Unit 13 Flashcards
Intermolecular interactions
-an attractive force that arises between the positive components (or protons) of one molecule and the negative components (or electrons) of another molecule
-for two or more molecules to interact, the molecules must come into contact with one another
Ideal gas law
-equation of state of a hypothetical ideal gas, approximation of the behavior of many gases under many conditions
-PV = nRT
Variables in ideal gas law
-PV = nRT
-P= pressure of the gas (atm)
-V= volume of the gas (L)
-n= number of moles of gas
-T= temperature of the gas (K)
-R= gas constant (0.08206 L atm/mol K)
What can pressure be increased by?
-increase in number of collisions (leads to increase in n)
-increase in the momentum of colliding gas particles (causes increase in KE of gas and increase in temperature, (KE of gas correlates to temperature))
Pressure for mixture of ideal gases
P(total)= (nA + nB + nC)/V
or
P(A) + P(B) + P(C)
mole fraction of a gas in an ideal gas mixture
- (n(A))/(n(total))
Low pressure
-P(actual)= P(ideal)
-ideal gas behavior
-gas molecules occupy a negligible volume compared to the volume of their container
-gas molecules have elastic collisions
-atoms/molecules, on average, are very large distances apart
-interactions are negligible
elastic collision
a collision in which there is no net loss in kinetic energy in the system as a result of the collision
medium pressure
-P(actual)< P(ideal)
-non-ideal behavior
-gas molecules are mutually attractive and cluster together
-average distance between atoms/molecules is small enough that attractive interactions dominate
-when clusters of molecules form, number of collisions decrease
-ATTRACTIONS DOMINATE
high pressure
-P(actual)> P(ideal)
-non-ideal behavior
-the volume occupied by the gas is no longer negligible and the molecules repel each other
-average distance between atoms/molecules is very small
-REPULSIONS DOMINATE
circumstances in which we compare low to medium to high pressure
-V and T are fixed
-n is varied (increases) to see effect on P
Ideal behavior
-occurs when molecules collide and behave as billiard balls
-collisions are described as “elastic”
-collide and transfer momentum (total momentum is conserved)
-have negligible volume
-no intermolecular forces between them (no attraction/repulsion) and no interactions after collision
-only collide elastically with each other and the container walls, meaning they move randomly with no energy loss during collisions
-all gases display ideal behavior over some range of temperature and pressure (usually high T, low P)
Real behavior
-deviates from ideal gas behavior
-particles have a finite volume
-particles experience intermolecular attractive/repulsive forces
-occurs usually at low T, high P
Dalton’s Law of Partial Pressure
-the total pressure exerted by a mixture of gases is equal to the sum of the partial pressures of the gases in the mixture
-each individual gas exerts a partial pressure that contributes to the total pressure
-can be used to quantify the pressure of the entire mixture (Ideal Gas Law can quantify partial pressure of each component)
Vanderwaals equation
-extends the ideal gas law to include the non-zero size of gas molecules and the interactions between them (real behavior)
-P= ((nRT)/(V-nb)) - ((an^2)/(v^2))
-a: positive constat, related to attractive interactions (large a, lower P)
-b: positive constant, related to repulsive interactions (large b, higher P)