Phas e Changes. Solid to Liquid Melting Liquid SolidGas.
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Transcript of Phas e Changes. Solid to Liquid Melting Liquid SolidGas.
![Page 1: Phas e Changes. Solid to Liquid Melting Liquid SolidGas.](https://reader036.fdocuments.us/reader036/viewer/2022082505/56649eff5503460f94c150b1/html5/thumbnails/1.jpg)
PhasPhase Chae Changesnges
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Solid to LiquidSolid to Liquid
MeltingMelting
Liquid
Solid Gas
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Liquid to SolidLiquid to Solid
FreezingFreezing
Liquid
Solid Gas
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Melting & FreezingMelting & Freezing
These changes happen at theThese changes happen at the::
Melting/Freezing PointMelting/Freezing Point
Liquid
Solid Gas
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Liquid to GasLiquid to Gas
VaporizationVaporization
Liquid
Solid Gas
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Vaporization TypesVaporization TypesTwo TYPESTwo TYPES:EvaporationEvaporation: - Happens only
at the surface of the liquidBoiling:Boiling: – Happens
throughout the liquid
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Gas to LiquidGas to Liquid
CondensationCondensation
Liquid
Solid Gas
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Condensation & VaporizationCondensation & VaporizationLiquid
Solid Gas
These changes happen at theThese changes happen at the::
Boiling PointBoiling Point
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Solid to GasSolid to Gas
SublimationSublimation
Liquid
Solid Gas
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Gas to SolidGas to Solid
DepositionDeposition
Liquid
Solid Gas
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Change of State (HChange of State (H22O)O)LiquidSolid Gas
-20
120
10010080
60
40
2000
140
2 10 168 1464 12
M/F
BP
Gas/ Gas/ LiquidLiquid
LiquidLiquid/Solid/Solid
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Heat of FusionHeat of FusionThe amount of energy
needed to change a material from a Solid to a Liquid (or Liquid to a Solid)
Heat of Fusion of HHeat of Fusion of H22OO = 334 kJ334 kJkgkg
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Heat of VaporizationHeat of VaporizationThe amount of energy
needed to change a material from a Liquid to a Gas (or Gas to a Liquid)
Heat of Vapor. of HHeat of Vapor. of H22OO = 2260 kJ2260 kJkgkg
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Specific HeatSpecific HeatThe amount of The amount of ENERGYENERGY needed needed
to raise the temperature of 1 kg to raise the temperature of 1 kg of material 1 of material 1 °C°C
Every material has its own “SH”Every material has its own “SH”HH22O has three “SH”:O has three “SH”:
– SolidSolid (ICE) (ICE) = 2.00= 2.00– LiquidLiquid ( (WATERWATER) ) = 4.18= 4.18– GasGas ( (VAPORVAPOR) ) = 2.02= 2.02
kJkJ
(kg X (kg X °C)°C)
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Energy needed to change Energy needed to change from from IceIce to to WaterWater to to VaporVapor
FormulaFormula: Stays in the SAME STATESAME STATE
E = E = MassMass
kJkJ
(kg X (kg X °C)°C)S.HeatS.HeatXX
((°C)°C)
(kg)(kg)
Δ TempΔ TempXX
Δ = “Change In”Δ = “Change In”
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Energy needed to change Energy needed to change from from IceIce to to WaterWater to to VaporVapor
E = E = MassMass
kJkJ
kgkgHeatHeat ofof ((FusionFusion oror
VaporizationVaporization))XX
(kg)(kg)
FormulaFormula: CHANGES StateCHANGES State
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Example #1Example #1::How much energy is needed to How much energy is needed to
melt 150 kg of ice at 0melt 150 kg of ice at 0°C?°C?(1) Look for key words(1) Look for key words
(2) Choose the correct Formula:(2) Choose the correct Formula:
(3) Find needed information(3) Find needed information
Change in States FormulaChange in States Formula::
E = mass X Heat ofE = mass X Heat of
MELTMELT 150 kg150 kg
Heat of FusionHeat of Fusion
(H(H22O) O)
= 334 kJ/kg= 334 kJ/kg
FUSIONFUSION
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Example #1 (cont.)Example #1 (cont.)::(1) (1) Energy = Mass X Heat of FusionEnergy = Mass X Heat of Fusion
(2) E = (2) E = 150 kg150 kg X X 334 kJ334 kJ
kgkg 1 1
(3) (3) Energy Energy = = 50,100 kJ50,100 kJ
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Example #2Example #2::How much energy is needed to How much energy is needed to
raise the temperature of 25 kg of raise the temperature of 25 kg of water from 5water from 5°C to 50°C?°C to 50°C?
(1) Look for key words(1) Look for key words
(2) Choose the correct Formula:(2) Choose the correct Formula:Stays in Same State FormulaStays in Same State Formula::
E = mass X E = mass X Temp X S. Heat Temp X S. Heat
raise the temperatureraise the temperature 25 kg25 kg55°C to 50°C°C to 50°C
Specific HeatSpecific Heat
Water (Liquid) Water (Liquid)
4.18 kJ4.18 kJ (kg x (kg x °C)°C)
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Example #2 (Cont.)Example #2 (Cont.)::
(1) E = mass X (1) E = mass X Temp X S. Heat Temp X S. Heat
(3) Energy =(3) Energy = 4,702.5 kJ 4,702.5 kJ
(2) E =(2) E = 25 kg25 kg XX
45 45 °C°C XX 4.18 kJ4.18 kJ kg x kg x °C°C 1 1 1 1