ChE 123: Introduction to Vapor/Liquid Equilibrium Flashcards

(34 cards)

1
Q

Microscopically, the conditions in equilibrium are?

A

not static

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2
Q

still holds priority over Duhem’s Theorem

A

gibb’s phase rule

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3
Q

this is where two substances are found at the same pressure

A

mechanical equilibrium

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4
Q

this states that the partial pressure of the species in vapor phase is directly proportional to its
liquid-phase mole fraction

A

Henry’s Law

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5
Q

this states that the partial pressure of each component of an ideal mixture of liquids is equal to the vapor pressure of the pure component multiply by its mole fraction in liquid phase

A

raoult’s law

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6
Q

Different unit operations such as ______________ and ________________ involve different phases to come
into contact.

A

distillation ; gas absorption

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7
Q

It states that: “For any closed system formed initially from given masses of prescribed chemical species, the equilibrium state is completely determined when any two independent variables are fixed.”

A

Duhem’s Theorem

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8
Q

rate of evaporation = rate of condensation

A

dynamic equilibrium

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9
Q

this is where no reaction takes place in the system and chemical composition does not vary over time

A

chemical equilibrium

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10
Q

this is another rule similar to the phase rule but is applied to closed systems at equilibrium when both extensive and intensive states are fixed

A

duhem’s theorem

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11
Q

it is the point (T or P) where the first drop of a liquid mixture starts to vaporize

A

bubble point

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12
Q

the number of intensive variables that must be defined is still dictated by the

A

gibb’s phase rule

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13
Q

this type of equilibrium is where microscopically, the conditions are not static

A

dynamic equilibrium

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14
Q

this is where two substances are found at the same temperature

A

thermal equilibrium

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15
Q

It is important to determine the equilibrium T, P, and phase composition for these phases since
their departure from equilibrium conditions allow?

A

mass transfer

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16
Q

a method to determine the number of independent variables/degrees of freedom (F) for a system at equilibrium

A

gibb’s phase rule

17
Q

Different types of calculations will be:

A

a. Bubble P
b. Bubble T
c. Dew P
d. Dew T

18
Q

it is the difference between the total number of intensive variables
and the number of independent equations

A

degrees of freedom

19
Q

Assumptions & Limitations of Raoult’s Law

A

a. the vapor phase is in ideal gas
- can only be applied to low to moderate pressures
b. the liquid phase is an ideal solution
- The molecular species are not too different in size and of same chemical nature

20
Q

The goal in VLE is to calculate the?

A

a. T
b. P
c. compositions of phases in equilibrium

21
Q

the amount of vapor and liquid remain constant over time

A

dynamic equilibrium

22
Q

it is a static condition in which no changes in the macroscopic properties of a system with time

23
Q

this is equal to the mole fraction in vapor phase multiplied by the total pressure

A

partial pressure of component

24
Q

it is also related to the tendency of the particles to escape from liquid

A

vapor pressure

25
the evaporation and condensation are continuously occurring at same rates
dynamic equilibrium
26
Vapor Pressure ______________ with temperature
increases
27
this also means that the amount of gas dissolved in a liquid is directly proportional to the partial pressure of the gas above the liquid
Henry's Law
28
This tells us the number of intensive properties we must define first before we can define the whole thermodynamic system
degrees of freedom
29
this is the pressure exerted by the vapor in equilibrium with its condensed phase (solid or liquid) in a closed container
vapor pressure
30
this is used for dilute species at low pressures
Henry's Law
31
this represents the number of components
N
32
The simple models for the calculations of T, P, and compositions of phases in equilibrium are
a. Raoult's Law b. Henry's Law
33
this represents the number of phase
pi
34
it is the point (T or P) where the first drop of a vapor mixture starts to condense
dew point