(3):151-7.
15. Skartveit A, Olseth JA, Tuft ME. An hourly diffuse fraction model with correction for variability and surface albedo, Solar-Energy 1998;63(3):173-83.
16. Perez R, Ineichen P, Maxwell E, Seals R, Zelenka A. Dynamic global to direct conversion models. ASHRAE Trans 1990;98:354-69.
17. Hawas MM, Muneer T. Study of diffuse and global radiation characteristics in India. Energy Covers Mgmt 1984;24(2):143-9.
18. Muneer T, Gul M, Kambezedis H. Evaluation of an all-sky meteorological radiation model against long-term measured hourly data. Energy Covers Mgmt 1998;39(3/4):303-17.
19. Tiwari GN. Solar energy fundamentals, design, modeling and applications. USA: CRC Press; 2002.
20. Liu BYH, Jordan RC. The interrelationship and characteristic distribution of direct, diffuse and total solar radiation. Solar Energy 1960;4(3):1-19.