Section2 TB Meteo
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Transcript of Section2 TB Meteo
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CAE NLS-Hoofddorp 1
Section 2: Thermodynamics
water vapour
temperature
stability
Thermodynamics= change of energy(heat/warmth) in work and reverse)
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radiosonde
temperature T TSK
humidity Td
pressure height
wind*
transmitter
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500
600
700
800
900
1000
2 4 6 10 20 30
0 10 20 30
pressure
temperaturedry adiabatic
wet adiabatic
mixing ratio
Thermodynamical diagram (TEMP)
g/kg
C C C
pressure
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solid
liquidgas
Change of state of aggregation
From higher density to lower density = Energy neaded (+)
From lower density to higher density = Energy release (-)
+ E
- E
+ E+ E
- E- E
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solid
liquidgas
Water:
Ice
VapourWater
melt
freeze
evaporate
condens
EvaporateSublime
Deposit (in meteo*
sublimation)
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-10 0 10 20 30
30
20
10
C
hPa
T = 15 C
E = 17 hPa
e = 11 hPa
Td = 8 C17
Max. watervapour E
8 15
11
Rh = 11/17*100%
= 65 %
e
T
SATURATED
UNSATURATED
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E
hPa
E
0C
t
dam
pdruk
IJS
ONDERKOELD
WATER
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de grootte van E is afhankelijk van
DE TEMPERATUUR
DE KROMMING VAN HET WATEROPPERVLAK
DE AANWEZIGHEID VAN NIET OPGELOSTESTOFFEN
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VERLOOP VAN DE DAMPSPANNING BOVEN EEN
WATEROPPERVLAK
e
E
Water
Er is altijd een zeer dun laagje boven een wateroppervlak waar de
relatieve vochtigheid (Rh=Relative Humidity) 100% is: E
Het water wil verdampen (Saturate): De moleculen springen eruit!
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p
e
RT
p
8
31
)(.
)(
)/(
)/(
2
3
hParwatervapoueairforconstR
KetemperaturT
mNPapressurep
mkgdensity
Dry air is more heavy than moist air
e >
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Measuring watervapour in the air
psychrometer
15
T
8
Td
12
Tw
T
hPa
e
?? Dry
Bulb=
Droge
bol
T Tw(ater)
Wet
Bulb=
Natte
bol
E
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Moisture parameters
wetbulb temperature (Tw)
watervapour pressure (e)
dewpointtemperature (Td) (wordt bepaald via Tw)
mixing ratio (x) amount of watervapour in gr/kg
dry air
Relative humidity can be influenced by:
1. Rising/dropping of temperature2. More/less watervapour
3. Combination 1 & 2
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Adiabatic processes*
Process in which rising air is cooling due to the
expanding of the air, or warming due to
compressing by descending.
No heat exchange with surrounding !!
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Dry* air: ALWAYS!!
3C/1000 ft
~1 100 m
Saturated*air: VARYING !!
05000 ft: 1.8 (2)**C/1000 ft ~0,6 100 m
5000-TROP: 2-3* C/1000 ft
20
12
Dry Adiabatic Laps
Rate =
DALR
Saturated Adiabatic Laps
Rate =
SALR
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High in troposhere:
1. Low temperatures, cold
2. Cold air cant hold moist
Conclusion:
DALR reaches SALR !!!
SALR
DALR
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Dauwpuntskromme (Td) Vocht
Temperatuurkromme
= TSK (ELR)
Toestandskromme
of
Environmental
Lapse Rate ELR
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100% HUMID = CLOUDS
Tropopause
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Oefeningetje
1) T surface
2) Td surface
3) 0-degree level
(FZL*)
4) T, Td en RV op
500hPa (ca 18000
ft)
5) Height of
Tropopause (km
and ft)6) T at tropopause
T = 15Td = 11
FZL8000 ft
Ca. 2500m
T = -18
Td = -28
RV 1: 2= 50%
33000ft
10.000m T = -54
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stableunstable
indifferent
arcel of airreturns
arcel of aircontinues
stable unstable indifferent
Stability in atmosphere
or Neutral
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stableunstable
indifferent
arcel of airreturns
arcel of aircontinues
stable unstable indifferent
Stability in atmosphere
or Neutral
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stableunstable
indifferent
arcel of airreturns
arcel of aircontinues
stable unstable indifferent
Stability in atmosphere
or Neutral
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Boek: fig 2.10 LCL (Lifting Condensation Level)
Follow mixing ratio
through Td
Follow DALR through T
1. Warm air rises
2. Td decreases viamixing ratio line
3. T decreases via DALR
4. Point they meet:
Condensation=LCL
http://upload.wikimedia.org/wikipedia/commons/8/8a/LCL-NCA.pnghttp://upload.wikimedia.org/wikipedia/commons/8/8a/LCL-NCA.pnghttp://upload.wikimedia.org/wikipedia/commons/8/8a/LCL-NCA.pnghttp://upload.wikimedia.org/wikipedia/commons/8/8a/LCL-NCA.png -
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DFA versie aug2004 Adiabatics and stability 17
VERTICALE EVENWICHTSTOESTANDEN ONDERZOEKEN
MET EEN THERMODYNAMISCH DIAGRAM
We maken een paar afspraken:
We stellen ons in gedachten een pakketje lucht voor, waargeen omhulling omheen zit.
We stellen ons voor dat we dit pakketje lucht omhoog en
omlaag kunnen bewegen.We kunnen het pakketje op elk willekeurig niveau aanpakken.
De processen verlopen droog- of verzadigd adiabatisch.
rogelucht is onverzadigde lucht, waar w waterdamp in
kan zitten.
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500
600
700
800
900
1000
Stable for dry adiabatic process
TSK
Take airbell on TSK
(ELR)move airbell upwards
along dryadiabatic
Airbell colder(heavier)
than TSK
airbell will return to
its starting position
air is stable
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500
600
700
800
900
1000
2 4 6 10 20 30
0 10 20 30
unstable for dry adiabatic process
take airbell on TSK
move airbell upwards
along dryadiabatic
airbell warmer(less heavy)
than TSK
airbell will move further
upwards
air is unstable
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500
600
700
800
900
1000
2 4 6 10 20 30
0 10 20 30
indifferent for dry adiabatic process
take airbell on TSK
move airbell upwards
along dry adiabatic
airbell remains at
same level
air is indifferent
(neutral) for dry air
airbells T remains the same
temperature as environment:
so same density/weight
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500
600
700
800
900
1000
2 4 6 10 20 30
0 10 20 30
stable for saturated adiabatic process
take airbell on TSK
move airbell upwards
along saturated adiabatic
airbell colder(heavier)
than TSK
airbell will return to
its starting position
air is stable forsaturated air
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500
600
700
800
900
1000
2 4 6 10 20 30
0 10 20 30
unstable for saturated adiabatic process
take airbell on TSK
move airbell upwards
along saturated adiabatic
airbell warmer(less heavy)
than TSK
airbell will move
further upwards
air is unstable forsaturated air
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500
600
700
800
900
1000
2 4 6 10 20 30
0 10 20 30
indifferent for saturated adiabatic process
take airbell on TSK
move airbell upwards
along saturated adiabatic
airbells T remains the same
temperature as environment:
so same density/weight
airbell remains at
same level
air is indifferent for
saturated air
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exercise
On the thermodynimical diagram we take several temperatures at different levels and try to conclude if the layer
between two levels is stable, unstable or indifferent for dry and for saturated air.
1. 1000 hPa: 18C)
> layer 1
2. 900 hPa: 20C)
> layer 2
3. 800 hPa: 8C)
> layer 3
4. 700 hPa: -2C )
> layer 4
5. 600 hPa: -9C )
> layer 5
6. 500 hPa: -20C)
>layer 6
7. 400 hPa: -40C)
> layer 7
8. 300 hPa: -40C
10 0 10 20 30
Layer 1: stable for dry air
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1000
900
800
700
600
500
400
300
-10 0 10 20 30
0 10 20 30
Layer 1
Layer 2
Layer 3
Layer 4
Layer 5
Layer 6
Layer 7
stable for saturated air
absolute stableLayer 2: unstable for dry air
unstable for saturated air
absolute unstableLayer 3: indifferent for dry air
unstable for saturated air
Layer 4: stable for dry air
indifferent for saturated air
Layer 5: stable for dry air
unstable for saturated air
conditional stableLayer 6: unstable for dry air
unstable for saturated air
absolute unstableLayer 7: stable for dry air
stable for saturated air
absolute stable
DE TSK VERLOOPT STABIEL VOOR DROOG- EN
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DE TSK VERLOOPT STABIEL VOOR DROOG- EN
NATADIABATISCHE PROCESSEN:ABSOLUUT STABIEL
S
U
M
M
A
R
Y
Blz
2-15
DE TSK VERLOOPT ONSTABIEL VOOR DROOG- EN
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DE TSK VERLOOPT ONSTABIEL VOOR DROOG- EN
NATADIABATISCHE PROCESSEN:ABSOLUUT ONSTABIEL
DE TSK VERLOOPT STABIEL VOOR EEN DROOG- MAAR
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DE TSK VERLOOPT STABIEL VOOR EEN DROOG-, MAAR
ONSTABIEL VOOR EEN NATADIABATSCICH PROCES:
VOORWAARDELIJK (ON)STABIEL
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Potential instability fig.:2.18Temp:
Onderin nat.
Bovenin droog
Td T
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Potential instability
In layered clouds EMBD (Embedded) CBs
http://annettekapoen.punt.nl/upload/weer/zon_1.gifhttp://www.astro.uu.nl/~strous/AA/pic/maan08.jpg -
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Changing stability by
1) Diurnal variation of Temperature
T10 13 15 19
ELR
WAA
No advection
h
2) Advection* of Warm or Cold
air
FRICTION INVERSION
http://annettekapoen.punt.nl/upload/weer/zon_1.gifhttp://www.astro.uu.nl/~strous/AA/pic/maan08.jpg -
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3) Turbulence (=mixing)
Changing stability by
4) Vertical movement by Divergence orConvergence
inversion Wind
ELR-
TSK
FRICTION-INVERSION
T
DALR
S bid I i
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Subidence Inversion
SAMENDRUKKEN VAN EEN LUCHTLAAG TIJDENS
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SAMENDRUKKEN VAN EEN LUCHTLAAG TIJDENS
SUBSIDENTIE