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Why is measuring the cloud feedback hard? Monday, June 10, 13
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Why is measuring the cloud feedback hard?

Monday, June 10, 13

Why is measuring the cloud feedback hard?

C. Zhou1, M.D. Zelinka2, A. E. Dessler1, P. Yang1

1Department of Atmospheric SciencesTexas A&M University

2PCMDILawrence Livermore National Lab

Monday, June 10, 13

2

∆Rall-sky = ∆RT +∆Rq +∆Ralbedo +∆Rcloud+∆F

Monday, June 10, 13

3

∆Rall-sky = ∆RT +∆Rq +∆Ralbedo +∆Rcloud+∆F

“CERES method”:∆Rcloud = ∆Rall-sky - ∆RT + ∆Rq + ∆Ralbedo + ∆FDessler, 2010, 2013

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∆Rcl

oud

∆Ts

Regress ∆Rcloud vs. ∆Ts

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∆Rcl

oud

∆Ts

Regress ∆Rcloud vs. ∆Ts

Slope = feedback(W/m2/K)

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∆Rcl

oud

∆Ts

Regress ∆Rcloud vs. ∆Ts

Slope = feedback(W/m2/K)

∆Ts is from ENSO

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5

Dessler 2013 J. Climate

adju

sted

CE

RE

S d

ata

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cloud feedback = ~0.5±0.75 W/m2/K

Dessler 2013 J. Climate

adju

sted

CE

RE

S d

ata

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7

∆Rall-sky = ∆RT +∆Rq +∆Ralbedo +∆Rcloud+∆F

2000

-201

1

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7

∆Rall-sky = ∆RT +∆Rq +∆Ralbedo +∆Rcloud+∆F

Dessler, J. Climate, 2013

2000

-201

1

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Why is there scatter?

• Bad data• Clouds are not controlled by Ts

• The effect of clouds is a net difference of two large, canceling terms

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9

Why is there scatter?

• Bad CERES data• Clouds are not controlled by Ts

• The effect of clouds is a net difference of two large, canceling terms

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9

Why is there scatter?

• Bad CERES data• Clouds are not controlled by Ts

• The effect of clouds is a net difference of two large, canceling terms

If what controls clouds correlates with Ts, then you’ll see a correlationIf not, then the cloud feedback is zero

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10

Why is there scatter?

• Bad CERES data• Clouds are not controlled by Ts

• The effect of clouds is a net difference of two large, canceling terms

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11

∆Rall-sky = ∆RT +∆Rq +∆Ralbedo +∆Rcloud+∆F

“CERES method”:∆Rcloud = ∆Rall-sky - ∆RT + ∆Rq + ∆Ralbedo + ∆FDessler, 2010, 2012

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11

∆Rall-sky = ∆RT +∆Rq +∆Ralbedo +∆Rcloud+∆F

“MODIS method”:direct observations of clouds + radiative transfer calculations

“CERES method”:∆Rcloud = ∆Rall-sky - ∆RT + ∆Rq + ∆Ralbedo + ∆FDessler, 2010, 2012

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MODIS method

• MODIS cloud measurements• Calculate the changes as Ts changes• apply Zelinka radiative transfer calculations

12

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13

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MODIS CERES

Fig. 4 Feedback(lat,lon)

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15Dessler, 2010

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16

∆Ts

∆Rcl

oud

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17∆Ts

∆Rcl

oud

800-1000 hPa

50-800 hPa

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17∆Ts

∆Rcl

oud

800-1000 hPa

50-800 hPa

High clouds vs. low clouds

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17∆Ts

∆Rcl

oud

800-1000 hPa

50-800 hPa

High clouds vs. low cloudsSW vs. LW

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17∆Ts

∆Rcl

oud

800-1000 hPa

50-800 hPa

High clouds vs. low cloudsSW vs. LWThin clouds vs. thick clouds

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17∆Ts

∆Rcl

oud

800-1000 hPa

50-800 hPa

High clouds vs. low cloudsSW vs. LWThin clouds vs. thick cloudsLatitude

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18

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Conclusions• Response of short-term ∆Rcloud and ∆Ts variations is

an important test of our models• Cloud feedback is intrinsically uncertain due to scatter

between ∆Rcloud and ∆Ts.• Scatter arises because ∆Rcloud is a balance between

canceling terms — this is a fundamental property of the problem

• Zhou et al., J. Climate, in press (preprint on my website)

20

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21

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MODIS ~0.2-0.3 W/m2/Kgreater than CERES

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MODIS ~0.2-0.3 W/m2/Kgreater than CERES

MODIS ~0.7-1.0 W/m2/Kless than CERES

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22

MODIS ~0.2-0.3 W/m2/Kgreater than CERES

MODIS ~0.7-1.0 W/m2/Kless than CERES

Difference in NH subtropics +midlatitudes

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23High: P < 440 hPa; Low: P > 680 hPa

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24

breakdown into cloudheight (low: P > 680 hPa, high: P < 440 hPa)

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25

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26Fig. 2Monday, June 10, 13

27Fig. 6Monday, June 10, 13

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