lecture 2 Flashcards

1
Q

what does an extensive variable depend on

A

depends on the amount of material
(in grams or moles)

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2
Q

extensive variable example

A

heat
work
energy
mass
volume

hmv we : depends on size/amount of material

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3
Q

what is an intensive variable

A

a variable that doesn’t depend on amount of material

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4
Q

examples of an intensive variable

A

pressure
temperature
molar quantities

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5
Q

how is a molar quantity an intensive variable

A

the quantity per mole doesn’t change

molar internal energy quantities don’t change with amount of reactants

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6
Q

what is work

A

ordered/ organised motion

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7
Q

what are the 2 forms of motion

A

mechanical (atom motion)
electrical current ( e- movement )

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8
Q

force of magnitude is

A

|F|

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9
Q

equation for work required to move an object a distance ( 🔺d) against an opposing force of magnitude.

A

🔺w = - |F| 🔺d

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10
Q

what is expansion work

A

how temperature changes when gases expand

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11
Q

what must we first consider with expansion work

A

we say that that the external pressure is constant

ignore the effects of gravity or friction

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12
Q

what is force of magnitude

A

|F| = external pressure x the Area ur pushing against

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13
Q

all 3 equations for change in work

A

🔺w = - |F| 🔺d

🔺w = - Pext x A x 🔺d

🔺w = - Pext x 🔺Volume

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14
Q

what is work caused by

A

the gas expanding + pushing the piston of area ‘A’ against the external pressure by distance, D

organised motion

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15
Q

what is ‘wrong’ with expansion work

A

the external pressure is not constant

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16
Q

equation for work when external pressure slightly changes

A

dw = - Pext x dV

infinitesimally small change in volume

17
Q

what is change in volume and why can this be done

A

🔺V = Vf - Vi

bc volume is a state function

18
Q

what is a state function

A

when the current value is independent of the path to get there

19
Q

state function examples

A

volume, pressure, temperature, internal energy, enthalpy, entropy, free energy

20
Q

why are heat and work not state functions

A

their change is based on how u get from initial to final values

21
Q

how do u maximise work

A

reversibility + equilibrium

22
Q

what conditions must be met for the piston to be moved

A

the external pressure must be smaller than the internal pressure

in order for the most work to be done, external pressure must be as close to internal as possible while still being lower.

23
Q

what does performing the expansion with equilibrium conditions + it being reversible do

A

allows the external pressure to vary infinitesimally at each stage, while allowing it to always be smaller than the internal pressure.

24
Q

external pressure equation

A

Pext = Pint + dp

25
Q

the few integration equations are nkr added to look back at notes to see them 🤞🏼

A