26 KMT, Gas Laws and Gas Law Formulas Flashcards

(49 cards)

1
Q

matter with no definite shape or volume

A

gases

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2
Q

far from each other without specific volume/shape

A

gases

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3
Q

explains states of matter, based on idea that matter is composed of tiny particles in motion

A

kinetic molecular theory

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4
Q

postulates of KMT

A
  1. gases are composed of molecules
  2. gas particles are in constant motion in random directions, moving in straight lines until they collide
  3. collisions between gas particles and between particles and container walls are elastic collision
  4. particles of ideal gas have no attractive forces
  5. average KE of gas particles depends on temperature
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5
Q

collision between particles and container walls; no overall loss of kinetic energy

A

elastic collision

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6
Q

force that gas exerts on a given area of container in which it is contained

A

pressure

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7
Q

units for pressure

A

kPa, atm, mmHg, torr, psi

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8
Q

3-dimensional space inside container holding gas

A

volume

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9
Q

measurement of heat/how fast particles are moving

A

temperature

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10
Q

amount of substance in container is measured using SI unit

A

mole

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11
Q

studied relationship between P and V in mid-1600s

A

robert boyle

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12
Q

formula for boyle’s law

A

P1V1 = P2V2

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13
Q

variables and constants in boyle’s law

A

↑P ↓V; constant T

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14
Q

studied relationship of V and T; ~19th century

A

jacques charles

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15
Q

formula for charles’ law

A

V1/T1 = V2/T2

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16
Q

variables and constants in charles’ law

A

↑V ↑T; constant P

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17
Q

real life applications of boyle’s law

A
  • respiration
  • tires
  • soda bottles
  • spray cans
  • scuba diving
  • space suits
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18
Q

real life applications of charles’ law

A
  • hot air balloon
  • pool float
  • spray cans
  • baking
  • restoring dented pingpong ball
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19
Q

variables and constants of gay-lussac’s law

A

↑P ↑T; constant n and V

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20
Q

real life applications of gay-lussac’s law

A
  • pressure cooker
  • spray cans
  • tires
  • guns
  • kettles
21
Q

ratio between presure-volume product and absolute temp. of gas is constant

A

combined gas law

22
Q

pressure of certain fixed amount of gas is directly proportional to abs. temp. at const. vol.

A

gay-lussac’s law

23
Q

real life applications of combined gas law

A
  • respiration
  • tires
  • spray cans
  • scuba diving
24
Q

gas at constant temp and pressure; volume is directly proportional to number of mol. of g

A

avogadro’s law

25
for same amount of gas at const. temp, inverse relationship
boyle's law
26
direct relationship, with constant amt. of gas as volume increases, temperature increases, and vice versa
charles' law
27
formula for combined gas law
P1V1T2 = P2V21
28
formula for gay-lussac's law
P1/T1 = P2/T2
29
formula for avogadro's law
V1/n1 = V2/n2
30
variables and constants in avogadro's law
↑V ↑n; constant T & P
31
variables and constants in gay-lussac's law
↑T ↑P; constant n & V
32
imaginary gas; conforms to all assumptions of KMT
ideal gas
33
formula for ideal gas
PV = nRT
34
STP
- 0 celsius - 32 fahrenheit - 273 K - 1 atm - 760 torr/mmHg - 101.3 kPa
35
obey all gas laws under all conditions of T & P
ideal gases
36
vol. occupied by molecules is negligible as compared to total vol. occupied by gas
ideal gases
37
forces of attraction are negligible
ideal gases
38
obeys PV=nRT
ideal gases
39
obey gas laws only at low pressures and high temps
real gases
40
volume occupied by molecules is not negligible compared to total vol. of gas
real gases
41
force of attraction are not negligible at all temps and pressures
real gases
42
obeys van der Waals equation
real gases
43
movement of gas molecules from high to low concentration
diffusion
44
ability of two gases to mix spontaneously to become uniform
diffusion
45
diffusion of gas through small hole
effusion
46
who discovered that rate of effusion is inversely proportional to the square root of its molar mass
thomas graham
47
formula for graham's law of effusion
sqrt(M2/M1)
48
considered mixture of gases before KMT
john dalton
49
formula for dalton's law of partial pressure
Ptotal = Pa + Pb + Pc + ... Pn