Ch 8: The Gas Phase Flashcards

1
Q

gas systems are described by

A

temperature, pressure, volume, and number of moles (n)

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2
Q

pressure equiv include 1 atm =

A

760 mmHg
760 torr
101.325 kPa

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3
Q

simple mercury barometer

A

measures incident (usually atmospheric) pressure.

as pressure increases, more mercury is forced into the column, increasing its height

as pressure decreases, mercury flows out of the column under its own weight, decreasing its height

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4
Q

standard temperature and pressure for ideal gases (STP)

A

273 K (0C) and 1 atm

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5
Q

at STP one mole of an ideal gas occupies

A

22.4 L

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6
Q

ideal gas law

A

describes the relationship between four variables of the gas state for an ideal gas

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7
Q

Avogadro’s principle

A

special case of the ideal gas law for which the pressure and temperature are held constant; shows direct relationship between the number of moles of gas and volume

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8
Q

Boyle’s Law

A

special case of the ideal gas law for which temperature and number of moles are held constant; it shows a direct relationship between the number of moles of gas and volume

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9
Q

Charles’s Law

A

special case of ideal gas law for which pressure and number of moles are held constant; shows direct relationship between temperature and volume

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10
Q

Gay-Lussac’s Law

A

special case of the ideal gas law for which volume and number of moles are held constant; it shows direct relationship between temperature and pressure

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11
Q

combined gas law

A

combo of boyle, charles, gay-lussac

shows inverse relationship btwn pressure and volume along with direct relationships btwn pressure and volume with temperature

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12
Q

Dalton’s Law of partial pressures

A

states that individual gas components of a mixture of gases will exert individual pressures in proportion to their MOLE FRACTIONS

total pressure of a mixture of gases to the sum of the partial pressures of the component gases

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13
Q

Henry’s Law

A

amount of gas dissolved in solution is directly proportional to the partial pressure of that gas at the surface of a solution

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14
Q

kinetic molecular theory

A

attempt to explain the behavior of gas particles; makes a number of assumptions about the gas particles like…

negligible volume
do no have intermolecular attractions or repulsions
undergo random collisions with each other and the walls of the container
collisions are elastic
average kinetic energy is directly prop to temp

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15
Q

Graham’s Law

A

behavior of gas diffusion or effusion, stating that gases with lower molar masses will diffuse or effuse faster then gases with higher molecular masses at same temperature

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16
Q

diffusion

A

spreading out of particles from high to low concentrations

17
Q

effusion

A

movement of gas from one compartment to another through a small opening under pressure

18
Q

real gases deviate from ideal behavior under __ (low volume) and ____ conditions

A

high pressure

low temperatures

19
Q

real gases will occupy less volume than ideal in _______ because the particles have intermolecular attractions

A

moderate high pressure, low volume, or low temp

20
Q

real gases will occupy more volume than ideal in ____ bc particles occupy space

A

extremely high pressure, low volume, or low temp

corrected with van der waals equation of state with a and b

21
Q

van der waals equation of state a is ____ b is ____

A

intermolecular attractions

molecular volume