Kinetic Molecular Theory


Terms and Formulae

Terms
Boltzmann constant  -  A constant, k , involved in the equation for average velocity. k = 1.38×10-23 J/K
Diffusion  -  Diffusion is the spread of one substance through another.
Effusion  -  Effusion is the rate at which a gas passes through a small hole into a vacuum.
Kinetic energy  -  E k = 1/2mv 2
Kinetic molecular theory  -  A theory that models the interaction between individual gas molecules. See the summary for more details.
Maxwell-Boltzmann speed distribution  -  The distibution attained when molecule speed is set against the number of molecules sharing that speed.
Mean free path  -  The mean distance a molecule travels before it impacts another molecule; given the huge number of collisions in a gas, the mean free path is vastly smaller than any typical room or container. The equation for mean free path:

λ =    

m p  -  The most probable velocity at which the most molecules in a gas travel. The formula for most probable velocity is:

v p = =    

Root mean square velocity  -  An equation to measure the typical velocity of molecules in a gas.


v rms =  
  =  
  =  

Formulae
 
Average velocity

= =    

 
Kinetic energy E k = 1/2mv 2
 
Mean free path

λ =    

 
Formule for most probable velocity

v p = =    

 
Formula for root mean square velocity


v rms =  
  =  
  =  

Take a Study Break

SparkLife

What's your Pretty Little Liars name?

Take this quiz to find out!

SparkLife

Which young actress just got married?

Click to find out!

SparkLife

Cat bearding WINS THE INTERNET

Have you seen this yet?

SparkLife

Scary movies with funny posters

These. Are. Hilarious.

Geek out!

The MindHut

Geeky Actors: Then and Now

Travel back in time!

The MindHut

Villains We Want These Actresses to Play

From super cute to super bad!

The MindHut

10 Movies Better Than Their Books

What do you think?

The MindHut

Summer Movie Open Thread

Leave your thoughts here!

The MindHut

12 Scientific Inaccuracies in Into Darkness

What did Star Trek get wrong?

The Book

Cover image

Read What You Love, Anywhere You Like

Get Our FREE NOOK Reading Apps