%0 Report %1 Hilsenrath1962 %A Hilsenrath, Joseph %A Ziegler, Guy G. %D 1962 %E of Commerce. National Bureau of Standards, U.S. Department %K entropy 1962 heat-capacity mathematics %N NBS Mono 49 %T Tables of Einstein Functions: Vibrational Contributions to the Thermodynamic Functions %U http://digicoll.manoa.hawaii.edu/techreports/PDF/NBS49.pdf %X Tables are presented for the contribution of a harmonic oscillator to the free energy function, enthalpy function, entropy, and heat capacity of gases. Dimensionless values of the Planck-Einstein functions are given as a function of x = hcv/kT for x = 0.0010(.0001) 0.1500(.001) 4.000(.01) 10.00 (.2)16.0. A second table which gives the contributions in cal/mole º K directly as a function of frequency v, and temperature T, was computed using the values 1.43880 for the second radiation constant hc/k, and 1.98717 for the universal gas constant R. The arguments for the latter table are spaced at 10 wave number intervals from 100 cm l to 4000 cm 1 .

@techreport{Hilsenrath1962, abstract = {Tables are presented for the contribution of a harmonic oscillator to the free energy function, enthalpy function, entropy, and heat capacity of gases. Dimensionless values of the Planck-Einstein functions are given as a function of x = hcv/kT for x = 0.0010(.0001) 0.1500(.001) 4.000(.01) 10.00 (.2)16.0. A second table which gives the contributions in cal/mole º K directly as a function of frequency v, and temperature T, was computed using the values 1.43880 for the second radiation constant hc/k, and 1.98717 for the universal gas constant R. The arguments for the latter table are spaced at 10 wave number intervals from 100 cm l to 4000 cm 1 .}, added-at = {2011-01-19T18:06:21.000+0100}, author = {Hilsenrath, Joseph and Ziegler, Guy G.}, biburl = {https://www.bibsonomy.org/bibtex/25631615c81d5a7a5c580df9c7a9dc17c/thorade}, editor = {of Commerce. National Bureau of Standards, U.S. Department}, institution = {U.S. Department of Commerce. National Bureau of Standards}, interhash = {cf2557100359253447b6d8713447c2f1}, intrahash = {5631615c81d5a7a5c580df9c7a9dc17c}, keywords = {entropy 1962 heat-capacity mathematics}, month = {07}, number = {NBS Mono 49 }, timestamp = {2011-01-19T18:06:21.000+0100}, title = {Tables of Einstein Functions: Vibrational Contributions to the Thermodynamic Functions }, url = {http://digicoll.manoa.hawaii.edu/techreports/PDF/NBS49.pdf}, year = 1962 }