Particles in a liquid/solution/gas have a range of kinetic energies
The range of kinetic energies of particles in a gas is represented by the Maxwell-Boltzmann distribution
A Maxwell-Boltzmann graph must start at the origin since noparticles can have noenergy
The peak of the curve of a Maxwell-Boltzmann graph shows the most probable value for the energy of the particles
The are under a Maxwell-Boltzmann curve represents the totalnumber of particles
The area under a Maxwell-Boltzmann curve, to the right hand side of the activation energy, represents the particles with enough energy to react
The line of a Maxwell-Boltzmann graph levels out, but never touches the x axis
For a successful collision, particles have to collide in the correct orientation and with the correct amount of energy
Activation energy is the minimum energy needed for a reaction to occur
The rate of reaction is the rate of change in concentration per unit of time
As temperature increases, rate of reaction increases because the proportion of particles with the activation energy increases, and collisions are more frequent
A higher temperature results in a Maxwell-Boltzmann distribution curve that has a peak further to the right and is broader
An increase in concentration (or pressure in gases) increases the rate of reaction because there are moreparticles per unit volume, so there are more collisions
An increase in concentration (or pressure in gases) results in a Maxwell-Boltzmann distribution curve that is a similar shape, but shifted upwards
When concentration doubles, rate of reaction doubles
A catalyst is a substance that increases the rate of reaction but is not used up or changed
Catalysts work by providing an alternative reaction pathway that has a lower activation energy
Catalysts increase the rate of reaction because the activation energy decreases so more particles have an energy greater than the activation energy
Catalysts don't change the curve of a Maxwell-Boltzmann graph, but instead decrease where the activation energy line is drawn
Activation energy is measured in Joules (J)
The movement of particles in a given system is random
A Maxwell-Boltzmann curve starts at the origin because particles cannot have noenergy
Maxwell-Boltzmann distributions can show molecular energies or particle energies
Individual particles can slow down or speed up because they sometimes lose or gainkinetic energy in unsuccessful collisions
the most probable energy is not the same as the mean energy
The mean energy is to the right of the mostprobable energy