Abstract
This chapter presents a discussion on effect(s) of properties on heat transfer. In general, an impact of a property(ies) on heat transfer depends primarily on the mode of heat transfer: (1) conduction (steady state or transient; special case, nuclear fuels), (2) convection (single phase, forced or natural; two phase, boiling or condensation; and special cases: cryogenic gases, fluids at critical and supercritical pressures, liquid metals, and nuclear-reactor coolants), and (3) radiation.
In support of a general discussion on the importance of various properties for heat-transfer calculations, Sections 3, 4, 5, 6, 7, 8, and 9 of this chapter contain basic properties in the tabulated form and property profiles vs. temperature in the graphical form of selected metals, alloys, insulation materials (only table data), and nuclear fuels (Sect. 3); selected gases at atmospheric pressure (Sect. 4); selected cryogenic gases (Sect. 5); low- and medium-temperature fluids on a saturation line (Sect. 6); water at subcritical, critical, and supercritical pressures; carbon dioxide, R-134a, ethanol, and methanol at supercritical pressures (Sect. 7); selected liquid metals on a saturation line (Sect. 8); and current and Generation IV nuclear-reactor coolants (Sect. 9).
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Abbreviations
- A :
-
Area (m2)
- c p :
-
Specific heat at constant pressure (J/kg K)
- \( {\overline{c}}_p \) :
-
Averaged specific heat within the range of (Tw – Tb); \( \left(\frac{H_w-{H}_b}{T_w-{T}_b\, }\right) \) (J/kg K)
- D :
-
Inside diameter (m)
- D hy :
-
Hydraulic diameter (m); \( \left(\frac{4\, {A}_{fl}}{P_{wetted}}\right) \)
- G :
-
Mass flux, kg/m2s; \( \left(\frac{m}{A_{fl}}\right)=\rho u \)
- g :
-
Gravitational acceleration (m/s)2
- H :
-
Specific enthalpy (J/kg)
- HTC :
-
Heat-transfer coefficient (W/m)2K
- h fg :
-
Latent heat of evaporation (J/kg)
- k :
-
Thermal conductivity (W/m K)
- L :
-
Length (m)
- m :
-
Mass-flow rate (kg/s)
- P, p :
-
Pressure (Pa)
- Q :
-
Heat-transfer rate (W)
- q :
-
Heat flux, W/m2; \( \left(\frac{Q}{A_h}\right) \)
- \( {q}_{\mathrm{p}.\mathrm{b}}^{\mathrm{cr}} \) :
-
Critical heat flux (CHF) at pool boiling (W/m)2
- T, t :
-
Temperature (°C)
- u :
-
Axial velocity (m/s)
- V :
-
Volume (m)3
- v :
-
Specific volume (m3/kg)
- α :
-
Thermal diffusivity, m2/s; \( \left(\frac{k}{c_p\, \rho}\right) \)
- β :
-
Volumetric thermal expansion coefficient, 1/K
- Δ :
-
Difference
- δ :
-
Thickness, m
- μ :
-
Dynamic viscosity, Pa s
- ρ :
-
Density, kg/m3
- ρ el :
-
Electrical resistivity, Ohm·m
- σ :
-
Surface tension, N/m
- τ :
-
Time, s
- υ :
-
Kinematic viscosity, m2/s
- ξ :
-
Friction coefficient
- Gr :
-
Grashof number; \( \left(\frac{g\, \beta \, \varDelta T\, {D}^3}{\nu^2}\right) \)
- Nu :
-
Nusselt number; \( \left(\frac{HTC\, D}{k}\right) \)
- Pr :
-
Prandtl number; \( \left(\frac{\mu \, {c}_p}{k}\right)=\left(\frac{\upsilon }{\alpha}\right) \)
- \( \overline{\mathbf{\Pr}} \) :
-
Averaged Prandtl number within the range of (Tw–Tb); \( \left(\frac{\mu \, {\overline{c}}_p}{k}\right) \)
- Re :
-
Reynolds number; \( \left(\frac{u\, D}{v}\right)=\left(\frac{G\, D}{\mu}\right)=\left(\frac{\rho u\, D}{\mu}\right) \)
- Ra :
-
Rayleigh number; (Gr Pr)
- ac:
-
acceleration
- ave:
-
average
- b:
-
bulk
- cr:
-
critical
- D:
-
based on diameter
- el:
-
electrical
- f:
-
fluid
- fg:
-
fluid‐gas
- fl:
-
flow
- fm:
-
freezing/melting
- fr:
-
friction
- g:
-
gravitational
- h:
-
heated
- hy:
-
hydraulic
- in:
-
inlet
- L:
-
based on length
- l:
-
saturated liquid
- ℓ:
-
local
- out:
-
outlet or outside
- p:
-
pressure
- pc:
-
pseudocritical
- r:
-
reduced
- s, sat:
-
saturation
- sf:
-
surface-fluid
- v:
-
vapor
- vol:
-
volume
- w:
-
wall
- AGR:
-
Advanced Gas-Cooled Reactor
- BWR:
-
Boiling Water Reactor
- CANDU:
-
CANada Deuterium Uranium (Reactor)
- CHF:
-
Critical Heat Flux
- DHT:
-
Deteriorated Heat Transfer
- GFR:
-
Gas-Cooled Fast Reactor
- HT:
-
Heat-Transfer
- HTC:
-
Heat-Transfer Coefficient
- LBE:
-
Lead-Bismuth Eutectic
- LFR:
-
Lead-Cooled Fast Reactor
- MOX:
-
Mixed Oxide (Nuclear Fuel)
- MSFR:
-
Molten Salt Fast Reactor
- MSR:
-
Molten Salt Reactor
- NIST:
-
National Institute of Standards and Technology (USA)
- NPP:
-
Nuclear-Power Plant
- PWR:
-
Pressurized Water Reactor
- R:
-
Refrigerant
- REFPROP:
-
Reference Properties
- SC:
-
Supercritical
- SCP:
-
Supercritical Pressure
- SCW:
-
Supercritical Water
- SCWR:
-
Supercritical Water-Cooled Reactor
- SFR:
-
Sodium Fast Reactor
- SS:
-
Stainless Steel
- VHTR:
-
Very-High-Temperature Reactor
- wt:
-
Weight
- Overline:
-
Symbols with an overline at the top denote average or mean values (e.g., Nu denotes average (mean) Nusselt number)
References
ASM Aerospace Specification Metals, Inc. (2016) http://aerospacemetals.com/. Accessed 1 Oct 2016
Bergman T, Lavine AS, Incropera FP, Dewitt DP (2011) Fundamentals of heat transfer, 7th edn. Wiley, New York, 1048 pages
Carbon Steels (2016) http://metalsuppliersonline.com/Default.asp. Accessed 1 Oct 2016
Cengel YA, Boles MA (2015) Thermodynamics. An engineering approach, 8th edn. Mc-Graw-Hill companies, Inc, New York, p 996
Chemical Compatibility Guide (2013) 1st., pp. 2–19. http://www.graco.com/content/dam/graco/ipd/literature/misc/chemical-compatibility-guide/Graco_ChemCompGuideEN-B.pdf. Accessed 1 Oct 2016
Dittus FW, Boelter LMK (1930) Heat transfer in automobile radiators of the tubular type, University of California, Berkeley. Publications on Engineering 2(13):443–461
Gas detection handbook, key concepts & reference material for permanently installed gas monitoring systems (2016) 5th. MSA, Pittsburgh, pp 50–68. www.gilsoneng.com/reference/gasdetectionhandbook.pdf. Accessed 1 Oct 2016
Gupta S, Saltanov E, Mokry SJ, Pioro I, Trevani L, McGillivray D (2013) Developing empirical heat-transfer correlations for supercritical CO2 flowing in vertical bare tubes. Nucl Eng Des 261:116–131
Handbook of tables for applied engineering science (1973) 2nd., Bolz RE, Tuve GL (eds). CRC Press, Boca Raton, p 1168
Haynes WM (Editor-in-Chief) (2015) Handbook of chemistry and physics, 96th edn. 2015–2016. CRC Press, Boca Raton, p 2677
Heat exchanger design handbook, vol 5 (2008) Begell House, Inc., Publishers, New York
IAEA TECDOC Series (2014) IAEA-TECDOC-1746, Sept, Vienna, p 496 . Free download from: http://www-pub.iaea.org/books/IAEABooks/10731/Heat-Transfer-Behaviour-and-Thermohydraulics-Code-Testing-for-Supercritical-Water-Cooled-Reactors-SCWRs; Accessed 1 Oct 2016
Idelchik IE (1994) Handbook of hydraulic resistance, 3rd edn. Begell House, Inc., New York, p 790
JAHM Software, Inc. (2016) Material Property Database. https://www.jahm.com/
Kirillov PL, Lozhkin VV, Smirnov AM (2003) Investigation of Borders of deteriorated regimes of a channel at supercritical pressures, (in Russian), state scientific Center of Russian Federation Institute of physics and power engineering by the name of a.I. Leypunskiy, FEI-2988, Obninsk, p 20
Kirillov PL, Terent'eva MI, Deniskina NB (2007) Thermophysical properties of nuclear engineering materials. 3rd revised and augmented edn, IzdAT Publishing House, Moscow, p 194
Leung LKH, Pioro IL, Bullock DE (2003) Post-Dryout surface-temperature distributions in a vertical Freon-cooled 37-element bundle. In: Proceedings of the 10th international topical meeting on nuclear reactor thermal hydraulics (NURETH-10), Seoul, 5–9 Oct, paper #C00201, p 13
McAdams WH (1942) Heat transmission, 2nd edn. McGraw-Hill, New York, p 459
Mokry S, Pioro IL, Farah A, King K, Gupta S, Peiman W, Kirillov P (2011) Development of supercritical water heat-transfer correlation for vertical bare tubes. Nucl Eng Des 241:1126–1136
NEA No. 6195 (2007) Handbook on lead-bismuth eutectic alloy and lead properties, materials compatibility, thermal-hydraulics and technologies. Nuclear energy agency (NEA) and organisation for economic co-operation and development (OECD), 693pp. .Free download from https://www.oecd-nea.org/science/reports/2007/pdf/lbe-handbook-complete.pdf. Accessed 1 Oct 2016
NIST (National Institute of Standards and Technology) (2013) NIST standard reference database 23. NIST reference fluid thermodynamic and transport properties – REFPROP. Ver. 9.1. Technology administration, US Department of Commerce. http://www.nist.gov/srd/nist23.cfm
NIST (National Institute of Standards and Technology) (2016) https://www.nist.gov/. Accessed 1 Oct 2016
Oka Y, Koshizuka S, Ishiwatari Y, Yamaji A (2010) Super light water reactors and super fast reactors. Springer, New York, p 416
Peiman W, Pioro I, Gabriel K (2012) Thermal aspects of conventional and alternative fuels in SuperCritical water-cooled reactor (SCWR) applications. In: Mesquita AZ (ed) Nuclear reactors. INTECH, Rijeka, pp 123–156. Free download from http://www.intechopen.com/books/nuclear-reactors/-thermal-aspects-of-conventional-and-alternative-fuels-in-supercritical-water-cooled-reactor-scwr-ap
Perry’s chemical engineers’ handbook (2008) 8th edn., DW Green, RH Perry (eds). McGraw-Hill Companies, Inc., New York
Pioro IL (1999) Experimental evaluation of constants for the Rohsenow pool boiling correlation. Int J Heat Mass Transfer 42:2003–2013
Pioro I (2011) The potential use of supercritical water-cooling in nuclear reactors. In: Krivit SB, Lehr JH, ThB K (eds) Nuclear energy encyclopedia: science, technology, and applications. Wiley, Hoboken, pp 309–347
Pioro IL, Duffey RB (2007) Heat transfer and hydraulic resistance at supercritical pressures in power engineering applications. ASME Press, New York, p 334
Pioro IL (ed) (2016) Handbook of generation IV nuclear reactors. Elsevier – Woodhead Publishing (WP), Duxford, p 940
Pioro I, Mokry S (2011a) Heat transfer to fluids at supercritical pressures. In: Belmiloudi A (ed), Heat transfer. Theoretical analysis, experimental investigations and industrial systems. INTECH, Rijeka, Croatia, pp 481–504. Free download from: http://www.intechopen.com/books/heat-transfer-theoretical-analysis-experimental-investigations-and-industrial-systems/heat-transfer-to-supercritical-fluids.
Pioro I, Mokry S( 2011b) Thermophysical properties at critical and supercritical conditions. In: Belmiloudi A (ed), Heat transfer. Theoretical analysis, experimental investigations and industrial systems. INTECH, Rijeka, Croatia, pp 573–592. Free download from: http://www.intechopen.com/books/heat-transfer-theoretical-analysis-experimental-investigations-and-industrial-systems/thermophysical-properties-at-critical-and-supercritical-pressures.
Pioro LS, Pioro IL (1997) Industrial two-phase Thermosyphons. Begell House, Inc., New York, p 288
Pioro I, Duffey R, Dumouchel T (2004a) Hydraulic resistance of fluids flowing in channels at supercritical pressures (survey). Nucl Eng Des 231(2):187–197
Pioro IL, Rohsenow W, Doerffer S (2004b) Nucleate pool-boiling heat transfer—I. Review of parametric effects of boiling surface. International J. Heat & Mass Transfer 47(23):5033–5044
Pioro IL, Rohsenow W, Doerffer S (2004c) Nucleate pool-boiling heat transfer—II. Assessment of prediction methods. International J Heat & Mass Transfer 47(23):5045–5057
Poling BE, Prausnitz JM, O’Connell JP (2000) The properties of gases and liquids, 5th edn. McGraw-Hill Companies, Inc., New York, p 768
Reay D, Kew P, McGlen R (2013) Heat pipes. Theory, design and applications, 6th edn. Elsevier/Butterworth-Heinemann, Oxford, p. 288
Rohsenow WM, Hartnett JP, Cho YI (eds) (1998) Handbook of heat transfer, 3rd edn. McGraw-Hill Companies, Inc, New York
Sadegh AM, Worek WM (eds) (2017) Marks’ standard handbook for mechanical engineers, 12th edn. McGraw-Hill Companies, Inc., New York, p 1936
Schulenberg T, Starflinger J (2012) High performance light water reactor. In: Design and analyses, scientific publishing. Karlsruher Institut fūr Technologie (KIT), Germany, p 241
Technical data for the elements in the periodic table (2016) http://periodictable.com/Elements/011/data.html. Accessed 1 Oct 2016.
The royal society of chemistry (2016) www.rsc.org/. Accessed 1 Oct 2016
Timoshenko SP Gere JM (1961) Theory of elastic stability, 2nd edn.. McGraw Hill Book Company, New York, p 541
Vargaftik NB, Vinogradov YK, Yargin VS (1996) Handbook of physical properties of liquids and gases. Pure substances and mixtures, 3rd augmented and revised edition. Begell House, Inc., New York, p 1355
Weisend JG II (ed) (1999) Handbook of cryogenic engineering. Taylor & Francis, Philadelphia, p 504
Wild Ch, Eckhard W (2016) The CVD diamond booklet, 1st edn. www.diamond-materials.com/downloads/cvd_diamond_booklet.pdf. Accessed 1 Oct 2016
Winterton RHS (1998) Where did the Dittus and Boelter equation come from? Int J Heat Mass Transf 41(4–5):809–810
Young WC, Budynas RG, Sadegh A (2011) Roark’s formulas for stress and strain, 7th edn. McGraw-Hill, New York, p 1072
Zahlan H, Groeneveld DC, Tavoularis S (2010) Look-up table for trans-critical heat transfer. In: Proceedings of the 2nd Canada-China Joint Workshop on Supercritical Water-Cooled Reactors (CCSC-2010), Toronto, 25–28 Apr, p 18
Zahlan H, Groeneveld DC, Tavoularis S, Mokry S, Pioro I (2011) Assessment of supercritical heat transfer prediction methods. In: Proceedings of the 5th International Symposium on SCWR (ISSCWR-5), Vancouver, 13–16 Mar, Paper P008, p. 20
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Pioro, I.L., Mahdi, M., Popov, R. (2018). Heat Transfer Media and Their Properties. In: Handbook of Thermal Science and Engineering. Springer, Cham. https://doi.org/10.1007/978-3-319-26695-4_23
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DOI: https://doi.org/10.1007/978-3-319-26695-4_23
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