Week 4 Gases Flashcards

1
Q

Partial Pressures Definition and Dalton’s Law of Partial Pressures

A

Partial pressure=Pressure exerted by a single gas component of a mixture if it was on its own
Dalton’s Law od Partial Pressures: The total pressure of a multi component gas mixture is the sum of partial pressure of each component

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2
Q

What is the equation for the partiaol pressure of each gas component?
What is the total pressure in terms of the total number of moles
(Use a,b,c)

A

PA=na(RT/V), PB=nb(RT/V), PC=nc(RT/V)
Ptotal= (na+nb+nc)(RT/V)

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3
Q

How do you calculate the mole fraction?

A

Pa/Ptotal=Xa= na/ntotal

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4
Q

How do you find the component of a gas (n) in a gaseous mixtture

A

Pn=Xn(Ptotal)

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5
Q

What is root mean square used to determine, what is the equation

A

To describe the average particle motion of a single particle in gas samples
urms=((3RT)/(NAm)^1/2 aka sq root
Na=Avogadros number times mass=Molar mass
therefor you can use Molar mass for the denominator

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6
Q

In the root mean square equation, what should molar mass be calculated in? What is R? Does chemical identity matter? Why do you square root

A

R=8.314 J/mol x K
Molar mass in kg/mol
Chemical identity matters
To get the units in m/s instead of m2/s2

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7
Q

What is the result of particle mass and temperature on avaerage velocities

A

Lighter and higher temp results in higher average VELO

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8
Q

What is the mean free path, what is the equation λ

A

What is the mean free path λ is the average distance between collisions
λ=(distance travelled)/number of collisions
It is inversely proportional to pressure (1/P)

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9
Q

Diffusion/Effusion/Grahams Law of Effusion/Diffusion

A

Diffusion: Process by which the particles spread out down a concentration gradient
Effusion: Process of particles escaping into a vaccuum through a pinhole
graham: Rate is inversely proportional to the square root of the molar mass (1/M^1/2)

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10
Q

What is the ratio of Effusion Rates

A

ratea/rate b= square root of Mb/Ma (MOLAR MASS)

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11
Q

Real gases have:

A

Intermolecules forces between atoms and molecules (attractive and repulsive forces)
Atoms and molecules have finite volume albeit small

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12
Q

What is the Particle Volume Corrected Gas Law and Why

A

P(v-nb)=nRT
Real gases have a fomote particle volume (greater than 0) whereas ideal has negligible volume (0)

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13
Q

When are corections significant for finite particle volume?

A

Same number of particles and temperature and at HIGH PRESSURE

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14
Q

Note:
At a given temperature
and pressure, volume
of gas also depends on
repulsion or attraction
dominant IMF between
atoms/molecules.

A
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15
Q

What is an example of a negative adjusment to ideal gas Pressure (P)

A

P=nRT/V-a(n/V)^2
SO
P+a(n/V)^2=nrt/V

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16
Q

What happens to the correction factor as molar volume decreases

A

Correction factor becomes more negative

17
Q

What is corrected pressure/volume

A

Volume: V-nb
Pressure: P+ a(n/V)^2

18
Q

What is the Van Der Waals equation and what does it correct for?

A

(P+a(n/V)^2)(V-nb)=nRT
Corrected IMF for first part
2nd part for volume