Chapter 3 Flashcards

1
Q

Is the net movement of a species in a mixture from one location to another

A

Mass Transfer

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2
Q

_______ by a liquid of a solute from
a carrier gas involves transfer of the solute through the gas to the gas–liquid interface, across the interface, and into the liquid

A

Absorption

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3
Q

transfer of the solute through the liquid to the liquid–liquid solvent interface, across the interface and into the solvent

A

Extraction

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4
Q

Two mechanisms of mass transfer

A

molecular diffusion and
eddy (turbulent) diffusion

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5
Q

-random and spontaneous microscopic movement of molecules as a result of thermal motion
-really slow

A

Molecular diffusion

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6
Q

-random, macroscopic fluid motion
-rapid

A

eddy (turbulent) diffusion

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7
Q

occurs in fluids when turbulent motion exist

A

eddy diffusion

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8
Q

The total rate of mass transfer of individual species is increased or decreased by a ________

A

bulk flow

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9
Q

-Third mechanism of mass transfer
-______alone does not provide a separation of the species in a mixture

A

bulk flow

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10
Q

in _______, the extent of the separation is limited by phase equilibrium because with time, concentrations equilibrate by mass transfer

A

Multiphase systems

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11
Q

When mass transfer is _______, equilibration takes seconds or minutes, and design of separation equipment can be based on phase equilibrium

A

rapid

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12
Q

For separations involving barriers such as membranes, mass-transfer rates govern ________

A

Equipment design

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13
Q

driven by composition gradients
(e.g., concentration, mole fraction,
activity, partial pressure), which is the most common type of diffusion in chemical separation processes

A

ordinary diffusion

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14
Q

requires a large gradient, which is achieved for gas mixtures with a centrifuge

A

Pressure diffusion

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15
Q

columns can be employed to
separate mixtures by establishing a
temperature gradient.

A

Thermal diffusion

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16
Q

Widely applied is ________ of ions or charged particles in an electrical field

A

Forced diffusion

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17
Q

Mass transfer by ordinary molecular diffusion in a binary mixture occurs because of a ___________; that is, a species diffuses in the direction of
decreasing concentration

A

Composition gradient

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18
Q

The mass-transfer rate is ________ to the area normal to the direction of mass transfer. Thus, the rate can be expressed
as a ________.

A

Proportional, flux

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19
Q

Net mass transfer stops when
concentrations are __________

A

uniform throughout

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20
Q

He proposed an analogy to Fourier’s 1822 first law of heat conduction

A

Adolf Fick

21
Q

features a proportionality between a flux and a gradient.

A

Fick’s first law

22
Q

Driving potential for mass transfer

A

Concentration gradient

23
Q

Modes of mass transfer

A

Convection and diffusion

24
Q

occurs in solids and in fluids that
are stagnant or in laminar motion

A

Molecular diffusion

25
occurs in fluids when turbulent motion exists
Eddy diffusion
26
yields a mean-square distance of travel in a time interval but not in a direction interval
random-walk process
27
is the molar flux (moles per unit perpendicular area and per unit time) of A by ordinary molecular diffusion relative to the molar-average velocity of the mixture in the z-direction
Ja (J sub A)
28
is the mutual diffusion coefficient or diffusivity of A in B,
Dab
29
Two cases are important for a binary mixture
(1) equimolar counter diffusion (EMD) and (2) unimolecular diffusion (UMD).
30
takes place by mechanisms that depend on the diffusing atom, molecule, or ion
Diffusion in solids
31
Mass transfer is characterized by Fick’s first law using a ________ mechanism involving the solubility, S, of the component at the polymer surface followed by diffusion throughout the polymer
solution-diffusion
32
The distance, which increases with increasing distance x from the leading edge of the plate, is defined as the
velocity boundary-layer thickness
33
Mass transfer occurs in
solids and in fluids that are stagnant or in laminar motion
34
Molecular diffusion occurs by a number of different driving forces, including:
composition (ordinary), pressure, temperature, and external force fields
35
two limiting cases of mass transfer in a binary mixture are:
equimolar counter diffusion (EMD) and unimolecular diffusion (UMD)
36
a good approximation for distillation
equimolar counter diffusion (EMD)
37
includes bulk-flow effects
unimolecular diffusion (UMD)
38
what is anisotropic?
physical property that has a different value when measured in different directions; materials include fibrous and composite solids as well as noncubic crystals.
39
diffusivity for ordinary molecular diffusion of solutes in a gas
0.10
40
diffusivity for ordinary molecular diffusion of solutes in a liquid
1 x 10^(-5)
41
diffusivity for ordinary molecular diffusion of solutes in an amorphous solid
1 x 10^(-9)
42
Fick's second law for unsteady-state diffusion is readily applied to
semi-infinite and finite stagnant media, including anisotropic materials
43
molecular diffusion under laminar-flow conditions is determined from
Fick's first and second laws, provided velocity profiles are available
44
mass transfer flux is given by
the product of the mass transfer coefficient and a composition driving force
45
mass transfer in turbulent flow can be predicted by
analogy to heat transfer
46
utilizes empirical j-factor correlations with a Stanton number for mass transfer
Chilton-Colburn
47
These predict mass-transfer coefficients proportional to the diffusivity raised to an exponent that varies from 0.5 to 1.0.
film theory, penetration theory, and surface-renewal theory
48
is widely used to predict the mass-transfer flux from one fluid, across an interface, and into another fluid, assuming phase equilibrium at the interface
Whitman's two-film theory
49
What does Whitman's two-film theory define
an overall mass-transfer coefficient determined from the separate coefficients for each of the phases and the equilibrium relationship at the interface