, -
modynaan ICS
-
Uer
eatupussica
T
universemovetossa
universe -
system+ surroundings
system+ Surroundings
Energy
system matter can matter- E
exchang
if boundry clear
& open both matter- f
systems -
exchange
& closed -
"E ,
not matter
③ isolated can't either
-
exchange
state variables - variables describing conds of system >
-
temp , pressure ,
volume
, density , mass , [J ,
etc
>
- intensive -
independent of size of
system >
-
temp pressure
, , density ,
molar mass
,
concentration
↳ extensive -
dependent on size of system - volume , mass , moles
,
energy
(size volume)
calories intensive
per log or
ky/mol >
-
1
*
Energy
↓
calories - extensive
Thermo Equilibrium >
- properties of system in a certain state are independant of time
ideal
gas
law PV = nRT ideal
gas -> collection of
gas-phase non
interacting point particles in
ceaseless random
that
undergo perfectly elastic collisions
p pressure of
gas
=
v volume of
=
gas 1) no volume to
particles
n =
# moles of gas 2) don't interact Cattract/repel until collision)
R =
gas constant 3) elastic collisions
T =
temp of gas (Kelvin)
closed system ideal temp
gas room
closed wont
system , change
H
P V n RT add heat , not let volume
=
[
, , , ,
↓
change
change
change
↳ Final state also in equilibrium
PaVz =
naRTc if TX 2 Pxz
- Internal E Cf inside system) >
- extensive state variable
CE or U) ↳ KE or PE
,
anything w/ j units
↳ j/md >
- intensive
modynaan ICS
-
Uer
eatupussica
T
universemovetossa
universe -
system+ surroundings
system+ Surroundings
Energy
system matter can matter- E
exchang
if boundry clear
& open both matter- f
systems -
exchange
& closed -
"E ,
not matter
③ isolated can't either
-
exchange
state variables - variables describing conds of system >
-
temp , pressure ,
volume
, density , mass , [J ,
etc
>
- intensive -
independent of size of
system >
-
temp pressure
, , density ,
molar mass
,
concentration
↳ extensive -
dependent on size of system - volume , mass , moles
,
energy
(size volume)
calories intensive
per log or
ky/mol >
-
1
*
Energy
↓
calories - extensive
Thermo Equilibrium >
- properties of system in a certain state are independant of time
ideal
gas
law PV = nRT ideal
gas -> collection of
gas-phase non
interacting point particles in
ceaseless random
that
undergo perfectly elastic collisions
p pressure of
gas
=
v volume of
=
gas 1) no volume to
particles
n =
# moles of gas 2) don't interact Cattract/repel until collision)
R =
gas constant 3) elastic collisions
T =
temp of gas (Kelvin)
closed system ideal temp
gas room
closed wont
system , change
H
P V n RT add heat , not let volume
=
[
, , , ,
↓
change
change
change
↳ Final state also in equilibrium
PaVz =
naRTc if TX 2 Pxz
- Internal E Cf inside system) >
- extensive state variable
CE or U) ↳ KE or PE
,
anything w/ j units
↳ j/md >
- intensive