2Department of Oceanography, Chonnam National University, … · 2017-01-18 · atmos dyn sfc dyn...

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) _ ( ) _ ( ) ( ) ( ) ( ) ( 1 3 ) ( ) ( ) ( storage dyn sfc dyn atmos O c w Q Q S R S R S R S T R T Quantitative Decomposition of Radiative and Non-radiative Contributions to Temperature Anomalies related to Siberian High Variability Tae-Won Park 1 , Jee-Hoon Jeong 2 , Yi Deng 3 , and Ming Cai 4 1 Department of Earth Science Education, Chonnam National University, Gwangju, South Korea 2 Department of Oceanography, Chonnam National University, Gwangju, South Korea 3 School of Earth and Atmospheric Science, Georgia Institute of Technology, Atlanta, Georgia. USA 4 Department of Meteorology, Florida State University, Tallahassee, Florida, USA 531 The ERA-interim - Resolution: 1.5°× 1.5° , 37 pressure levels from 1000 to 1 hPa - Period: 1979~2010, Only DJF data are analyzed. - Variables: Solar insolation, surface pressure, surface temperature, surface latent/sensible heat flux, surface downward/upward SW, ozone, air temperature, specific humidity, cloud amount, and cloud liquid/ice water Decomposition Procedure CFRAM Formulation Acknowledgments: This research is sponsored by the Korea Meteorological Administration Research and Development Program (KMIPA2015-2091). radiative non Q S R The total energy balance at M atmospheric layers and one surface (M+1) th layer LW radiation flux SW radiation flux Energy due to non-radiative dynamical processes radiative non t Q R S E Change in energy storage ) ( ) ( ) ( ) ( 3 O c w S S S S S ) _ ( ) _ ( storage dyn sfc dyn atmos radiative non t Q Q E Q w : water vapor c : cloud α : albedo atmos_dyn : Atmospheric dynamics sfc_dyn : Surface dynamics storage : heat storage T T R R R R R ) ( ) ( ) ( 3 O c w 1 1 1 1 1 1 1 1 M M M M T R T R T R T R T R Planck feedback matrix The difference between two climate states Ozone Cloud Surface dynamics + heat storage Albedo Water vapor Atmospheric dynamics Rearranging the terms … Define strong and weak SH cases Strong SH case: SH index > 1 σ 4 strong SH cases Weak SH case: SH index < −1 σ 5 weak SH cases Input for Radiative transfer model Surface Solar insolation surface pressure surface temperature surface latent/sensible heat flux surface downward/upward SW Multi-layer Ozone Air temperature Specific humidity Cloud amount Cloud liquid/ice water Energy perturbation terms ) ( ) ( w R S ) ( ) ( c R S ) ( ) ( R S ) _ ( dyn atmos Q ) _ ( storage dyn sfc Q ) ( 3 ) ( O R S Partial temperature changes vapor water T cloud T albedo T dyn atmos_ T storage dyn sfc _ T ozone T Fu-Liou radiative transfer model (Fu and Liou, 1992; 1993) Composite CFRAM (Lu and Cai, 2009) Atmospheric dynamics Sensible/Latent Heat fluxes Pattern Amplitude Projection A A i A i d d a A d d a A d d a A cos ) ( cos cos 2 2 1 2 1 2 1 T T T T PAP Feedback change related to the Siberian High (SH) activity Atmospheric dynamics northerly cold advection Sensible heat flux radiative cooling over snow covered surface Latent heat fluxes Surface dynamics land surface change Cloud feedback cloud reduction and longwave radiation loss Water vapor feedback Albedo feedback Ozone feedback Climate Feedback-Responses Analysis Method (CFRAM) Cai an Lu (2009), Lu and Cai (2009) Quantifying the contributions of partial temperatures to temperature anomalies related to Siberian High variability The literatures have investigated … The present study aims to … (a) Climatological sea level pressure for December-January-February (units: hPa) and (b) normalized Siberian High Index. The box in (a) indicates the domain used for the Siberian High Index. (a) Surface temperature difference (units: K) between strong and weak Siberian High winters. Dotted regions indicate the statistically significant grid cells at 99% confidence level. (b) Sum of partial temperature changes (units: K) derived from the CFRAM according to Eq. (7). The box indicates the domain used for the Siberian High Index. Partial temperature changes (units: K) related to the Siberian High activity due to (a) sensible heat flux change, (b) latent heat flux change, (c) water vapor change, (d) cloud change, (e) atmospheric dynamics, (f) surface dynamics, (g) ozone feedback, and (h) surface albedo change. Differences of (a) surface sensible heat flux (units: W m −2 ) and (b) surface latent heat flux (units: W m −2 ) between strong and weak Siberian High winters. Differences of (a) 850- hPa temperature advection (units: K m s −1 ), (b) 850-hPa wind, (c) vertical profile of temperature advection averaged over the Siberian High domain (units: K m s −1 ) between strong and weak Siberian High winters. Water vapor feedback Cloud feedback Differences of (a) surface specific humidity (units: kg/kg), (b) surface heating rate (units: W m −2 ), (c) surface shortwave heating rate (units: W m −2 ), and (d) surface longwave heating rate (units: W m −2 ) between strong and weak Siberian High winters. Differences of (a) vertically integrated cloud water content (units: kg/kg), (b) surface cloud forcing (units: W m −2 ), (c) surface shortwave cloud forcing (units: W m −2 ), and (d) surface longwave cloud forcing (units: W m −2 ) between strong and weak Siberian High winters.

Transcript of 2Department of Oceanography, Chonnam National University, … · 2017-01-18 · atmos dyn sfc dyn...

Page 1: 2Department of Oceanography, Chonnam National University, … · 2017-01-18 · atmos dyn sfc dyn storage S R w S R c S R O S Q Q T R T D Quantitative Decomposition of Radiative and

)_()_()()()()(

1

3)()()(storagedynsfcdynatmos

Ocw QQSRSRSRST

RT

Quantitative Decomposition of Radiative and Non-radiative Contributions to

Temperature Anomalies related to Siberian High VariabilityTae-Won Park1, Jee-Hoon Jeong2, Yi Deng3, and Ming Cai4

1Department of Earth Science Education, Chonnam National University, Gwangju, South Korea2Department of Oceanography, Chonnam National University, Gwangju, South Korea

3School of Earth and Atmospheric Science, Georgia Institute of Technology, Atlanta, Georgia. USA4Department of Meteorology, Florida State University, Tallahassee, Florida, USA

531

• The ERA-interim

- Resolution: 1.5° × 1.5° , 37 pressure levels from 1000 to 1 hPa

- Period: 1979~2010, Only DJF data are analyzed.

- Variables: Solar insolation, surface pressure, surface temperature, surface latent/sensible heat flux, surface

downward/upward SW, ozone, air temperature, specific humidity, cloud amount, and cloud liquid/ice water

Decomposition ProcedureCFRAM Formulation

Acknowledgments: This research is sponsored by the Korea

Meteorological Administration Research and Development Program

(KMIPA2015-2091).

radiativenon

QSR

• The total energy balance at M atmospheric layers and one surface (M+1)th layer

LW radiation flux

SW radiation flux

Energy due to non-radiative dynamical processes

radiativenon

t

QRS

E

Change in

energy storage

)()()()( 3Ocw

SSSSS

)_()_( storagedynsfcdynatmosradiativenon

t

QQE

Q

w : water vapor

c : cloud

α : albedo

atmos_dyn : Atmospheric dynamics

sfc_dyn : Surface dynamics

storage : heat storage

TT

RRRRR

)()()( 3Ocw

1

1

1

1

1

1

1

1

M

MM

M

T

R

T

R

T

R

T

R

T

RPlanck

feedback

matrix

• The difference between two climate states

Ozone

CloudSurface

dynamics +

heat storage

Albedo

Water vapor

Atmospheric

dynamics

• Rearranging the terms …

Define strong and weak SH cases

Strong SH case: SH index > 1 σ 4 strong SH cases

Weak SH case: SH index < −1 σ 5 weak SH cases

Input for Radiative transfer model

Surface

Solar insolation

surface pressure

surface temperature

surface latent/sensible heat flux

surface downward/upward SW

Multi-layer

Ozone

Air temperature

Specific humidity

Cloud amount

Cloud liquid/ice water

Energy perturbation terms

)()( wRS

)()( cRS

)()( RS

)_( dynatmos

Q)_( storagedynsfc

Q

)( 3)(O

RS

Partial temperature changesvaporwater

Tcloud

T

albedo

Tdynatmos_

Tstoragedynsfc

_

T

ozone

T

Fu-Liou radiative

transfer model(Fu and Liou, 1992; 1993)

Composite

CFRAM(Lu and Cai, 2009)

Atmospheric dynamics

Sensible/Latent Heat fluxes

Pattern Amplitude Projection

A

A

i

A

i

ddaA

ddaA

ddaA

cos)(

cos

cos

221

21

21

T

TT

TPAP

Feedback change related to the Siberian High (SH) activity

• Atmospheric dynamics – northerly cold advection

• Sensible heat flux – radiative cooling over snow covered surface

• Latent heat fluxes

• Surface dynamics – land surface change

• Cloud feedback – cloud reduction and longwave radiation loss

• Water vapor feedback

• Albedo feedback

• Ozone feedback

Climate Feedback-Responses

Analysis Method (CFRAM) Cai an Lu (2009), Lu and Cai (2009)

Quantifying the contributions of partial temperatures to temperature anomalies related to Siberian High variability

The literatures have investigated …

The present study aims to …

(a) Climatological sea level pressure for December-January-February (units:

hPa) and (b) normalized Siberian High Index. The box in (a) indicates the

domain used for the Siberian High Index.

(a) Surface temperature difference (units: K) between strong and weak

Siberian High winters. Dotted regions indicate the statistically significant

grid cells at 99% confidence level. (b) Sum of partial temperature changes

(units: K) derived from the CFRAM according to Eq. (7). The box indicates

the domain used for the Siberian High Index.

Partial temperature

changes (units: K)

related to the Siberian

High activity due to (a)

sensible heat flux

change, (b) latent heat

flux change, (c) water

vapor change, (d) cloud

change, (e) atmospheric

dynamics, (f) surface

dynamics, (g) ozone

feedback, and (h)

surface albedo change.

Differences of (a) surface sensible heat flux (units: W m−2)

and (b) surface latent heat flux (units: W m−2) between strong

and weak Siberian High winters.

Differences of (a) 850-

hPa temperature

advection (units: K m

s−1), (b) 850-hPa wind,

(c) vertical profile of

temperature advection

averaged over the

Siberian High domain

(units: K m s−1) between

strong and weak

Siberian High winters.

Water vapor feedback

Cloud feedback

Differences of (a) surface specific humidity (units: kg/kg), (b) surface

heating rate (units: W m−2), (c) surface shortwave heating rate (units:

W m−2), and (d) surface longwave heating rate (units: W m−2)

between strong and weak Siberian High winters.

Differences of (a) vertically integrated cloud water content (units:

kg/kg), (b) surface cloud forcing (units: W m−2), (c) surface shortwave

cloud forcing (units: W m−2), and (d) surface longwave cloud forcing

(units: W m−2) between strong and weak Siberian High winters.