Upload
others
View
2
Download
0
Embed Size (px)
Citation preview
- 13.164 kJ for the actual network and 21.296 kJ for the network providing optimal parameters for users.
- Exergy loss due to flow rate loss is 2.35%, approximately ten times lower than for the actual network.
- Exergy loss due to major losses is very low. Small diameter hose has the highest share of major loss, even if the length of the hose is much smaller
than the length of the ducts from the entry point of the network to the coal
face.
- Exergy loss due to throttling is significantly lower only 0.02%, as expected.
- An interesting rise is the acquired exergy much higher than in cases presented before due to lower temperature of compressed air T=13.52 .
while the temperature of the surroundings is T=23.16 in the crosscut
and T=24.3 at the coal face.
1. CONCULSIONS
Even if the studied network is only a small section of the much bigger
underground compressed air network, a number of useful conclusions can be
emphasized:
a) Exergy efficiency of the underground compressed air network is poor 70.32 % an it can be raised to 91.48% if some measures are taken.
b) Higher pressure and flow rate of compressed air at the inlet of the compressed air network, without optimization of the network, will lead to
higher losses and this will translate in poor economic efficiency since the
compressed air is an expensive form of energy.
The measures that must be applied in order to improve the efficiency of the
compressed air distribution network, according to results presented above are:
- Proper network maintenance in order to keep the flow rate loss as low as it can be;
- Use of hoses with uppermost available diameter that matches the pneumatic equipment.
- Proper cooling of the compressed air, that way on its evolution in the underground will acquire energy, since the surrounding temperature in
the mine works is usually higher than at the surface. This low temperature
has other positive effects too, like lower temperatures at the coal face, and
lower vapor content of the compressed air.
- Using orifice plates to regulate pressure on different sections of the compressed air network, with impact on the flow rate loss.
REFERENCES
[1]. DOSA I,, Compressed Air Network Calculus Using Computer Program,
Scientific Bulletin of the „Politehnica” University of Timisoara, Romania,
Transactions on Mechanics, Vol. 51, No. 1, p.49-56, Editor: University of
Timisoara, (2006).
[2]. BURDUCEA C., LECA A., Ducts and Heat Networks, Tehnica Publishing
House, Bucharest, (1983).
[3]. LECA A., ET. AL., Ducts for Heat Networks - Handbook, Tehnica
Publishing House, Bucharest, (1986).
[4] IRIMIE I.I., MATEI I., Gas Dynamics of Compressed Air Networks, Tehnica Publishing House, Bucharest, (1994)
[5] IRIMIE S.I., PETRILEAN D.C., The Energetic Quantification of Thermodynamic Inefficiencies of Hot Water Distribution Networks, 14th
SGEM GeoConference on Energy and Clean Technologies, Vol. 1, SGEM2014
Conference Proceedings, ISBN 978-619-7105-15-5/ISSN 1314-2704, 519-526 pp,
June 19-25, (2014).
DOI: 10.5593/SGEM2014/B41/S17.067
[6]. DODESCU GHE., TOMA M., Numerical Methods, E.D.P Publishing House,
Bucharest, (1976).
[7]. DODESCU GHE., TOMA M., Numerical Methods, E.D.P Publishing House,
Bucharest, (1976).
[8]. ROSCULET M., Mathematical Analysis, E.D.P Publishing House, Bucharest,
(1984).
[9]. SALVADORI M.G., BARON L.M., Numerical Methods for Engineers,
Tehnica Publishing House, Bucharest, (1972). [10]. SIMIONESCU I., Numerical Methods, Tehnica Publishing House,
Bucharest, (1977).
[11]. RADCENCO V., Criteria for Optimizing Irreversible Thermal Processes,
Tehnica Publishing House, Bucharest, (1977).
[12]. PETER G., Möglichkeiten zur Einsparung von Niederdruckluft im
Westdeutchen Steinkohlenbergbau, Glückauf, Heft: 33-34, (1956).