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Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using...

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Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan
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Page 1: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Potential predictability of seasonal mean river

discharge in dynamical ensemble prediction using

MRI/JMA GCM

  Tosiyuki NakaegawaMRI, Japan

Page 2: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Background

• Dependable seasonal predictions would facilitate the water resources managements.

( Nakaegawa et al.2003 )

GMT Jun 6 15:32:35 2002Tosi

0û 60û 120û 180û 240û 300û-90û

-60û

-30û

30û

60û

90û

0.0 0.2 0.4 0.6 0.8 1.0

P-E Variance Ratio JJAJJA MJ98

Cont. Int. = 0.2 [Nodim.]

• Potential predictability of potentially available water resources (P-E) is low in most of land areas.

Are there any factors in improving the predictability?

Page 3: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Physical characteristics of river discharge

• River discharge is a collection of total runoffs in an upper river basin, which is similar to the area average process.

The collection is likely to reduce the unpredictable variability and, as a result, to enhance the predictability.

P-E: each grid

River discharge: accumulation

Page 4: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Objectives

•Estimation of the potential predictability of river discharge based on an ensemble experiment

•Examination of the effects of land surface hydrological processes on the predictability, in comparison with that of P-E.

The collection effect

Page 5: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

C20C Experiment setup• AGCM: MJ98 , T42 with 30 vertical layers

• River Routing Model: GRiveT, 0.5o river channel network of TRIP, velocity: 0.4m/s

• Member: 6• SST & Sea Ice : HadISST (Rayner et al. 2003)

• CO2 : annualy varying

• Integration period: 1872-2005

• Analysis period : 1951-2000

Page 6: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Potential Predictability

• Definition: The maximum value that an ensemble approach can reach, assuming that perfectly predicted SSTs are available and that the model perfectly reproduces atmospheric and hydrological processes.

• Variance ratio : measure of

PP based on the ANOVA

(Rowell 1998).222

222

22

/

/

INTSSTTOT

INTEMSST

TOTSST

n

R

Page 7: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Variance Ratio of Seasonal Mean River Discharge

•High in Tropics and Low in Extratropics and inland areas•Seasonal cycles in both Tropics and ExtratropicsHigh for JJA; high for DJF

Page 8: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Variance Ratio of Seasonal Mean River Discharge

•Resemblance of geographical distributions of the variance ratios of precipitation and P-EA major factor in the predictability of river discharge

Page 9: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Variance Ratio in the Amazon River Basin

Runoff collection through a river channel network may enhance the variance ratio.

higher variance ratios along major stream channels

Page 10: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Latitudinal distribution of variance ratios

○ : Variance ratio at river mouths of basins larger than 105km2

Solid line: Zonal mean of the variance ratio of P-E over land areas

Discharge>P-E P-E> Discharge

P-E for DJF > P-E for JJA

Weak

Strong

WeakThe magnitude relation varies with season.

Page 11: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Collection Effect

• How much influence does the collection effect over a river basin have on the potential predictability of river discharge?

Variance Ratio: (Discharge)-(P-E)

ImprovementBasin areas >106km2Does not work effectively

Cause deterioration

Page 12: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Relationship between morphometric properties and discharges

• Morphometric properties change the precipitation-discharge responses for basins with the same drainage area (Jones, 1997).

Page 13: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Variance Ratio Difference and Morphometirc Properties

Total Length

Mainstream Length

Form Factor

Drainage Density

L/A

L2/AL

Absolute properties Relative properties

The size of a river basin influences the collection effects.

Page 14: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

The Amazon River

Discharge

P-E

Impr

ovem

ent

P-E

Discharge

Red

ucti

on

Amazon River

Mean travel time

Madeira: 86 days

Xingu: 45 days

M

X

A

Semi-annual cycle

Month

Var

ianc

e R

atio

Page 15: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

The Mackenzie River

Impr

ovem

ent

The peak of the variance ratio

River discharge: MAM; P-E: DJF

The mean travel time: 68 days

P-E: accumulated as snow in winter and melted in spring

P-E

Discharge

Var

ianc

e R

atio

Page 16: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

The Ob River

Impr

ovem

ent

The peak of the variance ratio

River discharge: JJA; P-E: SON

The mean travel time: 68 days

River discharge in JJA mostly originates from snow melt water, not from P-E.

P-E

Discharge

Var

ianc

e R

atio

Page 17: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Further Experiment

Further experiment: slower velocity v=0.14m/s(Hagemann and Dumenil 1998)

v=0.14m/s

v=0.40m/s

The collection effects:•Improvement •Phase shift, and •Smoothing

0.2

50

.15

smoothed

Page 18: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Concluding Summary   (1)

• Estimation of the potential predictability of river discharge based on an ensemble experiment with the C20C setup.

Similar geographical distribution to P-E•High in Tropics and low in extratropics and in inland areas

Page 19: Potential predictability of seasonal mean river discharge in dynamical ensemble prediction using MRI/JMA GCM Tosiyuki Nakaegawa MRI, Japan.

Concluding Summary (2)

Snow processes significantly influences on the predictability for the mid- and high latitude river basins.Snow accumulation and snow-melting

Distinctive collection effects are identified in large basins with greater than 106km2.Improvement in the variance ratio, phase shift, and smoothing

• Examination of the effects of land surface hydrological processes on the predictability, in comparison with that of P-E.


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