Camilla Weum Johansen
Institute of Geophysis
University of Oslo
05.05 2005
In spite of inreasing surfae temperature s, a falling trend in surfae insolation has been
observed over the past 50 years at stations worldwide, and a link to anthropogen i aerosols
hasbeen suggested. In the present thesis, reports on this "global dimming" arestudied and
brieyomparedtootherlimatehangessuhasglobalwarmingandatmospheriirulation
hanges. Togetabetterunderstandingoftheonnetionbetweenglobaldimmingandhanges
inloudover, monthly reordsof surfaeinsolationand loudamount ofvaryinglengthsare
investigated forsixstations in north-western Europe.
Theresults indiatethatglobal dimminghasbeen present innorth-western Europeup to
the late 1980s/early 1990s, after whih the dimming has turned to a brightening. Although
the representativity of merely six stations to the tendeny of entire north-western Europe
may be debatable, the results orrespond well to observed hanges in the regional pollution
level: There was heavy industrial build-up (partiularl y in eastern Europe) up to the late
1980s, afterwhih the ollapse ofthe EastBlo and politial interventions to limit pollution
lead to re-improved air quality. Additionally, some stations experiened an inrease in loud
amountspriortoabout1990,sueeded byadereasingtrend, whihwillhaveontributedto
the observed variations in global radiation.
Theorrelation between surfae insolationand loudover wasfoundto be highandsig-
niant at all stations, and did at two of the stations seem to be the dominating ause of
the radiation trend. Itappearsthat insome ases,the eet of aerosolloads andloudover
ollaborate, whileinotherasestheyompete. Asthepresentstudyshows,dimmingmayo-
ur in spite ofimproved aerosollevels,andbrightening mayourinspite ofinreasing loud
overs. The fat thatthe surfae insolationtrend is equallydependent on natural variations
in louds ason human-indued variations in aerosol loads, is an important point as debates
on global dimming in general tend to be fousedonthe eetof anthropogen i pollution.
I wish to thank my external supervisor, assoiate professor Aksel Walløe Hansen (Depart-
ment of Geophysis, University of Copenhagen ), for guidane and inspiration. Manythanks
also to myinternal supervisor, professor Jón Egill Kristjánsson (Department of Geosienes,
University of Oslo), for help and ounelling via e-mail, to Lane Olav Eastgate and Frode
Svendsen for great help with orretions, statistis and language problems, and to Rasmus
Haugaard Nielsen for patient proofreading and moral support.
CamillaWeumJohansen,01/05 2005
Written while guest student at the Universityof Copenhagen,
Niels BohrInstitute Geophysial Department
i
1 Introdution 1
2 Theory 3
2.1 Radiative Transfer . . . 3
2.1.1 General desriptionof radiative energy . . . 3
2.1.2 Absorption and sattering ofshortwave radiation . . . 4
2.1.3 Radiative foring . . . 6
2.1.4 Feedbakmehanisms . . . 7
2.2 Clouds andradiation . . . 8
2.2.1 Eet of louds onsolar radiation. . . 8
2.2.2 Eet of louds oninfrared radiation . . . 8
2.2.3 Cloud hanges andfeedbaks . . . 9
2.3 Aerosols andradiation . . . 10
2.3.1 The aerosoldiret eet . . . 11
2.3.2 The aerosolindiret eet . . . 11
2.3.3 Aerosolhanges andfeedbaks . . . 12
3 Climate hanges and global dimming 14 3.1 Earth's energy balane . . . 14
3.1.1 The natural greenhouseeet . . . 15
3.2 Naturallimate hanges . . . 15
3.2.1 External auses oflimate hange . . . 16
3.2.2 Internal auses oflimate hange . . . 17
3.3 Anthropogeni limate hanges . . . 18
3.4 Reenthanges in numbersand gures . . . 19
3.5 The roleof global dimming . . . 24
3.5.1 The magnitudeof the dimming . . . 24
3.5.2 Geographial distribution . . . 25
3.5.3 Possible auses . . . 26
3.5.4 The global dimming/warming paradox . . . 29
3.5.5 Impliations of global dimming . . . 30
4 Measurements, Stations and Data analysis 33 4.1 Instrumentsand observation methods . . . 33
4.1.1 Measuring temperature . . . 33
4.1.2 Measuring radiation . . . 34
4.1.3 Measuring loudamount . . . 34
4.2 The stations . . . 35
4.2.1 Hamburg station . . . 35
4.2.2 Copenhagenstation . . . 36
4.2.3 Lund station . . . 37
4.2.6 Luleå station . . . 38
4.3 Statistial Analysis ofthe data . . . 38
4.3.1 Correlation . . . 38
4.3.2 Signiane of orrelations. . . 39
4.3.3 Finding trends . . . 39
4.3.4 Autoorrelation . . . 40
4.3.5 The importane of orretinterpretation . . . 41
5 Results 43 5.1 Data fromHamburg . . . 44
5.1.1 Correlation between loudamount andglobal radiation in Hamburg . . 46
5.2 Data fromCopenhagen. . . 47
5.2.1 Correlation between loudamount andglobal radiation in Copenhagen . 49 5.3 Data fromLund . . . 50
5.3.1 Correlation between loudamount andglobal radiation in Lund. . . 52
5.4 Data fromAberdeen . . . 52
5.4.1 Correlation between loudamount andglobal radiation in Aberdeen . . 54
5.5 Data fromBergen. . . 55
5.5.1 Correlation between loudamount andglobal radiation in Bergen . . . . 56
5.6 Data fromLuleå . . . 57
5.6.1 Correlation between loudamount andglobal radiation in Luleå . . . . 58
6 Disussion 60 6.1 The signiane ofloud amountsfor global dimming. . . 60
6.2 Comment on data quality . . . 64
6.3 Comparing the 1983 to 2003 trends at the sixstations . . . 66
6.3.1 The Copenhagen -Lund disrepany . . . 66
6.4 Representativityofthese sixstations fornorth-western Europe dimming . . . . 67
6.5 The auseof global dimminga reevaluation . . . 68
7 Summary and Conlusion 70 7.1 Futureperspetive . . . 72
A Tables of statistial values 74 A.1 Correlation oeients forglobal radiation and loudamount . . . 74
A.2 1983 to 2003 global radiation trends . . . 75
A.3 1983 to 2003 loud amount trends. . . 75
A.4 Monthly means ofloud amount . . . 76
A.5 Monthly preipitatio n hanges . . . 76
B Supplementary plots 77 B.1 1983 to 2003 global radiation for allstations . . . 77
B.2 1983 to 2003 loud amountsfor all stations . . . 78
B.3 ISCCP plots . . . 78
Bibliography 79
Introdution
Partiularly sine the industrial revolution in the mid 18th entury, human ativities have
had an inreasing eet on limate, most importantly by adding to the onentration of
numerousatmospherionstituents. Possiblyasaresultofthis,the Earthhasexperienedan
inrease in global surfaetemperatures (0.6
◦
Csine the late 19th entury[Intergovernmental
Panel on Climate Change (IPCC), 2001, setion 2.3℄) and oean temperatures (0.15
◦
C from
1958 to 1998 [Levitus et al., 2000℄). But while sientists generally agree that the limate is
warming,theydisagreeontheauses,ontheexpetedonsequenes,andevenonobservations
oftheseonsequenes. Suhnononformitiesanusuallyberelatedtodierenesinmeasuring
instruments, methods of observation or struture of models. Although a quite natural and
inevitable part of researh, this an often turn sienti onlusions into a question of mere
subjetive assessment.
Examples of diverging observations of limate hanges are many. Some argue that the
warming is followed by inreased evaporation from land and water surfaes [Brutsaert and
Parlange,1998;Golubevetal.,2001℄,strengthening thehydrologialyleandinreasingpre-
ipitation. Otherslaimtohaveprooffor adereasein theterrestrial evaporationomponent
[Petersonetal.,1995;RoderikandFarquhar,2002;Liepertetal.,2004℄, whihonverselywill
Figure 1.1: A radiant sun above
the Larsbree n glaier, Svalbard.
Photo: CamillaW.Johansen.
be assoiated with a spin-down of the hydrologial yle and
dereased preipitatio n. While Pallé et al. [2004℄ speak of a
dereasein Earth'sreetivitydue todereased loudalbedo,
Liepertet al.[2004℄arguethatloudoptialdepth(andhene
loud albedo)isinreasing.
Amongst all these oniting observations, sientists have
beome aware of what seems to be a global derease in the
amountofsolarradiation reahingthesurfae. Thisdisovery
is intriguing espeially in onnetion with the observations of
globalwarming,beauseitontraditstheommonpereption
thatsurfaetemperature sandsurfaeinsolationarepositively
orrelated. Thephenomenonwasaddressedasearlyasin1974
bytheIsraelisientistSuraqui[Suraquietal.,1974℄, andagain
in1989byAtsumuOhmura,sientistattheSwissUniversityof
Tehnology. Butalthoughbasedonatual observations, these
publiationsweremetwith skeptiismamongothersientists,
who argued that sine temperature s and (aording to some)
evaporation were inreasing, the obviously ontraditor y and
surprisingly large fall in solar radiation simply ould not be
real. Consequently, the phenomenon was widely regarded as a result of erroneous measure-
ments or not regarded at all, and the subjet remained a matter of ontroversy for the next
deade. Slowly,however,thedisoveriesofSuraquiandOhmura weresupportedbyanumber
of studies worldwide [Gilgen et al., 1998; Stanhill and Cohen, 2001; Liepert, 2002℄, and in
2002, Roderik and Farquhar [2002℄ onneted the observations of dereasing pan evapora-
tion to the dereasing radiation. Now being linked with other physial proesses and more
extensiveobservations,thedereasingtrendinsurfaeinsolationwasbeomingmoreoherent
andredible. Thephenomenon wasnallyaknowledged asgenuine, and wasdubbed Global
Dimming .
Themagnitude ofthe global dimming is generallyonthe orderof afew perent: Stanhill
and Cohen [2001℄ set the globally averaged redution to 13.5% (20
W m −2) over the past 50
years,Liepert[2002℄estimatesa4%(7
W m −2)delineworldwidefrom1961to1990andGilgen
et al. [1998℄ onlude that the global mean hange adds up to 6% (10.2
W m −2) from 1960
to 1990. Thereview of Stanhilland Cohen [2001℄ whih summarizes the results ofa number
of studieson global dimming,onludesthatthe most probable auseofthe dimming isthat
"inreasesin man madeaerosols and other pollutantshave hanged the optial properties of
the atmosphere,in partiularthoseoflouds". Although aplausibleexplanation andawidely
aepted one, an earlier study by the same authors [Stanhill and Cohen, 1997℄ desribes a
signiant solar radiation derease at Antartia, where in the same period loud over and
sea ie did not inrease and there was little evidene for inrease in aerosols. The report
oers no other possible explanation and leaves the ause of the dimming an unanswered
enigma. Liepert [2002℄ attributes only a small fration of the dimming to anthropogen i
aerosols, asribing the rest to a possible greenhouse gas warming-rel ated inrease in loud
optial depth. Clearly, there is not a omplete onordane asto what auses the dimming,
and there arestill septiswho attributegreat parts ofit toinstrument errors.
Today, global dimming is reeiving more attention from the sienti ommunity and is
even starting to attrat the interest of media and the general publi. But we are only just
beginning to get a lear idea of its extent, of its role in limate hange and of its auses.
If the trend is, in fat, a global phenomenon , it must play an important role in the global
energy budget, andit maybeinteronneted with global warming in ways yet unknown. An
exploration ofthe trendin surfaesolar radiationand itsrelation totemperature, louds and
aerosols mayshednewlighton howthe omponentsof thelimate systeminterat,mayhelp
distinguish the anthropogen i ontribution s to limate warming from ontribution s owing to
natural variations, andmay improveour abilities to predit futurelimate hanges.
In this study, the surfae trends of shortwave radiation for various time intervals will be
studied at six dierent stations in north-western Europe. The trends and variations of the
surfae radiationwill thenbeompared to thetrends andvariations oftotalloudover,and
for some stations also preipitatio n. Additionally, onentration or emission levelsof sulphur
dioxide arepresented forall loationsto getan impression ofaerosol onentrations. Results
show a lear tendeny for dereasing radiation up to around the late-1980s, after whih an
inreasing trendis seen at all but one station. The eet of hanging loud amounts does at
some loations seem the dominating ause of the variations in surfae insolation. At other
loations,thebakgroundsignalofpollutionandaerosolsappearstobetheontrollingfator.
Thefollowinghapterprovidessomebasiaspetsofradiativetransfer,inludingadesrip-
tion of the radiative properties of louds and aerosols. Chapter 3 will give a more thorough
introdution to limate hanges and the role of global dimming in relation to the hanges
observed. A review of methods for measurements, statistial analysis, and a desription of
the stations will be given in Chapter 4, while the results will be presented in Chapter 5. In
Chapter 6, the results are disussed in onnetion with the bakground material, and nally
a onlusion isdrawnin Chapter 7.
Theory
2.1 Radiative Transfer
I willin this setionpresenta briefoverviewofthe fundamentalpriniplesof radiativetrans-
fer, whih serves as a mehanism for energy exhange within the earth-atmosphere system
and between it and the rest of the universe. The amount of energy that the system reeives
from the Sun and ultimately the temperature at Earth's surfae, depends on the radiative
properties of all the omponents of the limate system. Below follows a short desription of
radiative energy and of the transmittane of solar radiation through the atmosphere, based
on the theory of Hartmann [1994, Chapter 3℄. The priniples of radiative foring and feed-
bak mehanisms will then be dened, after whihI in separate setions will aount for the
radiative properties oflouds and aerosols.
2.1.1 General desription of radiative energy
Theenergyofradiationmaybeexpressedintermsofitsradiane orintensity. Monohromati
intensity, whih desribes the amount of radiant energy (d
F λ) within a wavelength interval
(
λ
toλ + dλ
) that will ow through an area (dA
) within a solid angle (dω
) of a partiulardiretionin a time interval
dt
, isdened by:dF λ = I λ cosθdωdAdλdt,
(2.1)Here,
I λistheradiantintensityateletromagneti wavelengthλ
,θ
isthezenithangle,dened
asthe angle between the radiation and the normal to the surfae, and
dω
is the solid angledenedby
dω = sinθdθdφ
(seeFigure2.1onthefollowingpageforillustration). Inthepresent study, itwill bemore useful to onsider the energy uxper unit areafrom alldiretions. Toobtain suhaquantity, weusethe denitionof thesolidangleintoequation2.1andintegrate
over the upper hemisphere. The resulting
F λ isalled the spetral ux density:
F λ = Z 2 π
0
Z π 2
0
I λ (θ, φ)cosθsinθdθdφ
Ifdesirable,we an also integrate over allwavelengths to obtainthe total uxdensity
F
:F =
Z ∞
0
F λ dλ
Theuxdensityhasunitsofwattspermetersquared(
W m −2)andisameasureoftheamount
of energy (of all wavelengths) that passes through a plane surfae of unit area per seond.
1
1
Aswillbepratiedintheurrentstudy,thisunitanalsobetransformedtoJoule ,whihisameasureof
thetotalenergyreeivedoveragivenperiodoftime.
M J m − 2
peryearisthenameasureofthetotalamount ofenergy(M J
denoting10 6 J
)aumulatedoverayear.Figure2.1: An illustration showing the angles that dene the radiane owing through a unit
area
dA
in the x-y plane, in the diretion dened by the zenith angleθ
and the azimuthangleφ
, and withinthe inrementof solid angledω
(from Hartmann[1994, p.42℄).Theux densityfrom the Sun that reahes the top of Earth's atmosphere is alled the solar
onstant, andhasavalueof approximately 1367
W m −2. Therate ofdepletionthat thesolar
radiationis subjet to asittravels troughthe Earth'satmosphere dependson the reeting,
absorbingandsatteringpropertiesoftheatmospherionstituentsaswillbedisussedbelow.
2.1.2 Absorption and sattering of shortwave radiation
How is inoming shortwave radiation from the Sun depleted as it travels through the at-
mosphere? Thedegreeofdepletionisdependent onthe lengthofthetraveledpathandonthe
absorbing and sattering qualities of the gases, louds and aerosols within that path. These
qualities of amedium anbedesribedbythe extintionoeient
β ext, whihis thesum of
the absorption oeientand the sattering oeient:
β ext = β abs + β sct. Whenonsidering
a beam of radiation passing through a layer of depth
dz
(dz = z 2 − z 1), it is more useful to
onsider the optial depth
τ
, whih is obtained by integrating the extintion oeient over the layer in question (see Figure 2.2 on the next page illustrating the layer of depthdz
).Notethatthislayermayverywellomprise theentiredepth ofthe atmosphere,in whihase
z 1 = z surf ace = 0
andz 2 = z ∞ = z T OA,T OA
denotingthetopoftheatmosphere. Theoptial
depth andthe hange in optialdepth are given bythe followingformulas:
τ = Z z 2
z 1
β ext dz dτ = − β ext dz
Now, onsider the attenuation of radiation over an innitesimal path
ds
, hosen to be smallenough sothat:
-the extintion oeient
β ext an be onsideredonstant within the interval
-the inident radiation isattenuatedbyaninnitesimal amount
dF λ
Thehange in radiationis then givenby:
dF λ = F λ (s + ds) − F λ (s)
where
F λ (s)
is the radiation at the top of the layer (at points
of the path or at altitudez 2) and F λ (s + ds)
is the radiation at the bottom of the layer (at point s + ds
of the path
Figure2.2: Illustrationoftheextintionpathofasolarradiationbeamthroughaplane-parallel
atmosphere (from Hartmann[1994, p.53℄).
or altitude
z 1). As mentioned above, the degree of depletion is dependent on the amount of
radiation at startingpoint
s
, the degree ofextintionand the lengthof the path,whih givesus the following expression:
dF λ = − β ext F λ (s)ds
(2.2)As the atmosphere ishighly stratied, the distribution of gases, louds and aerosols is muh
more variable in the vertial than in the horizontal. Thisallows us for radiative purposes to
treat theatmosphere asplane parallel;at agivenloation weignore thehorizontalvariability
in the struture of the atmosphere,and assume insteadthat all relevant radiative properties
depend stritly on the vertial oordinate
z
. Furthermore, sine any ray of light that is not traveling at a very shallow angle will pass through most of the atmosphere long beforethe Earth's urvature omes into play, another simpliation may be made by ignoring the
spheriityof the Earth. This is a fair approximation for radiation transporting energy more
or lessvertially throughthe atmosphere. As seenfrom Figure 2.2, the use of the geometri
relationship
dz = − cosθds
allowsequation 2.2to be rewritten as:dF λ = β ext F λ dz cosθ
Making use of the denition of the optial depth
τ
, and onsidering the total insteadof thespetral ux,we an nowwrite:
dF = − dτ cosθ F 1
F dF = − 1 cosθ dτ
Integrating fromlevel
z 2 to levelz 1:
Z z 1
z 2
1
F dF = − 1 cosθ
Z z 1
z 2
dτ
ln( F z 1
F z 2
) = − 1
cosθ τ z
This, nally, gives us an equation desribing the deay of a beam of shortwave radiation
propagating downwards throughthe atmosphere between altitude
z 2 and z 1.
F z 1 = F z 2 e −
τz1 −τz2
| cosθ |
Using instead the
T OA
(z = ∞
) asz 2 and a given altitude z
as z 1, gives us the law of
extintion or Beer's law:
F z = F ∞ e −
τz
| cosθ |
(2.3)
As evident fromthe equation, the radiant uxdeays exponentiallydepending onthe zenith
angle and the optial depth of the layer. In the present study we will be partiularly inter-
ested in the part of shortwave radiation that reahes the surfae, ommonly known asglobal
radiation. Global radiation is the uxof both diret and diusesolar radiation reahingthe
Earth's surfae, and will also be referred to as surfae insolation or surfae solar radiation.
In equation 2.3, global radiation an be obtained by letting
z
be the surfae. As isapparentfrom the equation, a redution in global radiation, whih is the objet of the present study,
an be obtained either by a derease in
F ∞ or by a derease in τ
. F ∞ is bound to hanges
in the radiation emittedfrom the Sun, while the atmospheri transmittane or optialdepth
τ
dependson the lear-sky and loudy onditions of the atmosphere. The role of the optial depth ofaerosols and loudswill bedisussed further in Setions2.2and 2.3.2.1.3 Radiative foring
In an equilibrium limate state, the average net radiation at the top of the atmosphere is
zero and there is a balane between the radiation oming into the system and the radiation
goingout. A hange inoutgoing orinomingradiationwillalter thenet radiation,ausing an
imbalanewhihisreferredtoasradiativeforing [IPCC,2001,Setion1.2.1℄. Inpratie,the
top of the troposphere (the tropopause) is onsidered as the top of the atmosphere, beause
the stratosphere adjusts relatively fast (in a matter of months) to hanges in the radiative
balane, whereas the surfae-troposphere system adjusts muh more slowly, prinipally due
to the large thermal inertia of the oeans. The radiative foring of the surfae-troposphere
system is then dened as the hange in net irradiane at the tropopause after allowing for
stratospheri temperature sto re-adjust to radiativeequilibrium [IPCC, 2001,Setion 1.2.1℄.
Theradiative foring anbeeither positiveor negative, depending onwhetherthe imbal-
ane ausesanexessordeitofenergy withinthelimatesystem,respetively. Thelimate
system responds to radiative foring so as to re-establish the energy balane, inreasing or
dereasing thetemperaturein ordertoinreaseor dereasetheamount ofoutgoingradiation.
This is why a positive radiative foring tends on average to warm the surfae of the Earth
while anegative foringtendsonaverageto oolthe surfae. Changesinsurfae limateisin
other words drivenbyhangesin the balane at the top ofthe atmosphere.
Foringfromagivengas,partileorotheronstituentofthe limatesystem(heredenoted
omponent forsimpliity)atagivenwavelengthregionisgivenin
W m −2. Werefertoradiative
foringinordereithertoexplaintheeetofthe preseneofagivenomponent,ortoexplain
the eet ofhanges in thatomponent. Themagnitudeofthe foringin these twoases an
be understood respetivelyas...
•
Radiative foring froma given omponent:...theontributiontotheurrenttop-of-atmosphere(
T OA
)balanethatis,howmuhmore or less energy the system ontains ompared to what it would in the absene of
thisomponent. Forexample,whenwesaythatthetotalradiativeforingduetolouds
is about -17
W m −2 [Hartmann, 1994, p.75℄, we mean not that the limate system is
in imbalane at the
T OA
, but that this is the amount of energy that the presene oflouds depriveus of. Had therebeen nolouds,theEarthwouldbereeiving17
W m −2
more energy, whih would inrease the surfae temperature and hene the amount of
outgoing radiation. Thenet radiationat
T OA
wouldstillbezerobutthe limatewouldbe warmer.
•
Radiative foring fromhanges ina given omponent:...thenetradiativeresultofahangeintheonentrationorpropertiesofagivenompo-
nent over aperiod in time. For example,due to industrialativitythe onentration of
CO 2in theatmospherehasinreasedfromabout280to367ppmbetweenpre-industrial and present times [IPCC, 2001, Setion 3.1℄; a hange whih is ommonly assessed to
auseapositiveradiativeforingof1.46
W m −2[IPCC,2001,Setion6.3.1℄. Inthisase,
there is in fat a positive imbalane at the
T OA
. However, as long-time observationsof surfae temperatures show, the limate system hasalready started to adjust to this
imbalane by warming. If we managed to stabilize greenhouse gas emissions, the net
radiation at the
T OA
wouldat some pointreturn to zero andthe warming wouldlevelout andremainat anewequilibriumtemperature. Thenew equilibriumstatewouldbe
warmer than the pre-industrialone,but would nolonger beradiatively fored.
AnyhangesintheradiativebalaneoftheEarth,inludingthoseduetoaninreaseingreen-
housegasesor in aerosols,will to someextent alter the surfaetemperature. Thisis likely to
aetthehydrologialyleandatmospheriandoeaniirulations,therebyaltering global
andregionalweatherpatterns. Thesieneofalulating andprediting radiativeforingand
feedbaksis thereforean imperativepart ofunderstanding limate hanges.
2.1.4 Feedbak mehanisms
Asmentionedabove,the limatesystemrespondsto aradiative foring byadjustingitstem-
peraturereduingtheimbalanebydoingso. However,atthesametimeasthetemperature
hangesinresponsetoagivenradiativeforing,otherqualitiesdependentontemperaturemay
also hange, whih further alters the net emission of radiation to spae. A positive feedbak
supports the initial foring, allowing the limate system to reah the new equilibrium tem-
perature faster, while a negative feedbak weakens the initial foring and ounterats the
temperature hange. An example of a positive feedbak mehanism is the redution in sea
ieand snowover as the limate warms, whihwill lower the Earth'sreetivityallowing it
to absorb more radiation and inreasing its temperature further. An example of a negative
feedbakmehanism isan inrease in loud over that ould result indiretly from inreased
temperatures dueto enhanedatmospherimoisture levels (itisnotlear whetherornot this
really is the ase). The inreased loud over will inrease the amount of reeted radiation
tospaeandattenuatetheinitial temperature inrease 2
. Duetothisinterlinked natureofthe
limate system, itan beextremely diult to assoiatea partiular observed foring with a
partiular ause. In order to predit foringsdue to hangesin spei limate omponents,
one must therefore know both how this omponent interats with radiation and also all the
feedbakmehanisms itis assoiated with.
2
Aswillbeseeninthefollowingsetion,theeetofhangingloudamountsontemperatureisinreality
2.2 Clouds and radiation
Aording to Hartmann[1994, p.249℄, halfof the Earth's surfae is on average overshad-
owed by louds. As louds to a great
extent aet the amount of energy en-
tering andleaving the Earth-atmosphere
system,itisimportanttogainknowledge
oflouds'rolein theenergybalane. De-
pendingontheirmirophysialproperties
suh as loud water ontent (for liquid
water as well as for ie), loud droplet
(orrystal) radius or shape, their distri-
butionin spaeandthe albedooftheun-
derlying surfae, louds aet radiation
in more than one way. Clouds an be
eient reetors of solar radiation, but
analsotrapoutgoinginfraredradiation.
Figure2.3: Multilayeredloudssurroundingabeautifulu-
mulonimbusanvilsystem. Photo: CamillaW.Johansen.
The net eet of louds on surfae and atmospheri temperatures are deided by how these
two proesses are balaned. Below follows a survey on how louds aet solar and infrared
radiation, respetively.
2.2.1 Eet of louds on solar radiation
Howwelllouds reet solarradiation depends onthe loud'salbedo or reetivity, whih
has a range of 30 to 50% for thin louds and 60 to 90% for thik louds. Figure 2.4
Figure 2.4: The dependene of loud albedo on
loud liquid water path and solar zenith angle
(from Hartmann[1994,p.65℄).
shows the onnetion between liquid water path
(
LW P
), whih is a measure of the total amountof water present in an air olumn ofgiven surfae
area,andalbedo,dependingontheangleofthein-
oming solar radiation: Themoredensethe loud
(and thelargerthe solarzenithangle),thegreater
the albedoandhenethe amountofreeted sun-
light. Although variationsin the loudalbedo are
dominated byvariations in the olumn amount of
liquid water and ie in the loud, the albedo is
alsosensitiveto thedroplet size[Hartmann,1994,
p.65℄. The albedo is greatest for small droplets,
prinipally beausefor a givenmassthese over a
larger surfae area. Clouds will also (espeially if
they are deep) satter radiation in all diretions,
a proess that will throw some radiation bak to
spae, some downtowardthe surfae andsome to
be absorbed bygases or other loudsin the atmosphere.
As louds reet solar radiation bak to spae, the limate system is deprived of energy
that would have ated to warm it. In terms of top-of-atmosphere radiative foring, IPCC
[2001, Setion 14.2.3.1℄ onlude thatthis albedo eet hasamagnitude ofabout -50
W m −2.
2.2.2 Eet of louds on infrared radiation
Clouds also have the well known property of "trapping" outgoing infrared radiation by ab-
sorbing andre-emittingit, theeienyofwhihalsodependsonthe
LW P
[Hartmann,1994,Average Cloud-free Cloud foring
Outgoing infrared radiation [
W m −2℄ 234 266 +31
Absorbed solar radiation [
W m −2℄ 239 288 -48
Net radiation [
W m −2℄ +5 +22 -17
Albedo [%℄ 30 15 +15
Table2.1: Cloud radiative foring as estimated from satellite measurements (from Hartmann
[1994,p.75℄).
about 30
W m −2. The most obvioussoure of warming results from the frationof absorbed
radiation that isre-emitted baktoward the surfae. But due to the atmospheri lapse rate
wheretemperature dereaseswith altitude, warming also ours whenradiation isre-emitted
in the opposite diretion; into spae: Aording to Stefan-Boltzmann's law that will be de-
ned on page 15, radiation emitted from bodies with low temperature ontains less energy
than radiation emitted from warmer bodies, and as the louds are older than the Earth's
surfae, less energy is emitted to spae in a loudy than in alear-sky situation. Losing less
energy, the atmosphere isthus warmed.
AsshownbyFigure2.5,loudsbeomeopaque toinfrared radiation(thatis, noradiation
Figure 2.5: The dependene of the long wave
emissivity on loud liquid water ontent (from
Hartmann[1994,p.66℄).
is transmittedor reeted; all isabsorbedand re-
emitted) at
LW P
ofabout 20gm −2. Dense,thik
louds (e.g., a layer of solid stratoumulus) are
thereforethemosteientabsorbersandemitthe
most energy bakto the surfae, but high louds
(e.g., irrus) are the oldest and thus the best at
onservingtheenergy withingthe limatesystem.
However, the eet of a loud systemon infrared
radiation isoftenambiguous beause,like the one
in Figure 2.3 on the preeding page, they often
onsist of multiple types of louds. The net ef-
fet of louds on the radiation budget is ompli-
ated further by the fat that louds aet solar
and infrared radiation simultaneously, and more-
over by the fat that the eets louds have on
temperature, may aet the nature of the louds
themselvesin positiveand negative feedbaks.
2.2.3 Cloud hanges and feedbaks
It is generally aepted that the net inuene of the two opposing eets of louds on the
radiation balane is negative; the albedo eet of louds exeeds the eet of long wave
absorption. Aording to Hartmann[1994℄,the valueofthe net foringliessomewhere inthe
proximity of-20
W m −2, see detailsin Table2.1.
But while the overall net eet of louds on the radiation balane is known, the sign
and magnitude of loud feedbaks with respet to global warming, inreased pollution and
other limate hanges is not. Many people assume that an inreased evaporation following
from the limate warming 3
, and the resulting inrease of moisture in the atmosphere, ould
inrease the amount of louds [Aguado and Burt, 1999℄, whih would have a ooling eet.
However,an airparel in awarmer atmosphere needsmore watervapormoleulesto beome
3
Whetherornotevaporationfromland willinreaseasaresultofinreased globaltemperatureis aon-
troversialissue,aswillbedisussedindetailinChapter3. Evaporationfromthewarmingoeansarehowever
saturated and ondensate into louds, whih makes it hard to antiipate the exat eet of
inreasedevaporationonlouds. AordingtoIPCC[2001,Setion7.2.2.4℄,shemesprediting
loudinessasafuntionofrelativehumiditygenerallyshowanupwarddisplaementofthehigh
loudover inresponsetoagreenhousewarming,resultingin apositive feedbak. Analysesof
satellite data reveal aninrease in both lowand irrusloud optialdepth with temperature
[TselioudisandRossow,1994℄. Asinreasesinlowandirrusoptialdepthinduefeedbaksof
oppositesigns,the reportonludesthatthe nethange inawarmerlimate isunertainand
relieson other thermodynami and dynamionditions. The dependene ofloud properties
on temperature was also demonstrated in a model simulation by Liepert et al. [2004℄, who
foundinreasedtotalloudoptialdepthssinepre-industrialtimes,assoiatedwithenhaned
availability of atmospheri moisture. Studies have also been made on the eet of pollution
of louds: Kaufmann and Freedman [1999℄ found thatlouds nearurban areas where smoke
partileswereabundant,haddereaseddroplet sizeandheneinreasedreetivityompared
to louds in rural environments. Meanwhile, Rosenfeld [2000℄ showed that pollution also
suppresses preipitatio n (both in form asrainand snow) in louds, a proess whih prolongs
the loud'slifetime. Althoughexperimentsandmodelsimulations arearehelping to mapthe
eet of limate hangeson louds,the piture is yet far fromlear.
How, then, will the limate respond to hanges in loudiness? An estimatebyHartmann
[1994, p.249℄ onludesthat the eet of aninrease in total loudiness by10%(for example
from50%meanloudoverageto60%)willhavethe samemagnitudeasadoublingofarbon
dioxide onentration, osettingthe eet of
CO 2 doubling. Thisestimate ishowever just a
rudeomparison betweennumbers, anddoesnotregardneither loudpropertiesnordistrib-
ution. Aswehaveseenfromabove,dierenttypesofloudsaetradiation dierently, anda
limate responsewill depend on whattypesof loudshange and whetherthey beome more
or lessabundant,thiker or thinnerand higher orlower inaltitude. Forexample,an inrease
in high loudiness will have a net warming eet, but a simultaneous inrease in high loud
density (and hene albedo) will perhaps outweigh this warming. The distribution of louds
above reetive and not soreetive surfaesalsoplaysa role.
Needless to say, the issue of limati eets of loud hanges is highly omplex and the
ability to alulate the eet of hanges in loudiness requires rst of all a better loud ob-
servation systemin whih louds in all layers and their propertiesan be reorded with high
time-and spae-resolution. Suhasystemisurrentlynot available, andwithoutknowing at
leastthe atualfrationsofhigh,middleandlowloudover,keepingtrakofanyhanges in
the above beomesa diult task.
2.3 Aerosols and radiation
Aording to Wallae and Hobbs [1990, p.114℄, an aerosol is dened as "a suspen-
Figure2.6: Thestableboundarylayerhastrappedthean-
thropoge niaerosolswhihlayasabrownishhazeabovethe
ityof Oslo. Photo: CamillaW.Johansen.
sion ofsolid or liquid matter in agaseous
medium" (in our ase air). The partiles
rangeinsizefromabout
10 −4 µm
toseveraltens of mirometer s, and are formed ei-
therbydispersalofmaterialatthe surfae
or byhemial transformations of preur-
sorgases [Hartmann, 1994,p.291℄. Wind-
blown dust, sea salt and gas-to-partile
onversions are the most ommon nat-
ural soures of aerosols, whih are on-
stantly supplied to and removed fromthe
throughindustry, biomass burningand tra (seeFigure 2.6onthe preeding page).
Although theirinuene on theatmospheri energy transferissmallerthan thatof louds
andgases(seeTable2.2),aerosolsplayanimportantrolebysattering andabsorbingsolarra-
diation andbyalteringthe lifetimeandpropertiesoflouds. Howaerosolsaettheradiation
budgetdependsonpartilesizeandomposition,onspatialdistribution, andontheeieny
of potential aerosol-loud interations. These proesses areomplex and the fatorsinvolved
arehighlyvariableinspaeandtime. Asaresult,therearelargeunertaintie sonnetedwith
estimations of the magnitude of aerosol foring, and these unertainties are propagated into
preditions oflimate feedbakto atmospheriaerosol hanges. Thefollowing pageswill give
a presentation of the role of aerosols in the radiation budgetand briey disuss estimates of
foring and limate response.
2.3.1 The aerosol diret eet
Changesintheradiationbudgetarisingfromsatteringandabsorptionbyaerosolsarereferred
to as the diret radiative eet or diret foring of aerosols. Depending on partile size and
hemial omposition, atmospheri partiles have dierent abilities to inuene solar and
infrared radiation, and the sign of the foring depends on how eient a given aerosol is in
sattering and/or absorbingradiation. As most aerosols do both, itis useful to onsiderthe
single sattering albedo (
SSA
), whih isthe ratio of sattering to the sum of sattering andabsorption. Blakarbonaerosolsdoatvisiblewavelengthshave
SSA
sofabout0.2,meaningthata large partof their interation with radiation omes from absorption. Sulfate aerosols,
on the other hand, have
SSA
values lose to 1, being almost perfet satterers. Aordingto Ramanathan et al. [2001℄, aerosols have a net negative top of atmosphere (
T OA
) foringwhen the
SSA
exeeds 0.95, and a net positiveT OA
foring forSSA
< 0.85. However,SSA
values of most Northern Hemisphere aerosols lie in the 0.85 to 0.95 range, where thesignof the net eet depends onother fatorslike loudfration, surfae albedo and vertial
aerosoland loud distribution. Asa onsequene,
T OA
aerosol foring values obtained frompubliations are highly unertain. Estimates are however made, and IPCC [2001, Setion
6.7.1℄haveonsidered individualaerosol speies,ndingthe diret aerosol foring tobe +0.1
W m −2 for blak arbon aerosols, -0.2 W m −2 for biomass burning aerosols, and -0.4 W m 2
W m 2
for sulphate aerosols. Similar results arefound by Harvey[2000, p.108℄ and Bouher [1995℄,
illustrating that, as most sientists agree on, the net diret eet of all aerosols is a slight
ooling.
2.3.2 The aerosol indiret eet
Aerosols may also aet limate indiretly through their interation with louds in the at-
mosphere. An important role is played by aerosols in loud ondensation, where they fun-
tionasloudondensation nulei (
CCN
). Sulfate partileswith diameterslarger than about0.05µm
arethemostommonCCN
,butotheraerosolspeiesforexampleorganiaerosolsSolar radiationTerrestrial radiation
Atmospheri onstituent Absorption Sattering Absorption/emission Sattering
Air moleules 1 2 1 3
Aerosols 2 2 2 3
Clouds 2 1 1 3
Table 2.2: Relative importane of various radiative transfer proesses in the global energy
balane (fromWallae and Hobbs [1990, p.308℄): 1 denotes proesses of primaryimportane,
Soure type Natural soures Anthropogeni soures
Diret emission 1540
T g year −1 133.2 T g year −1
Gas-to-partile onversion 394
T g year −1 275 T g year −1
Total 1964
T g year −1 408 T g year −1
Table 2.3: Soures of aerosols by mass, fromHartmann[1994, Table 11.1℄.
alsoontribute[Ramanathanetal.,2001℄. Aninreasein
CCN
doesaordingtoobservationslead to an inrease in the number of loud drops (and ie rystals) in louds [IPCC, 2001,
Setion5.3.2℄. Thistendstoinreasethe loudalbedoasexplainedinSetion2.2.1onpage8,
resultingin aooling ofthe surfaethroughinreasedreetionofsolar radiation. Thiseet
isreferredto asthe rst indireteet .
Assumingthatthe ondensedloudmoisture staysonstant,an inreaseinthe number of
dropletswillbeassoiated with adereasein louddroplet radius. A dereasein droplet size
willinhibitthe loud'spreipitatio neieny, therebyprolongingtheloudlifetimeresulting
in inreased amounts of reeted solar radiation [Rosenfeld, 2000℄. This (ooling) eet is
alled the seond indiret eet .
Yet another eet arises from solar heating of the boundary layer by blak arbon ab-
sorption,whih anevaporatesome ofthe louds andallowmore solarradiation to reahthe
surfae. Thispositive surfae foring isalled the semidiret eet of louds.
Harvey [2000, p.109℄ estimates the indiret eet due to sulphate aerosols to lie in the
interval -0.5 to -2.2
W m −2, and similar results (although with slightly varying magnitudes) are found byBouher [1995℄ and Ramanathan et al. [2001℄. Undoubtedly, the indiret eet
of aerosolis ooling, andobservations even showthat the
T OA
oolingeet due to the rstindireteetissigniantlylargerthanthe
T OA
oolingduetothedireteet[Ramanathan et al., 2001℄. However, asan be seenin Figure 2.7 on the next page, the dominant limateforing at the surfae omes from the diret eet. Little fous has been direted to the
foringsofthe seond indireteet and the semidireteet of loudsproesses thatmay
verywell ontributesigniantly to the aerosoleet on limate.
Natural versus anthropogeni aerosol loading
Thetotal ux of natural aerosols averaged over the globe isabout three to four timeslarger
thanthe uxofaerosols generatedbyhumanativities[Hartmann,1994, p.293℄. Thisanbe
seen in Table 2.3. Sine aerosol lifetimes are relatively short (days to weeks [Harvey, 2000,
p.33℄), the geographial distribution varies substantially, leaving onentrations partiularly
highlose to soures. Asa resultof this,the uxofanthropogen i aerosols an ona regional
sale be upto ve timeslarger than the natural aerosol ux[Srinivasan andGadgil, 2002℄.
Thelargest ontribution to humanindued aerosolloading omes from sulphateaerosols.
Sulphate aerosols are madein gas-to-partileonversionsfrom sulphur gases (
SO 2), thatare
emitted throughtherening andombustion ofsulphur-ontain ing oalandfromthe melting
of sulphur-mixed minerals suh as zin, opper and lead [Harvey, 2000, p.41℄. Estimates of
hangesin anthropogen iaerosolemissions sinethe industrialrevolutionwill be given inthe
following hapter.
2.3.3 Aerosol hanges and feedbaks
Altogether,aerosolsexertaooling eeton limate. Asillustratedin Figure2.7onthe next
page,thesurfaeoolingduetoaerosolsisexeededbythesurfaewarmingduetogreenhouse
gases (see
T OA
numbers), resulting in a net warming. Changes in the atmospheri aerosolloadmayalterthis relationship,thus aetingthedegreeofwarming. Butasalways,hanges
in aerosolonentration, propertiesor distribution do not only aet limate diretly but do
also eliit feedbakmehanisms. Ramanathan et al. [2001℄ mentions three important aerosol
feedbaksrelated to the seondindiret eet:
1. As preipitatio n is the main soure of aerosol removal [Harvey, 2000, p.33℄, the sup-
pression of preipitatio n by aerosols through the seond indiret eet prolongs the
atmospheri lifetime of the partilesand henethe magnitude of their limati impat
(positive feedbak).
2. The derease in preipitatio n will lead to drier surfae onditions, whih will produe
higher amounts ofwindblown dustand also inrease the number of forest res, adding
further to the aerosolonentration (positive feedbak).
3. Finally,suppressionofpreipitatio nindeeponvetiveloudsespeiallyinthetropis
allows for transport of more water and aerosols into the upper troposphere and lower
stratosphere, inreasing the watervapor greenhouseeet in this altitude and possibly
osettingsome of the aerosolooling (negative feedbak).
Similar eetsan of ourse alsotake plaewithout an initial aerosolhange: Awarmer and
more moist global limate will byinferene dampen at least the natural aerosol soures, and
shorten aerosollifetimes. But aswill be seenin the following hapter, hanges in irulation
patterns aet preipitatio n levels dierently from region to region. Ultimately, the eet of
limate hangesonaerosols willthereforebe determinedbywhatkindsofhangesournear
the major emissionsoures.
As the Earth's population is growing, one an imagine a following inrease in biomass
burning, useof fossilfuels and deforesting,all of whih willadd to the amount of aerosolsin
the atmosphere. Our urrent understanding of the aerosol-loud-radiat ion proesses are by
far insuient, andmore researh isneededto nd waysto more auratelyestimateaerosol
foring and feedbaks.
Figure2.7: Comparison of global annual mean anthropogeni aerosol foring and greenhouse
foring (from Ramanathan et al. [2001℄).
Climate hanges and global dimming
Climate is to some extent always hanging. Variations in the Earth's path around the Sun,
volanieruptions,hangesinatmospheriomposition,oeanirulationhangesandvarying
energy output from the Sun are only some of the auses of the natural variations in limate
thatthe Earth has experiened ever sine its reation roughly4.5 billion years ago. Human
beings have only been a partof this for the last few hundred thousand years,yet asmodern
limate may be demonstrating, we are already beginning to ause limate hanges that are
omparablewith the natural ones.
As mankind's ativities are spreading to even the most remote plaes (see Figure
Figure3.1: SootertraksontrastingthewildandunspoiltBlaahuken
mountain ontheislandof Svalbard. Photo: CamillaW.Johansen.
3.1), we are indubitably start-
ing to set our mark on Earth's
limate. This makes it inreas-
ingly important to fully under-
standthelimatesystemandits
omponents. Globaldimmingis
one of the many proesses that
arenotyet wellunderstood, but
as it is linked with variables
suh as temperature, evapora-
tion, louds and aerosols, new
knowledge on the subjet may
improve our ability to under-
stand the limate variations we
experiene, and to predit fur-
therhanges.
ThishapterwillgiveashortreviewofEarth'senergybalaneandthenaturalgreenhouse
eet. I will then try go give an overview of the most ommon auses of natural limate
variations, and briey summarize the ways in whih mankind aets limate. A setion will
be dediated to more reent limate hanges, and last but not least the phenomenon global
dimmingand its onnetionto the observed hangeswill be addressed.
3.1 Earth's energy balane
The main driving fore in Earth's limate balane is the Sun. Every seond, the top of the
atmospherereeives342
W m −2, 31 %of whih isimmediatel y reeted bak tospae bythe surfae, bylouds and partilesand bythe atmosphere itself(numbersare taken from IPCC
[2001, Setion 1.2.1℄). This is illustrated in Figure 3.2 on the next page. Of the remaining
235
W m −2, some isabsorbed bythe atmosphere, while most of it (168W m −2) reahes and
Figure 3.2: Global mean energy ows between the surfae and atmosphere [Harvey, 2000,
Figure 2.1℄.
warms the Earth'ssurfae, whih returnsthe heatbak to the atmosphere partlyasinfrared
radiation, partly as sensible heat and partly as water vapor whih releases its heat when it
ondenseshigher upinthe atmosphere(latent heat). Inorderto maintainan energybalane,
the limate system must radiate bak into spae the same amount of energy that entered it
(that is, 235
W m −2). Details of how this happens an be seen in Figure 3.2. Aording to
Stefan-Boltzmann's law 1
,the Earthshouldin orderto radiate235
W m −2 haveatemperature of about -19
◦
C. Yet under present onditions the global mean surfae temperature is 14
◦
C .
The33
◦
Cdierene hasto do with the natural greenhouseeet, brieyexplainedbelow.
3.1.1 The natural greenhouse eet
Justliketheatmosphere absorbssomeofthe inomingsolar radiation,italsoabsorbsinfrared
radiation emitted by the Earth's surfae, gases, partiles and louds. The absorbed infrared
radiationis re-emitted in all diretions, inluding bak downto the surfae. The part ofthe
radiation that is re-emitted out to spae is now being emitted from a muh higher altitude
with temperatures of, on average, -19
◦
C, whih brings the amount of outgoing radiation in
balane with the inoming. This whole proess, where heat is trapped within the system
instead of esaping out to spae, is what we all the natural greenhouse eet. Atmospheri
gasesthatabsorbinfraredradiationisthusalled greenhousegases (oftenabbreviated GHGs)
as they ontribute to the warming, the most eient partiipants being water vapor, arbon
dioxide andmethane.
3.2 Natural limate hanges
In spite of the balane desribed above, the state of the limate is onstantly undergoing
hanges. Suh limate variations our over time sales from a few years to hundreds of
millionsofyears,andresultfromaombinationofperiodiforingmehanisms(bothexternal
and internal), and a omplex group offeedbakmehanisms thatoperate within the limate
systemitself. Hereafterfollowsanaount ofthemainexternal andinternalauses oflimate
hange.
1
Stefan-Boltzmann's law is given by
F
=ǫσT 4
, whereF
is the radiation emitted by the body,ǫ
is the objet'semissivity(therateofatualemissiontoblakbodyemission),T
isthetemperatureofthebodyandσ
istheStefan-Boltzmann'sonstant.3.2.1 External auses of limate hange
External foring mehanisms involve agentsor proesses atingfrom outsidethe limate sys-
tem. Theyaet the limate system, but arenot aetedby it.
The Sun with its yles of intensity is an external foring agent. Currently we know of
a2,400yearyle,a200yearyle,an80to90yearyleandtheshorter11and22year
yles [Buhdahl, 1999℄. Obviously, the more ative the Sun is, the more radiation it
emitsand themore isreeived bytheEarthsystem. Attempts have been madetodraw
onnetions between the number ofsunspotson the Sun's surfae and the temperature
on Earth: As the sunspots are areas of ooler temperature in the Sun's photosphere,
a high number of sunspots will redue the average energy emission from the Sun and
onsequently the amount of energy that reahes the Earth. However, it is diult to
diretly attribute an observed limate hange to variations in solar irradiane, beause
thelatteraresmallinmagnitude. Thesolarirradianegenerallyvariesbylessthan0.1%
over the ourse of asunspot yle[Hartmann,1994, p.289℄. Withsuhsmall variations
in thesolar onstant,the globallimatiresponsewouldbenomore thana0.03
◦
Ctem-
perature hange[Buhdahl, 1999,Setion 2.5.3℄. Moreover, ahange in solarirradiane
willindueahangeintheamountofozoneproduedintheatmosphere,whihworksas
anegativefeedbakanddampenstheinitial radiationhange [Harvey,2000,p.29℄. Still,
Friis-Christensenand Lassen[1991℄, whonda goodorrelationbetween the variations
in the solar ylelength and the variations in Northern Hemisphere landtemperature,
onludethatthesolarativitydoeshaveadiretinueneongloballimate. Aphysial
mehanismouplingthe twowashowevernot given,but thenext paragraphmaygivea
suggestion of one:
Cosmi ray variation hasafter the 1997 artile of Svensmark and Christensen been spe-
ulated to have an inuene on limate through aeting the amount of low louds and
hene Earth's reetivity. The intensity of the osmi ray ux is inversely related to
the sunspot yle, so that in periods of high solar ativity (and hene few sunspots),
the Sun worksas a shieldproteting the Earthfrom osmi rays from the surrounding
galaxies[Carslawet al.,2002℄. Oppositely,whentheSunislessative,moreosmirays
ndtheirwaytoouratmosphere. Theosmiray-loudtheorylinkstheionizingosmi
raystothe formationofsulphateaerosols,whihanfuntionasloudondensationnu-
lei andtherebyaet theformation oflouds[Svensmark andFriis-Christensen,1997℄.
This means that periods of lowsolar ativity (high osmi ray ux) will be assoiated
with inreasedloudover,inreasedEarthreetivityandultimatelyloweringthetem-
perature. Svensmark and Friis-Christensen [1997℄ do in fat relate the observed 3-4%
variationofgloballoudoverduringthereentsolaryletovariationsintheosmiray
ux. Thetheoryisbeingopposedbymanydueto lakofaproper physial mehanism
to linkthe ionized partileswith the formation oflouds nearthe surfae [Kristjànsson
and J.Kristiansen, 2000; Sun and Bradley, 2002℄, and due to the fatthat the original
graphsofFriis-ChristensenandLassen[1991℄ aordingto[DamonandLaut,2004℄have
been subjetto inorret data proessing. Although an attempt was madebyCarslaw
et al.[2002℄ to improvethe physial basisof the theory, the questionof whetheror not
variations in the osmi rayuxinuene limateremains unanswered.
The Milankovith theory providesanotherontributiontonaturallimatehange. Earth's
limate isvery dependent on itsposition in and properties of its orbit around the Sun.
Variations inthe eentriityofthe Earth'sorbit(dominant period: 100,000years),the
obliityofthe Earth'saxis(period: 41,000years) andthe preessionof theEarth'saxis
(period: 23,000years)arethe threeyles inludedin the Milankoviththeory[Skinner
Eah ylehasits ownwayof regulatingthe amount anddistribution ofsolar radiation
reahing our planet, ausing long-term variations of as muh as 10% in the amount of
radiant energy reahing Earth [Skinner and Porter, 2000, p.335℄. The eets of eah
yle's phase an either enhane or weaken eah other, and bysumming the variables
we an derive the ombined signal (with variations up to 25%) desribing the amount
of radiation reeivedat anygiven latitude at anyspeied time in the past. Aording
to the Milankovith theory itis the preession of these yles thatontrols the timing
of the 100,000 yearieage yles.
The movement of ourSolar system through the galaxy isalso speulated to have an
eet of limate [Buhdahl, 1999, Setion 2.5.3℄. Passing through denser and lighter
louds ofinterstellar mediawill regulatethe amount ofsunlight thatreahesthe Earth,
and variations in the gravitational torque indued by nearby Magellani louds ould
also somehowhave onsequenesforlimate. However,dueto theenormoustime sales
assoiated with this type of foring, it is impossible to prove these speulations with
observations.
3.2.2 Internal auses of limate hange
Changesin limate an also be triggered by variations within the limate system, fored by
mehanismsoperating overtimesalesof
1
yearto10 8 years[Buhdahl,1999℄. Anexampleof
long-term internal variations isthe globaldistribution ofontinents,whih isdrivenbyinter-
nal plate tetonis moving lithospheri plates about the globe at a rate of a few entimeters
per year[Skinner and Porter, 2000, p.18℄. Also aeting limate is the formation and distri-
bution ofmountain ranges,whihespeiallyinuenesthehorizontal atmospheriirulation
patterns. Changesintheseomponentsofthe lithospherearehowever soslowthattheyoften
are regarded asonstant.
Changes in oean irulation patterns ontribute to limate hange. Espeially impor-
tant isthe thermohaline irulation, where warm surfae water moving northward into
the NorthAtlantievaporates, inreasingthe salinityofandooling the underlyingwa-
ter, whih then sinks and turns bak south [Skinner and Porter, 2000, p.337℄. As the
waterools,heatisreleasedto the atmosphere,maintaining a relativelymild limatein
north-westernEurope. Changesbetweentheglaialandinterglaialpatternsofthether-
mohalineirulationisanatural partofEarth'sshiftinglimateandan beregardedas
internal limate foring mehanisms; for even if irulation hanges are initially driven
by hanges in limate, oean irulation has traditionall y been viewed as an internal
foring mehanism inits ownright [Buhdahl,1999℄. Thesubjetisalso reeivingalot
of attention in onnetion with reent limate warming, as a weakening of, hange in
or omplete shutdown of the thermohalin e irulation will have substantial impat on
European limate.
Climati impats of major volani eruptions generallylastforshorttimeperiods(typ-
ially 2 to 3 years), but the ejeted volani dust and gases an lower average surfae
air temperature s by as muh as 0.5 to 1.0
◦
C in that period [Skinner and Porter, 2000,
p.337℄. Inaseofextremelylargeeruptions, thelimatieetsouldbemoreextensive,
asisbelievedbysometohavebeentheaseinTheLittleIeAge(1300to1850)[Robok
et al.,2000℄. Roboket al. [2000℄ also point out thatperiods of little volaniativity
an ause a warming as this givesthe atmosphere time to washout reetive volani
aerosols. Thiswasprobablytheaseforthe50yearsfrom1912to1963. Itisadditionally
made from outgassing from volanoes, but this extremely slow hange in atmospheri
ompositiondue to volanoesisnot traditionally thought ofaslimate hange.
Changesin atmospheri omposition for other reasons are however a very important
ause of limate hange. Although we usually hear of hanging gas onentrations in
onnetion with anthropogen i emissions, the atmospheri omposition also hanges
naturally. This has been shown through studies of Antarti ie ores. During glaial
times, theperentagesofarbondioxideandmethane seemtobelowandthe amountof
windblowndustunusuallyhigh[SkinnerandPorter,2000,p.336℄. Changesintheamount
and distribution of vegetation as temperatures hange will also have an impat on the
amount of arbon dioxide in the atmosphere. As the atmospheri omposition varies,
the absorbingand reetingpropertiesof theatmosphere hange orrespondingl y. This
largely aets the radiation budget and hene atmospheri and surfae temperatures.
Similar eets an additionally our from variations in the amount of aerosols and
louds, whihwasdisussedin Setions 2.2and 2.3respetively.
3.3 Anthropogeni limate hanges
Humanbeingsaet limatein manyways.
Fromearlytimeswestarteduttingdowntrees
andgrowingelds,hangingthevegetationand
landsape after our needs. This is happen-
ing to a larger and larger extent today; green
landsapes are replaed by asphalt roads and
onrete ities, vast areas of forest are burnt
downandequallylargeareas areploughed and
turnedintoelds. Thesehangesinsurfaeap-
pearane result in hanged surfae albedo and
alsoaet the properties ofthe soil. Thismay
in turn lead to spreading deserts near defor-
estedareas, hanges in the gases released from
thesoilorvegetation,andinreasedwindblown
dust, whih both loally and regionally an
ausesubstantial hangesin limate.
Figure3.3: Skethfrom1858ofaskeletonsymboliz-
ingpollutionintheThamesasresultoftheindustrial
revolution[Aastad, 1997,p.25℄.
GasesandpartilesarereleasedtotheEarth-atmospheresystemthroughindustry, transport,
agriulture, and biomass burning. A large portion of the emittedgases (namely arbon diox-
ide,methaneandnitrogen)areeientgreenhousegases,some(primarilyCFCgases)damage
the ozone layer, while others (like sulphate dioxide) an onvert into aerosols, aeting the
radiationbudgetdiretly throughreetion andabsorption, or indiretly byalteringthe life-
timeand properties oflouds. Agreatnumber ofaerosols arealsoemittedto the atmosphere
diretly, as was mentioned in Setion 2.3 on page 10. The next setion will deal with the
observedhangesin limateoverthe lastfewdeades. Some, likethehange intheamountof
greenhouse gases and aerosols in the atmosphere, are obviously anthropogen i, while others,
likehangesin loudamountsor in atmospheriirulation, mayormaynot be onneted to
humanativities.
While the debate on global warming goes on, and the role of mankind in the hanging
limate is onstantly disussed, itishardlydeniable that tosome extent we are beginning to
set our markonthis systemin whih we reside.
3.4 Reent hanges in numbers and gures
Surfae temperatures have, aording to IPCC [2001, Setion 2.3℄, inreased by
about 0.6
◦
Csine thelate 19thentury(see
Figure 3.4). Although global, the warm-
ing is not entirely homogeneou s. For ex-
ample, sine the mid-1980s Northern Hemi-
sphere land surfaes have warmed onsid-
erably faster than those on the Southern
Hemisphere [IPCC, 2001, Setion 2.2.2.1℄,
and some regions even experienes oppo-
site trends. An example of this is given by
Tuomenvirtaet al.[2000℄,thatreportofde-
reasingtemperature sin westernGreenland
sinethe1950sonnetedwithastrengthen-
ingof the NorthAtlanti Osillation. IPCC
[2001, Setion 2.2.2.1℄ point out that land
Figure3.4: Temperatureanomaliesfrom1860to2000,
IPCC[2001,Figure2.1℄.
surfae warming was twieas fast between 1975 and 2000 asbetween 1920 and 1945, whih
indiates that the rate of warming is also inreasing. Additionally, the warming seems to
involve a faster rise in daily minimum temperatures than in daily maximum temperatures:
from 1950 to 1993 the maximum temperature s inreased by 0.1
◦
C/deade while minimum
temperatures inreased by0.2
◦
C/deade [IPCC, 2001, Setion 2.2.2.1℄. Thismeans thatthe
diurnal temperaturerange(DTR)isdereasing,diminishingthedierenebetweennight-and
daytimetemperature s. Easterlinget al.[1997℄,whofoundsimilarresultsa fewyearsprevious
tothe2001IPCCreport,attributedthedereasingDTRtovariationsinNorthernHemisphere
irulation patterns.
Sea surfae temperatures aswellasthe temperature in the deeper layersof the oean
Figure 3.5: Sea surfae temperatu re anomalies from
1860 to2000, IPCC[2001,Figure2.5℄.
have inreased worldwide. Levitus et al.
[2000℄reportofa0.06
◦
Cwarmingfrom1948
to 1998 ofthe surfae to 3000m layer ofthe
global oeans, anda 0.31
◦
Cwarming ofthe
surfae to 300m layer. The temperature in
the upper few meters of the oean has, as
anbeseeninFigure3.5,shownaninrease
oflose to 0.7
◦
Cover thelast entury. Asa
resultofthermalexpansion(volumeinrease
ofthe oean asitwarms)and iemelting,a
rise in global average sealevel by 1.0to 2.0
mm/yrhasbeenobservedoverthe20then-
tury,andtherearealsoreportsofhangesin
the depth ofthe mixed-layer in severalregions [IPCC,2001, Chapter11℄.
Land preipitation has experiened an overall global inrease of about 2% sine the
beginning of the 20th entury [IPCC, 2001, Setion 2.5.2.1℄. No pronouned hanges are
however observed over Southern Hemisphere land; and China, south-eastern Asia, eastern
Russiaand many equatorial regions have seen slightly dereasing trends. As limate warms
and the water holding apaity of the atmosphere inreases, there is aording to Karl and
Trendberth [2003℄ a tendeny for preipitatio n events to beome more intense. This is for
example the ase in China, in spite of a weakening of the total preipitatio n amount. Even
though therearerelatively fewstudiesof snowfalltrends worldwide, observationsindiate an
inreasein line with the general preipitatio n trend[IPCC, 2001, Setion 2.2.5.1℄.