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45 Cards in this Set

  • Front
  • Back

Energy

Capacity to do work

Kinetic energy

Energy due to motion

Potential Energy

Energy due to position or composition

System (chemistry)

Usually a closed container of a substance or a chemical reaction

Surroundings

Everything else that is part of the system

Heat

AKA thermal energy


• Energy transferred as a result of a temperature difference between system and surroundings

Work

All other forms of energy transfer when an object is being moved by a force

q

Heat

w

Work

∆E

Change in energy

q + w =

∆E

(+) heat

Heat absorbed

(-) heat

Heat released

(+) work

Work done on

(-) work

Work done by

(+) ∆E

Internal energy increases

(-) ∆E

Internal energy decreases​

State functions

Anything with ∆ in front of it

∆E

Only depends on final and initial state


∆E= E(final) - E(initial)

P

Pressure

P =

Force/Area

Units: atm

Atmospheres

P(ext)

(constant) external pressure

∆V

Change in volume

1 atm • 1L =

101.3 J



101.3 J


-----------


1L•1atm

w =

-P(ext)•∆V

V final > V initial

Gas expands



∆V is (+)


W is (-) work done BY system

V final < V initial

Gas compressed



∆V is (-)W is (+) work done ON system

H

Enthalpy

∆H

Change in enthalpy


Heat measured at constant P

∆H =

qp = ∆E + P∆V

1) Reactions NOT involving gases

Very small volume changes


P∆V ~ 0 ∆H~∆E

2) Reactions where moles of gas DOES NOT change

Ex: H2 (g) + Cl2 (g) = 2HCl (g)


P∆V = 0


P∆V = 0∆H = ∆E


∆H = ∆E

3) Reactions where mole of gas DOES change

2CO (g) + O2 (g) = 2CO2 (g)



P∆V not equal 0 P∆V <<< q•p


∆E not equal to ∆H ∆H~∆E


Exothermic

qp = ∆H < 0


Heat is released as a "product"


Temperature of surroundings increases

Exothermic

qp = ∆H < 0


Heat is released as a "product"


Temperature of surroundings increases

Endothermic

qp = ∆H < 0


Heat is absorbed, can be shown as "reactant"


Temperature of surroundings decreases

q α [heat is proportional to]

m [mass]


∆T [change in temperature]


C [constant]



Specific heat capacity

C: amount of heat needed to raise the temp. of 1g of substance by 1°(1k)


Molar Heat capacity (C)

The amount of heat needed to raise temp. Of 1 mole of substance by 1K (°C)


Specific Heat capacity of water 💧

C= 4.184 J/gK

Molar heat capacity of water 💧

C

Mass of H2O with 50 mL

50 mL • 1 g H2O


-------------


1mL H2O

Oz. to g

M= 1.00 oz • 28.35 g


----------. = 28.35 g


1 oz

Celsius to Kelvin

+ 273.15