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Description Owner has read and write permissions Owner has read and write permissions; group and world have read-only permission Everyone has read and write permissions Not recommended; this combination allows the file to be accessed and changed by anyone Owner has read, write, and execute permissions Best combination for programs or executables that the owner wishes to run Owner has read, write, and execute permissions Everyone else has read and execute permissions Everyone has read, write, and execute permissions Like the 666 setting, this combination should be avoided Owner has read, write, and execute permissions; everyone else has executeonly permissions Useful for programs that you want to let others run but not copy

x = 0152

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Thus 152% of the original liquid vaporizes in the process Again, the large temperature drop results from evaporationof liquid Throttling processes find frequent application in refrigeration (Chap 9) The following example illustrates use of generalized correlations in calculations for a throttling process

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Pisat and solving for f , gives:

5:

The definition of the fugacity of a species in solution is parallel to the definition of the purespecies fugacity For species i in a mixture of real gases or in a solution of liquids, the equation analogous to Eq (1 128), the ideal-gas expression, is:

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Now, let me explain what is happening so far The COMPARE block is taking a Yes/No response from the Light sensor It is also taking a Yes/No response from the Sound sensor By selecting the And option on the COMPARE block, we are forcing the COMPARE block to take the result in plug A (Yes or No) and the result in plug B (Yes or No) and add them together to create a single Yes/No response I can already hear you asking, How do you add Yes/No responses Well, the answer is fairly simple and relies on the option you selected in that drop-down menu (the And, Or, Xor, and Not options): And option: If you select the And option, both responses must be Yes for a final Yes result to be generated If plug A is Yes and plug B is No, then the final result will be No.

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(1142)

where f i is the fugacity of species i in solution, replacing the partial pressure yi P This definition of t idoes not make it a partial molar property, and it is therefore identified by a circumflex rather than by an overbar A direct application of this definition indicates its potential utility Equation 116 is the fundamental criterion for phase equilibrium Since all phases in equilibrium are at the same temperature, an alternative and equally general criterion follows immediately from Eq (1142):

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Thus, multiple phases at the same T and P are in equilibrium when the fugacity of each constituent species is the same in all phases This criterion of equilibrium is the one usually applied by chemical engineers in the solution of phase-equilibrium problems For the specific case of multicomponent vaporlliquid equilibrium, Eq (1143) becomes:

Table 5-3 File Permissions (cont)

Equation (1138) results as a special case when this relation is applied to the vaporAiquid equilibrium of pure species i The definition of a residual property is given in Sec 62: MR M - I,@ (641)

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where M is the molar (or unit-mass) value of a thermodynamic property and M'g is the value that the property would have for an ideal gas of the same composition at the same T and P The defining equation for apartial residual property M: follows from this equation Multiplied by n mol of mixture, it becomes:

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