Page 84 - Air pollution and greenhouse gases from basic concepts to engineering applications for air emission control

58 2 Basic Properties of Gases

References and Further Readings

1. Allen MD, Raabe OG (1985) Slip correction measurements of spherical solid aerosol particles
in an improved millikan apparatus. Aerosol Sci Technol 4(3):269–286
2. Bird RB, Stewart WE, Lightfoot EN (1960) Transport phenomena. John Wiley and Sons Inc,
New York
3. Cooper CD, Alley FC (2002) Air pollution control—a design approach, 3rd edn. Waveland
Press, Inc., Long Grove, IL, USA
4. Crane Company (1988) Flow of fluids through valves, fittings, and pipe. Technical Paper
No. 410 (TP 410). P A-5
5. CRC (2013) CRC handbook of chemistry and physics. In: Lide DR (ed), (94th edn), CRC
Press, Inc., Boca Raton, Florida, USA
6. Einstein A (1905) On the kinetic molecular theory of thermal movements of particles
suspended in a quiescent fluid An. Physik 17:549–560. (English translation: Investigation on
the Theory of Brownian Movement, Furth R (ed), Dover, New York, 1956)
7. Flagan R, Seinfeld John H (2012) Fundamentals of air pollution engineering. Dover
Publications Inc., New York, USA
8. Guggenheim EA (1937) The theoretical basis of Raoult’s law. Trans Faraday Soc 33:151–156
9. Hibbeler RC (2010) Engineering mechanics: dynamics (12th Edn), Prentice Hall, Pearson
Publishing Company, NJ, London
10. John HS, Richard CF, Auzmann W (1966) Kinetic theory of gases, W. A. Benjamin Inc., New
York
11. Lapple CE, Shepherd CB (1940) Calculation of particle trajectories. Ind Eng Chem 32
(5):605–617
12. Montgomery RB (1947) Viscosity and thermal conductivity of air and diffusivity of water
vapor in air. J Meteorol 4:193–196
13. National Research Council (1929) International critical tables, vol III. McGraw-Hill, New
York, NY, USA
14. Otto E, Fissan H, Park SH, Lee KW (1999) The log-normal size distribution theory of
Brownian aerosol coagulation for the entire particle size range: Part II. J Aerosol Sci 30
(1):16–34
15. Sander R (1999) Compilation of henry’s law constants for inorganic and organic species of
potential importance in environmental chemistry. http://www.mpch-mainz.mpg.de/*sander/
res/henry.html
16. Starzak ME (2010) Energy and enthropy. Chapter 13 Maxwell and boltzmann distribution.
Springer, Berlin p 199