8A.3 Internal Energy Flashcards

1
Q

what is the potential energy of particles

A

the energy a particle has relative to its position within the structure material, or in relation to other molecules in a substance

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2
Q

the potential energy of the particles is due to

A

the bonding between molecules

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3
Q

what is the internal energy

A

the sum of the kinetic and potential energies of all the molecules within a given mass of a substance

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4
Q

molecules dont have the same amount of

A

potential and kinetic energy

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5
Q

what is the maxwell-Boltzmann Distribution

A

a mathematical function that describes the distribution of energies amongst particles at a given temp

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6
Q

what are the characteristics of a m-b graph

A
  1. there are no molecules with zero energy
  2. only a few molecules have high energy
  3. there is no maximum value for energy a molecule can have
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7
Q

in molecules of the same object, their speed and their kinetic energy depend on

A

their speed varies(high speed, close to average, slow), and since all their masses are the same the Ek depends on speed

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8
Q

M-b axis are

A

y - the number of molecules

x - the energy (Ek) of molecules

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9
Q

A M-B graph is for one specific

A

temp

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10
Q

if we increase the temp what happens to the peak in the M-B graph

A

the peak becomes smaller and shifts to the right and therefore higher energies

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11
Q

what are the two ways to find the speed of molecules

A
  1. the peak of the M-B graph represents the kinetic energy value with the greatest number of molecules that have that energy, so the speed corresponding to that Ek is the average speed
  2. using root-mean-square-calculation with v = root(<c^2>)
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12
Q

what is the rms speed

A

the square root of the arithmetic mean value of the squares of the speeds of particles in an ideal gas

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12
Q

what is the rms speed

A

the square root of the arithmetic mean value of the squares of the speeds of particles in an ideal gas

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13
Q

what is the formula for average kinetic energy

A

0.5m<c^2>

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14
Q

what is the formula for average kinetic energy

A

0.5m<c^2>

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15
Q

what is the formial tha links absolute temp with average Ek

A

1/2m<c^2> = 3/2kt

16
Q

how can you prove that the particles are stationary and Absolute zero

A

1/2m<c^2> = 3/2kt. when the temperature is zero this becomes a situation where the molecules are stationary and have to Ek, and in order for that to happen they need to have an rms speed of zero (i,e speed decrease to zero) since their mass is constant

17
Q

the fact that average Ek is proportional to temp is a

A

the assumption within the kinetic theory, this follows consistently from the ideal gas laws, but these are also founded on a set of assumptions

18
Q

learning tip

A

page 123