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njit-etd1961-002 - New Jersey Institute of Technology

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6(P) The entropies <strong>of</strong> evaporation from -10°C. tothe critical point were obtained by dividingthe latent heats <strong>of</strong> vaporization in (I) by thecorresponding temperatures.(Q) The entropy <strong>of</strong> the saturated vapor S SV at1 atmosphere and -19 ° C. was evaluated by addingthe entropy <strong>of</strong> evaporation to the entropy <strong>of</strong> thesaturated liquid at -19°C.(R) The molal entropy <strong>of</strong> the ideal gas S* 3 at-19°C. was obtained by adding to SSV the entropycorrection (S*3 - Ssv) from Table 47 <strong>of</strong> Watsonand et al. 3(S) The values <strong>of</strong> ideal entropy from -10°C. to400°C. at the constant pressure <strong>of</strong> 1 atm. wereevaluated by adding to S*3 the valueT2 T1 P dT.T1 T(T) The entropies <strong>of</strong> the saturated vapor from-10 °C. to the critical point were obtained byfirst making a pressure correction for idealbehavior, and then making a correction for lack <strong>of</strong>ideality. Thus S*5 = S*4 R in (P5/P1), and theentropy <strong>of</strong> the saturated vapor is obtained bysubtracting (S*5 - S5) from values given in Table47 <strong>of</strong> Watson and et al. 3(U) The values <strong>of</strong> entropy in the superheated regionfrom -10°C. to 400°C. and from ² to 150 atmosphereswere evaluated in the same manner as in (N),except Table 5² <strong>of</strong> Watson and et al. 6 was usedinstead <strong>of</strong> Table 50.

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