Version-1 (Nov–Dec 2012)
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Abstract: This study seeks to determine the direction of causality between energy consumption (EC) and economic growth (EG), using annual data from 1981 to 2009. In our empirical analysis, we run an ordinary least square test to verify the statistical significance of the variables used and augmented form of Granger causality test to identify the direction of the relationship between these variables in the short run. Empirical investigations reveal that two variables are statistically significant at 5% and these variables are gross fixed capital formation and total labour force and they are positively related to real GDP while other variables such as crude oil consumption, coal consumption are positively related to real GDP but not statistically significant. Total electricity consumption on its own exert a negative influence on real GDP and also not statistically significant.
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Key words: Energy consumption, Economic growth, electricity consumption, Nigeria.
Key words: Energy consumption, Economic growth, electricity consumption, Nigeria.
[1] Aqeel, A. and Butt, M. S. (2001). The Relationship between Energy Consumption and Economic Growth in Pakistan. Asia-Pacific Development Journal 8(2): 101-109.
[2] Asafu-Adjaye, J (2000) "The relationship between energy consumption, energy Prices and economic growth: time series evidence from Asian developing countries‟. Energy Economics 22, 615-625
[3] Ayodele, A. S (2004). Improving and sustaining power (electricity) supply for socio economic development in Nigeria.
[4] Birol, F (2007). World energy prospects and challenges. Melbourne: Blackwell publishing.
[5] Central Bank of Nigeria (2000). The Changing Structure of the Nigerian Economy and Implications for development. Lagos: Realms Communications Ltd.
[6] Chontanawat S, Hunt L.C, Pierse R. (2006). Casualty between energy consumption and GDP. From 30 OECD and 78 Non – OECD comprises the survey Energy Economics Discussion paper series. ISSN 1749 – 8384.
[7] Community for research and development centre (2006). Renewable energy: The key to sustainable energy development in Nigeria.
[8] Cortright, J. (2001). New growth theory, technology and learning: A practitioner‟s guide. Portland: Impresa Inc.
[9] Energy information Administration (2007). Country analysis briefs: Nigeria. Retrieved on 12th November 2007 from www.eia.doe.gov
[10] Energy information Administration (2004). International energy Outlook, Highlights. Retrieved on 12th November 2007 from www.eia.doe.gov
[2] Asafu-Adjaye, J (2000) "The relationship between energy consumption, energy Prices and economic growth: time series evidence from Asian developing countries‟. Energy Economics 22, 615-625
[3] Ayodele, A. S (2004). Improving and sustaining power (electricity) supply for socio economic development in Nigeria.
[4] Birol, F (2007). World energy prospects and challenges. Melbourne: Blackwell publishing.
[5] Central Bank of Nigeria (2000). The Changing Structure of the Nigerian Economy and Implications for development. Lagos: Realms Communications Ltd.
[6] Chontanawat S, Hunt L.C, Pierse R. (2006). Casualty between energy consumption and GDP. From 30 OECD and 78 Non – OECD comprises the survey Energy Economics Discussion paper series. ISSN 1749 – 8384.
[7] Community for research and development centre (2006). Renewable energy: The key to sustainable energy development in Nigeria.
[8] Cortright, J. (2001). New growth theory, technology and learning: A practitioner‟s guide. Portland: Impresa Inc.
[9] Energy information Administration (2007). Country analysis briefs: Nigeria. Retrieved on 12th November 2007 from www.eia.doe.gov
[10] Energy information Administration (2004). International energy Outlook, Highlights. Retrieved on 12th November 2007 from www.eia.doe.gov
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Abstract:This work is based on the determination of 40K in samples of powdered milk consumed in Delta State and also a brief discussion of radioactivity transference from the environment to mankind. Ten samples of milk were collected and analyzed for radioactivity concentration. The measurements were performed using a Laboratory fluorimeter, Models CBS- 380. The results obtained for the milk sample were compared to world Health organization (WHO) standard to ensure its safety to human consumption and were found to be lower than the permissible limits. Thus, there is full confidence in consumption of these milk brands.
Keywords: Potassium – 40, Radionuclides,Radioactivity,Half life,Concentration
Keywords: Potassium – 40, Radionuclides,Radioactivity,Half life,Concentration
[1] Afshari Sarayegord N. Abbasisiar F., Abdolmaleki P., Ghaiassi Nejad M. (2009) : Environmental Radiation protection Division , National Radiation protection Department (NRPD)
[2] Akinloye M.K, J.B. (1999): Survey of Environmental Radiation Exposure around Obafemi Awolowo University Nuclear Research Facilities, Nig. J. Phy. 7:16-19.
[3] Allen, C.K (1999), A New Geographic of Nigeria Longman Publishing 65ff.
[4] Arogunjo A.M, Eyebiokin M.R, and Oboh G., Balogun F.A (2005): Activity Concentration and Absorbed Dose Equivalent of Commonly Consumed Vegetables in Ondo State, Nigeria Journal of Physics 17(s):87-191.
[5] Farai I.P, Oni O.M (2002): Natural Radionuclide concentration in Aquatic species and Absorbed dose Equivalent to the dwellers of the coastal area of Nigeria. Nig. Journal of phy. 14:94-97
[6] Fortune P., Brambilla M., Speroni F. (2004): Folia uptake of 137cs and 86sr in strawberry as function by leafage. Journal of Environmental radioactivity, 71:187-199
[7] Jibiri N.N, Farai I.P. (1998): Assessment of dose and collective effective dose equivalent due to terrestrial gamma radiation in the city of Lagos, Nigeria. Rad. Protect. Dosin. 76(3):191-194
[8] Melquiades F.L, Appoloni C.R (2004): Natural Radiation levels In powered milk samples. Ciene. Tecnol. Aliment.campinas. 24(4): 501-504.out .dez.
[9] Olomo J.B (1990): Natural radionuclide content of some Nigeria foodstuffs. Nucl. Inst. and method in phys .Res .A299:666-669.
[10] Tang S. Chen Z., Zheg (2003): uptake of 137 Cs in the shout of Amaranthus trivolor and Amaranthus cruentus. Environmental pollution 125: 305-313.
[2] Akinloye M.K, J.B. (1999): Survey of Environmental Radiation Exposure around Obafemi Awolowo University Nuclear Research Facilities, Nig. J. Phy. 7:16-19.
[3] Allen, C.K (1999), A New Geographic of Nigeria Longman Publishing 65ff.
[4] Arogunjo A.M, Eyebiokin M.R, and Oboh G., Balogun F.A (2005): Activity Concentration and Absorbed Dose Equivalent of Commonly Consumed Vegetables in Ondo State, Nigeria Journal of Physics 17(s):87-191.
[5] Farai I.P, Oni O.M (2002): Natural Radionuclide concentration in Aquatic species and Absorbed dose Equivalent to the dwellers of the coastal area of Nigeria. Nig. Journal of phy. 14:94-97
[6] Fortune P., Brambilla M., Speroni F. (2004): Folia uptake of 137cs and 86sr in strawberry as function by leafage. Journal of Environmental radioactivity, 71:187-199
[7] Jibiri N.N, Farai I.P. (1998): Assessment of dose and collective effective dose equivalent due to terrestrial gamma radiation in the city of Lagos, Nigeria. Rad. Protect. Dosin. 76(3):191-194
[8] Melquiades F.L, Appoloni C.R (2004): Natural Radiation levels In powered milk samples. Ciene. Tecnol. Aliment.campinas. 24(4): 501-504.out .dez.
[9] Olomo J.B (1990): Natural radionuclide content of some Nigeria foodstuffs. Nucl. Inst. and method in phys .Res .A299:666-669.
[10] Tang S. Chen Z., Zheg (2003): uptake of 137 Cs in the shout of Amaranthus trivolor and Amaranthus cruentus. Environmental pollution 125: 305-313.
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Abstract:The approximate analytical solution of Schrodinger equation for Scarf potential plus trigonometricPoschl-Teller potential is investigated using Nikiforov-Uvarov method. The bound state energy eigenvalues are given in the close form and the corresponding radial and angular eigenfunctions are formulated in the form of the generalized Jacobi Polynomials. The trigonometric Poschl-Teller potential causes the energy of Scarf potensial decreases as the orbital quantum number increases. The energy spectrum and the radial wave function of Scarf potential are produced by the absent of Poschl-Teller potential.
Keywords: Nikiforov-Uvarov method, Schrodinger equation, Trigonometric Scarf I, Poschl-Teller potential.
Keywords: Nikiforov-Uvarov method, Schrodinger equation, Trigonometric Scarf I, Poschl-Teller potential.
[1] R.I. Greene and C. Aldrich, Variational wave function for a screened Coulomb potential, Phys. Rev. A 14(6) , (1976) 2363
[2] S.M. Ikhdair and R. server, Approximate eigenvalue and eigen function solutions for the generalized Hulthen potential with any angular momentum, J. Math. Chem., 42(3) (2007) 461-471
[3] A.N. Ikot and L.E.Akpabio, Approximate solution of the Schrodinger solution with Rosen-Morse potential including the centrifugal term, App. Phys. Res, 2(2) (2010) 202-208
[4] H. Goudarzi and V. Vahidi, Supersymmetric approach for Eckart potential using NU method,Adv. Studies Theor. Phys. 5(10), (2011) 469-476
[5] A.R. Amani, M.A. Moghrimoazzen, H. Ghorbanpour, S. Barzegaran, The ladder operators of Rosen Morse potential with centrifugal term by factorization method, Afr. J. Math. Phys. 10 (2011) 31-37
[6] S.M. Ikhdair, Approximate l-state of the Manning-Rosen potential by using NU method, ISRN Math. Phys. vol 2012,article ID-201525 (2012)
[7] V.M. Villalba, Elsevier Science, Bound State of The Hydrogen Atom in The Presence of A Magnetic Monopole Field and An Ahoronov-Bohm Potential, Phys. Lett. A 193 (1994) 218-222
[8] Y. Aharonov and D. Bohm, Significance of electromagnetic potentials in quantum theory, Phys. Rev. 115 (1959) 485
[9] L. V. Hoang, L.X. Hai, L.I. Komarov and T. S. Romanova, Relativistic Analogy of the Aharonov–Bohm Effect in the Presence of Coulomb Field and Magnetic Charge, J. Phys. a 25 (1992) 6461
[10] M. Movahedi and M. Hamzavi, Relativistic scattering solution of the Makarov potential, Int. J. phys. Sci. , 6(4) (2011) 891-896
[2] S.M. Ikhdair and R. server, Approximate eigenvalue and eigen function solutions for the generalized Hulthen potential with any angular momentum, J. Math. Chem., 42(3) (2007) 461-471
[3] A.N. Ikot and L.E.Akpabio, Approximate solution of the Schrodinger solution with Rosen-Morse potential including the centrifugal term, App. Phys. Res, 2(2) (2010) 202-208
[4] H. Goudarzi and V. Vahidi, Supersymmetric approach for Eckart potential using NU method,Adv. Studies Theor. Phys. 5(10), (2011) 469-476
[5] A.R. Amani, M.A. Moghrimoazzen, H. Ghorbanpour, S. Barzegaran, The ladder operators of Rosen Morse potential with centrifugal term by factorization method, Afr. J. Math. Phys. 10 (2011) 31-37
[6] S.M. Ikhdair, Approximate l-state of the Manning-Rosen potential by using NU method, ISRN Math. Phys. vol 2012,article ID-201525 (2012)
[7] V.M. Villalba, Elsevier Science, Bound State of The Hydrogen Atom in The Presence of A Magnetic Monopole Field and An Ahoronov-Bohm Potential, Phys. Lett. A 193 (1994) 218-222
[8] Y. Aharonov and D. Bohm, Significance of electromagnetic potentials in quantum theory, Phys. Rev. 115 (1959) 485
[9] L. V. Hoang, L.X. Hai, L.I. Komarov and T. S. Romanova, Relativistic Analogy of the Aharonov–Bohm Effect in the Presence of Coulomb Field and Magnetic Charge, J. Phys. a 25 (1992) 6461
[10] M. Movahedi and M. Hamzavi, Relativistic scattering solution of the Makarov potential, Int. J. phys. Sci. , 6(4) (2011) 891-896
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Abstract:Study of gamma ray energy absorption (EABF) and exposure buildup factors (EBF) for some
essential soils, ceramic materials in the energy region 0.015-15 MeV up to a penetration depth of 40 mfp (mean
free path). To calculate both EABF and EBF, five parameter geometric progressions (G-P) fitting
approximation has been used. Variation of EABF and EBF with incident photon energy, penetration depth and
effective atomic number (Zeff) has been studied and presented in the form of graphs. This change results from the
dominance of different interaction process in different energy regions. Significant variations were also observed
between EABF and EBF which may due to different chemical composition of given materials.
Keywords: Cascade silt loam (CSL), Energy absorption buildup factor, Exposure buildup factor, Kaolinite (KLN), Mica, Sand.
Keywords: Cascade silt loam (CSL), Energy absorption buildup factor, Exposure buildup factor, Kaolinite (KLN), Mica, Sand.
[1] White, G. R.,The penetration and deffusion of 60Co γ-rays in water using spherical geometry,Rev. 80, 1950, 154.
[2] Fano, U.,Г-ray attenuation part II-analysis of penetration,Nucleonics 11, 1953, 55.
[3] P.S. Singh, T. singh, P. Kaur, Ann. Nucl. Eng.,35, 2008, 1093.
[4] Y. Harima,Y.Sakamoto, S. Tanaka, M. kawai, Nucl. Sci. Eng., 94, 1886, 24
[5] Y. Sakamoto, S. Tanaka, Nucl. Sci. Eng., 100, 1988, 33.
[6] A. Shimizu, J. Nucl. Sci. Technol., 39, 2002, 477.
[7] A. Shimizu, T. Onda, Y. Sakamoto, J. Nucl.Sci.Technol., 41, 2004, 413.
[8] ANSI/ANS-6.4.3, gamma ray attenuation coefficient and buildup factors for engineering materials, American Nuclear Society, La
Grange Park, Illinois.1991.
[9] Y. Harima, Nucl. Sci. Eng., 83, 1983, 299.
[10] Y. Harima, Radiat. Phys. Chem., 41, 1993, 631.
[2] Fano, U.,Г-ray attenuation part II-analysis of penetration,Nucleonics 11, 1953, 55.
[3] P.S. Singh, T. singh, P. Kaur, Ann. Nucl. Eng.,35, 2008, 1093.
[4] Y. Harima,Y.Sakamoto, S. Tanaka, M. kawai, Nucl. Sci. Eng., 94, 1886, 24
[5] Y. Sakamoto, S. Tanaka, Nucl. Sci. Eng., 100, 1988, 33.
[6] A. Shimizu, J. Nucl. Sci. Technol., 39, 2002, 477.
[7] A. Shimizu, T. Onda, Y. Sakamoto, J. Nucl.Sci.Technol., 41, 2004, 413.
[8] ANSI/ANS-6.4.3, gamma ray attenuation coefficient and buildup factors for engineering materials, American Nuclear Society, La
Grange Park, Illinois.1991.
[9] Y. Harima, Nucl. Sci. Eng., 83, 1983, 299.
[10] Y. Harima, Radiat. Phys. Chem., 41, 1993, 631.
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Abstract:We study the percolation behavior of in two dimensional Ising model with spontaneous
magnetization for pure and diluted lattices containing spins. Expression for partition function is calculated for
pure lattice and is applied to find out the same for diluted lattices. Specific example is taken for nearest
neighbor interaction in two dimensional square lattices and validity range of the calculation is checked.
Behavior of partition function is studied at different temperatures and at different number of spins.
Keywords:Ising model, Percolation, Partition function, Diluted Ising Model, Critical Temperature
Keywords:Ising model, Percolation, Partition function, Diluted Ising Model, Critical Temperature
[1] Applications Of Percolation Theory, Sahimi M. (Taylor & Francis, 1994)
[2] Introduction To Percolation Theory, Stauffer D., Aharony A. (Taylor & Francis, 1994).
[3] Michael P. Marder, Classical Theories of Magnetism and Ordering(John Wiley & Sons,2010)
[4] Gould H. & Tobochnik J. Introduction to Computer Simulation Methods ( Addison – Wesley Publishing Company,1988)
[5] www.hermetic.ch/compsci/thesis/chap3.htm
[6] M Vinothkumar, G Nandhini, M V Sangaranarayanan, Partition function of the two-dimensional nearest
neighbour Ising models for finite lattices in a non-zero magnetic field, J. Chem. Sci. Vol. 124, No. 1, January 2012, pp. 105–113
[2] Introduction To Percolation Theory, Stauffer D., Aharony A. (Taylor & Francis, 1994).
[3] Michael P. Marder, Classical Theories of Magnetism and Ordering(John Wiley & Sons,2010)
[4] Gould H. & Tobochnik J. Introduction to Computer Simulation Methods ( Addison – Wesley Publishing Company,1988)
[5] www.hermetic.ch/compsci/thesis/chap3.htm
[6] M Vinothkumar, G Nandhini, M V Sangaranarayanan, Partition function of the two-dimensional nearest
neighbour Ising models for finite lattices in a non-zero magnetic field, J. Chem. Sci. Vol. 124, No. 1, January 2012, pp. 105–113
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Abstract:The natural radionuclide level in wasteland soil around Olusosun dumpsite Ojota, Nigeria were
measured using a highly shielded Canberra Na(Tl) detector, a type of gamma-ray spectrometer. A total of 30
samples (15 from active site and 15 from dormant site) were analyzed. The mean value of 238U, 232Th and 40K
concentrations determined for soil samples from the active dumpsite were 69.69 ± 19.10 Bqkg-1, 14.49 ± 3.22
Bqkg-1 and 409.44 ± 86.08 Bqkg -1 respectively. For the soil samples from the dormant dumpsite, the mean value
of 238U, 232Th and 40K concentrations were 61.25 ± 21.82 Bqkg-1, 12.08 ± 1.74 Bqkg-1 and 345.98 ± 56.92 Bqkg -1
respectively. The mean value of 238U, 232Th and 40K concentrations for soil samples from both the active and
dormant dumpsites were higher than the permissible global values of 52.2 Bqkg -1, 41.0 Bqkg-1 and 230.0 Bqkg-1
respectively by UNSCEAR. The mean annual effective dose obtained for soil sample from active dumpsite is
0.2767 while 0.2550 was obtained for soil samples from the dormant dumpsites. Both were found to be below
the recommended standard by UNSCEAR. All the soil samples analyzed for both the active and dormant
dumpsites met the safety criteria by UNSCEAR and hence do not pose any radiological hazards to human
health. However, the result of statistical analysis (ANOVA) showed that there is significant difference between
the result of the annual effective dose for the active soil samples and the dormant soil samples
Keywords:Radionuclides, Olusosun wasteland, domant, active, landfill, dumpsite.
Keywords:Radionuclides, Olusosun wasteland, domant, active, landfill, dumpsite.
[1] Adewole A.T. (2009). Waste management towards sustainable development in Nigeria: A case study of Lagos state. Int. NGO J.
4(4): 173-179.
[2] Alloway B.J., Ayres D.C. (1997). Chemical principles of environmental pollution, In: Wastes and their disposal, 2nd ed., Blackie
Acad. Professional, Lond., UK pp. 353-357.
[3] Bello MH (2002). Geoelectric and geochemical evaluation of groundwater quality at Olusosun refuse dumpsite, Ojota, Lagos,
Unpublished Report p. 7.
[4] Beliverimis M., Kilic O., Coytuk Y., Topcough S. (2009). The effects of physiochemical properties of gamma emitting natural
radionuclides level in the soil profile of Istanbul, Environmental monitoring and assessment 163: 15-16.
[5] Beretka J., Mathew P.J. (1985). Natural radioactivity of Australian building materials industrial wastes and by-products. Health
Phys: Vol.48, No.1, pp.87-95.
[6] Elaigwu S.E., Ajibola V.O., Folaranmi F.M. (2007). Studies on the impact of municipal waste dumps on surrounding soil and air
quality of two cities in Northern Nigeria, J. Appl. Sci. 7(3): 421-425.
[7] EUROPOEAN COMMISSION (1999). Radiological Protection Principles concerning the Natural Radioactivity of Building
materials, Radiation Protection Report RP-112, EC, European Commission, Luxembourg.
[8] Flores O.B, Estrada A.M and Zerguera J.T (2005). Natural Radioactivity in some Building materials in Cuba and their contribut ion
to indoor gamma dose rate. Radiat. Prot. Dosim. 2: 218-222.
[9] International Commission on Radiological Protection (1999). Protection of the public in situations of prolonged radiation
exposure, Publication 82, Elsevier Science B.V.
[10] Lee EM, Menezes G, Flinch EC (2004). Natural radioactivity in building material in the Republic of Ireland. Health Physics, 86:
378-388.
4(4): 173-179.
[2] Alloway B.J., Ayres D.C. (1997). Chemical principles of environmental pollution, In: Wastes and their disposal, 2nd ed., Blackie
Acad. Professional, Lond., UK pp. 353-357.
[3] Bello MH (2002). Geoelectric and geochemical evaluation of groundwater quality at Olusosun refuse dumpsite, Ojota, Lagos,
Unpublished Report p. 7.
[4] Beliverimis M., Kilic O., Coytuk Y., Topcough S. (2009). The effects of physiochemical properties of gamma emitting natural
radionuclides level in the soil profile of Istanbul, Environmental monitoring and assessment 163: 15-16.
[5] Beretka J., Mathew P.J. (1985). Natural radioactivity of Australian building materials industrial wastes and by-products. Health
Phys: Vol.48, No.1, pp.87-95.
[6] Elaigwu S.E., Ajibola V.O., Folaranmi F.M. (2007). Studies on the impact of municipal waste dumps on surrounding soil and air
quality of two cities in Northern Nigeria, J. Appl. Sci. 7(3): 421-425.
[7] EUROPOEAN COMMISSION (1999). Radiological Protection Principles concerning the Natural Radioactivity of Building
materials, Radiation Protection Report RP-112, EC, European Commission, Luxembourg.
[8] Flores O.B, Estrada A.M and Zerguera J.T (2005). Natural Radioactivity in some Building materials in Cuba and their contribut ion
to indoor gamma dose rate. Radiat. Prot. Dosim. 2: 218-222.
[9] International Commission on Radiological Protection (1999). Protection of the public in situations of prolonged radiation
exposure, Publication 82, Elsevier Science B.V.
[10] Lee EM, Menezes G, Flinch EC (2004). Natural radioactivity in building material in the Republic of Ireland. Health Physics, 86:
378-388.
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Paper Type | : | Research Paper |
Title | : | SHCP: Soil Heat Calculator Program |
Country | : | Iran |
Authors | : | Mohammad Valipour, Seyyed Morteza Mousavi, Reza Valipour, Ehsan Rezaei |
: | 10.9790/4861-0234450 |
Abstract:Usually the energy balance equation is used to estimate evapotranspiration. To calculating the
potential evapotranspiration for long periods of time (more than a day), soil heat flux is assumed equal to zero.
But in a catchment, the energy balance equation should be in terms of actual evapotranspiration is less than the
potential. In this state, the amount of soil heat flux is not equal to zero. Therefore, for estimating the actual
evapotranspiration, the soil heat flux calculation has great importance. In this paper, using coding in a visual
basic program environment, a differential equation for the flow of water into the soil has been solved for soil
heat flux calculating. Obtained results showed that the soil heat calculator program (SHCP) was an
appropriate tool for calculating soil heat flux. According to the results the accuracy of the SHCP increased with
over time. The amounts of R2 after 1 hour, 2 hours, and 3 hours, were 0.991, 0.996, and 0.999, respectively, for
soil heat flux at difference depths.
Keywords: Actual evapotranspiration, Energy balance equation, SHCP, Soil heat flux, Soil temperature
Keywords: Actual evapotranspiration, Energy balance equation, SHCP, Soil heat flux, Soil temperature
[1] Agam N., W. P. Kustas, S. R. Evett, P. D. Colaizzi, M. H. Cosh, L. G. McKee, 2012. Soil heat flux variability influenced by row
direction in irrigated cotton, Advances in Water Resources, doi: http://dx.doi.org/10.1016/j.advwatres.2012.07.017
[2] Anadranistakis M., A. Liakatas, S. Alexandris, S. Aggelides, P. Kerkides, S. Rizos, and A. Poulovassilis, 1997. SOIL HEAT FLUX
IN THE PENMAN-MONTEITH EVAPOTRANSPIRATION EQUATION, ISHS Acta Horticulturae 449: II International
Symposium on Irrigation of Horticultural Crops
[3] Blumm J., A. Lindemann, B. Niedrig and R. Campbell, 2007. Measurement of Selected Thermophysical Properties of the NPL
Certified Reference Material Stainless Steel 310, International Journal of Thermophysics, 28 (2), p. 674-682. doi: 10.1007/s10765-
007-0177-z
[4] Blumm J., J. Opfermann, 2002. Improvement of the mathematical modeling of flash measurements, High Temperatures - High
Pressures, 34 (5), p. 515–521. doi:10.1068/htjr061
[5] Casalegno V., P. Vavassori, M. Valle, M. Ferraris, M. Salvo, G. Pintsuk, 2010. Measurement of thermal properties of a
ceramic/metal joint by laser flash method, Journal of Nuclear Materials, 407 (2), p. 83–87. doi:
http://dx.doi.org/10.1016/j.jnucmat.2010.09.032
[6] Clothier B. E., K. L. Clawson, P. J. P. Jr, M. S. Moran, R. J. Reginato and R. D. Jackson, 1986. Estimation of soil heat flux from net
radiation during the growth of alfalfa, Agricultural and Forest Meteorology, 37 (4), p. 319–329. doi: http://dx.doi.org/10.1016/0168-
1923(86)90069-9
[7] Daughtry C.S.T., W.P. Kustas, M.S. Moran, P.J. Pinter Jr., R.D. Jackson, P.W. Brown, W.D. Nichols and L.W. Gay, 1990. Spectral
estimates of net radiation and soil heat flux, 32 (2-3), p. 111–124. doi: http://dx.doi.org/10.1016/0034-4257(90)90012-B
[8] Evett S. R., N. Agam, W. P. Kustas, P. D. Colaizzi and R. C. Schwartz, 2012. Soil profile method for soil thermal diffusivity,
conductivity and heat flux: Comparison to soil heat flux plates, Advances in Water Resources, doi:
http://dx.doi.org/10.1016/j.advwatres.2012.04.012
[9] Gan L., X. Peng, S. Peth and R. Horn, 2012. Effects of grazing intensity on soil thermal properties and heat flux under Leymus
chinensis and Stipa grandis vegetation in Inner Mongolia, China, Soil and Tillage Research, 118, p. 147–158. doi:
http://dx.doi.org/10.1016/j.still.2011.11.005
[10] Graham E. A., Y. Lam and E. M. Yuen, 2010. Forest understory soil temperatures and heat flux calculated using a Fourier model
and scaled using a digital camera, Agricultural and Forest Meteorology, 150 (4), p. 640–649. doi:
http://dx.doi.org/10.1016/j.agrformet.2010.02.005
direction in irrigated cotton, Advances in Water Resources, doi: http://dx.doi.org/10.1016/j.advwatres.2012.07.017
[2] Anadranistakis M., A. Liakatas, S. Alexandris, S. Aggelides, P. Kerkides, S. Rizos, and A. Poulovassilis, 1997. SOIL HEAT FLUX
IN THE PENMAN-MONTEITH EVAPOTRANSPIRATION EQUATION, ISHS Acta Horticulturae 449: II International
Symposium on Irrigation of Horticultural Crops
[3] Blumm J., A. Lindemann, B. Niedrig and R. Campbell, 2007. Measurement of Selected Thermophysical Properties of the NPL
Certified Reference Material Stainless Steel 310, International Journal of Thermophysics, 28 (2), p. 674-682. doi: 10.1007/s10765-
007-0177-z
[4] Blumm J., J. Opfermann, 2002. Improvement of the mathematical modeling of flash measurements, High Temperatures - High
Pressures, 34 (5), p. 515–521. doi:10.1068/htjr061
[5] Casalegno V., P. Vavassori, M. Valle, M. Ferraris, M. Salvo, G. Pintsuk, 2010. Measurement of thermal properties of a
ceramic/metal joint by laser flash method, Journal of Nuclear Materials, 407 (2), p. 83–87. doi:
http://dx.doi.org/10.1016/j.jnucmat.2010.09.032
[6] Clothier B. E., K. L. Clawson, P. J. P. Jr, M. S. Moran, R. J. Reginato and R. D. Jackson, 1986. Estimation of soil heat flux from net
radiation during the growth of alfalfa, Agricultural and Forest Meteorology, 37 (4), p. 319–329. doi: http://dx.doi.org/10.1016/0168-
1923(86)90069-9
[7] Daughtry C.S.T., W.P. Kustas, M.S. Moran, P.J. Pinter Jr., R.D. Jackson, P.W. Brown, W.D. Nichols and L.W. Gay, 1990. Spectral
estimates of net radiation and soil heat flux, 32 (2-3), p. 111–124. doi: http://dx.doi.org/10.1016/0034-4257(90)90012-B
[8] Evett S. R., N. Agam, W. P. Kustas, P. D. Colaizzi and R. C. Schwartz, 2012. Soil profile method for soil thermal diffusivity,
conductivity and heat flux: Comparison to soil heat flux plates, Advances in Water Resources, doi:
http://dx.doi.org/10.1016/j.advwatres.2012.04.012
[9] Gan L., X. Peng, S. Peth and R. Horn, 2012. Effects of grazing intensity on soil thermal properties and heat flux under Leymus
chinensis and Stipa grandis vegetation in Inner Mongolia, China, Soil and Tillage Research, 118, p. 147–158. doi:
http://dx.doi.org/10.1016/j.still.2011.11.005
[10] Graham E. A., Y. Lam and E. M. Yuen, 2010. Forest understory soil temperatures and heat flux calculated using a Fourier model
and scaled using a digital camera, Agricultural and Forest Meteorology, 150 (4), p. 640–649. doi:
http://dx.doi.org/10.1016/j.agrformet.2010.02.005