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how to calculate heat loss coefficients in LFR systems ?
- rahter
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02 May 2013 02:48 #1583
by rahter
how to calculate heat loss coefficients in LFR systems ? was created by rahter
Dear Gentlemen,
Could you please give an example about how heat loss coefficients are calculated in linear
fresnel reflector system.
Regards,
Rahmi
Could you please give an example about how heat loss coefficients are calculated in linear
fresnel reflector system.
Regards,
Rahmi
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- pgilman
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02 May 2013 11:56 #1584
by pgilman
Replied by pgilman on topic how to calculate heat loss coefficients in LFR systems ?
Dear Rahmi,
The polynomial heat loss equations in SAM's linear Fresnel model calculate thermal loss from the receivers as a function of the difference between the heat transfer fluid (steam) temperature and ambient dry-bulb temperature. The equation coefficients represent the heat loss characteristics of a particular receiver design. SAM's default values are for the Novatec Solar Boiler.
For an example of how coefficients for these equations can be derived, you can refer to the results from Sandia National Laboratories' tests of the SEGS LS-2 solar collector in Kolb et al (1994) ( PDF 5 MB ).
Best regards,
Paul.
The polynomial heat loss equations in SAM's linear Fresnel model calculate thermal loss from the receivers as a function of the difference between the heat transfer fluid (steam) temperature and ambient dry-bulb temperature. The equation coefficients represent the heat loss characteristics of a particular receiver design. SAM's default values are for the Novatec Solar Boiler.
For an example of how coefficients for these equations can be derived, you can refer to the results from Sandia National Laboratories' tests of the SEGS LS-2 solar collector in Kolb et al (1994) ( PDF 5 MB ).
Best regards,
Paul.
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- rahter
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03 May 2013 00:24 #1585
by rahter
Replied by rahter on topic how to calculate heat loss coefficients in LFR systems ?
Dear Mr. Paul Gilman,
Thank you very much for your interest and patience.
Kind Regards,
Rahmi
Thank you very much for your interest and patience.
Kind Regards,
Rahmi
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