enthalpy Flashcards

core definitions, heat capacity, enthalpy and gas expansion

1
Q

work definition

A

transfer of energy to ordered motion

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2
Q

heat definition

A

chaotic transfer of energy

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3
Q

internal energy definition

A

the sum of all kinetic and potential energy of a species

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4
Q

relationship between Cp and Cv

A

Cp = Cv + R

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5
Q

Equipartition theory values

A

translation = 1.5R
rotation = 1.5/1 R
vibration = R mol-1

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6
Q

What is the sum of the equipartition values

A

heat capacity per mole

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7
Q

enthalpy change with volume definition

A

dH = dU + pdV OR
dH = dU + dnRT

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8
Q

when is enthalpy change and its relation to pressure relevant

A

For gases, for liquids and solids there is little change in volume with changes in enthalpy

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9
Q

what is enthalpy change at constant pressure

A

q (heat)

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10
Q

isothermal conditions

A

systems can exchange heat with their surroundings (constant temperature)

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11
Q

isothermal work equation

A

w = p*dV

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12
Q

instantaneous isothermal expansion

A

instantaneous inherently means that pressure is constant
w = -pdV

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13
Q

work done by infinitely slow (reversible)
isothermal expansion

A

w = - RTln(Vf/Vi)

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14
Q

dU for a perfect gas

A

dU = q + w (balance between work done and heat exchanged)

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15
Q

adiabatic conditions

A

cannot exchange heat with their surroundings

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16
Q

what is lamda

A

Cp/Cv

17
Q

what is pressure proportional to under adiabatic conditions

A

1/V^lamda

18
Q

c definition

A

Cv,m/R (molar Cv/R)

19
Q

Temperature change under adiabatic conditions

A

Tf = Ti(Vi/Vf)^1/c

20
Q

Finding enthalpy given Cp and T under adiabatic conditions

A

The area under a plot of Cp against T

21
Q

Final enthalpy under adiabatic conditions

A

H2 = H1 + integral(Cp(T))

22
Q

The Kirchhoff equation

A

(dH/dT) = dCp

23
Q

Calculating Cv from a calorimeter

A

E = IVt
IV = W and I is the current and V is the voltage
t is time in s

then E = qv = CvdT

24
Q

Converting internal energy to enthalpy of a gas

A

dH = dU + dnRT
where dn is the change in the number of moles of a gas during chemical reaction

25
Q

Internal energy from a calorimeter

A

dU = CvdT

26
Q

pressure and volume after irreversible isothermal or adiabatic expansion

A

isothermal : p1V1 = p2V2
adiabatic: p1V1^lamda = p2V2^lamda