AP Physics 2 Terms

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50 Terms

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Thermodynamics

the exchange and conversion of heat energy between bodies

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Kinetic energy(thermal)

K=3/2 nKbT or 3/2 nRT

n= number of particles

kb= maxwell boltzmann constant

R= universal gas constant

T = temperature

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Maxwell-Bolton graph

Shows the average speed of particles throughout

Right is larger than the left, but the more scooched up it is means the more common it is

<p>Shows the average speed of particles throughout</p><p>Right is larger than the left, but the more scooched up it is means the more common it is</p><p></p>
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Where does thermal energy flow to

From hot to cold

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How do the collisions between two gases’ molecules work

Random

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Kinetic theory of gases

Gases have identical molecules unique to their certain gas

Volume is negligible

Density is constant at all point

Gas molecules exert pressure on container walls

The pressure of an ideal gas is the same everywhere

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Ideal gas law

PV= NRT/Nkbt

P= Pressure

V = volume

N= number of molecules

Kb= boltzmann’s constant

T= temperature

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Isochoric

Constant volume

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Isothermic

Constant temperature

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Isobaric

Constant pressure

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Adiabatic

no heat transferred

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Heating

transfer of energy into a system

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Cooling

transfer of energy out of a system

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Thermal equilbrium

two objects in a system/ two systems having the same temperature

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Convection

heating through fluids

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radioaction

heating through radioactive waves

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Conduction

heating through direct contact

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Internal energy(U)

Total energy of the whole system; total of each particles energy that does not have potential energy

U= Number of particles * average kinetic energy(N* Kavg)

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Work on a gas

Positive during compression, negative during expansion; check same direction

W=-P(change in)V

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Work by a gas

OPPOSITE DIRECTION; negative during compression, positive during expansion

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Heat(Q)

thermal energy transferred from one body to another

Q = mcT

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First law of thermodynamics

The change to energy is the sum of energy transferred to or from the system by heating work done of the system

U= Q + W

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Insulated container

Energy does not escape

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Rate of energy transfer by conduction

Q/t=kAT/L

<p>Q/t=kAT/L</p><p></p>
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Entropy

the amount of disorder in a system; tendency of energy to spread and the unavailability of the system to do work; highest in thermal equilibrium
Constant but can increase in a closed system

Increases when molecules/thermal energy spread out more

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Isolated system

Energy stays the same

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Charge

scalar quantity measured in coulombs; conserved

<p>scalar quantity measured in coulombs; conserved</p><p></p>
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Elementary charge

e= 1.60×10^-19 Coulombs

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Value of coulomb

6.25×10^18 electrons/protons

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Coulomb’s law 

Force between 2 objects with charge

The two forces are in opposite directions

<p>Force between 2 objects with charge</p><p>The two forces are in opposite directions</p>
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Coulomb’s constant

k= 1/4pie= 9×10^9 N*m²/c²

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Electric polarization

rearrangement of electrons by an external electric field, separated by positive and negative charges

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Electric permittivity

is a measurement of the degree to which a material/medium is polarized in the presence of an electric field, determined by how easily electrons can change configurations

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Free space

Electric permittivity

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conductor

material that does not allow electrons to move freely(metals)

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insulator

material that doesn’t allow electrons to move freely(rubber, plastic, wood)

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induction

charging with polarization and grounding(not touching)

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transfer of charge

through WHOLE electrons friction, conduction, induction

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Test charge

point charge of small magnitude that doesn’t affect an electric field nearby

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Electric field

the ratio between electric force and charge exerted on a test charge

Acts as a positive particle

Field and force in the same direction

<p>the ratio between electric force and charge exerted on a test charge</p><p>Acts as a positive particle</p><p>Field and force in the same direction</p>
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Charged particle in an electric field

Moves in a parabolic path

<p>Moves in a parabolic path</p><p></p>
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Field at the center of a solid conductor in electrostatic equilibrium

0

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Electric potential energy

when the same charged particles are closer to each other PE is higher

one particle can’t have this
when there are multiple charges do it for multiple configurations

<p>when the same charged particles are closer to each other PE is higher</p><p></p><p>one particle can’t have this<br>when there are multiple charges do it for multiple configurations</p>
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<p>Electrical potential</p>

Electrical potential

Helps find potential energy if charge was placed

q1 is inital charge q2 is new

Charge flows until potential is the same

Perpendicular to the electric field

Same potential = no field or force, equilibrium

<p>Helps find potential energy if charge was placed</p><p>q1 is inital charge q2 is new</p><p>Charge flows until potential is the same</p><p>Perpendicular to the electric field</p><p>Same potential = no field or force, equilibrium</p>
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Field diagram

Closer together means higher potential for positive

<p>Closer together means higher potential for positive</p>
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Capacitors

oppositely charged parallel plates

Particles have constant acceleration in this

Electric potential energy increases with distance

<p>oppositely charged parallel plates</p><p>Particles have constant acceleration in this</p><p>Electric potential energy increases with distance</p>
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Capacitance

ability to store electric charge

<p>ability to store electric charge</p>
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Capitance PE

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