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titleTable of Contents

Table of Contents
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History of modifications

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Version

Date

Description of modification

Chapters / Sections

v1

01/07/2021

initial version

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Expand
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Acronyms

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Acronym

Definition

AMSR-E

Advanced Microwave Scanning Radiometer - Earth Observing System

AMSU-B

Advanced Microwave Sounding Unit – B

ATBD

Algorithm Theoretical Basis Document

C3S

Copernicus Climate Change Service

CC

Correlation coefficient

CDR

Climate Data Record

CDS

Climate Data Store

CMSAF

Satellite Application Facility on Climate Monitoring

CNR

National Research Council of Italy

COBRA

Copernicus Microwave-based Global Precipitation

CONUS

Continental Unites States of America

DWD

Deutscher Wetterdienst (Germany's National Meteorological Service)

ECMWF

European Centre for Medium-Range Weather Forecasts

ERA5

ECMWF Reanalysis v5

EUMETSAT

European Organisation for the Exploitation of Meteorological Satellites

FAR

False alarm rate

FCDR

Fundamental Climate Data Record

FP

False precipitation

GCOS

Global Climate Observing System

GPCC

Global Precipitation Climatology Centre

GPCP

Global Precipitation Climatology Project

GPROF

Goddard PROFiling algorithm

HE

Hit error

HOAPS

Hamburg Ocean Atmosphere Parameters and Fluxes from Satellite Data

HR

Hit rate

HSS

Heideke Skill Score

ISAC

Institute of Atmospheric Sciences and Climate

JND

Joint normalised density

KPI

Key Performance Indicator

ME

Mean error

MFP

Mean false precipitation

MHE

Mean hit error

MHS

Microwave Humidity Sounder

MMP

Mean missed precipitation

MP

Missed precipitation

MRMS

Multi-Radar/Multi-Sensor System

MW

Microwave

NIMROD

Precipitation Radar Dataset for Europe

NOAA

National Oceanic and Atmospheric Administration

OceanRAIN

Ocean Rainfall And Ice-phase precipitation measurement Network

PACRAIN

Pacific Rainfall Database

PNPR-CLIM

Passive microwave Neural network Precipitation Retrieval for CLIMate applications

POD

Probability of detection

PQAD

Product Quality Assurance Document

RMSE

Root mean squared error

RQI

Radar Quality Index

SMMR

Scanning Multi-channel Microwave Radiometer

SSM/I

Special Sensor Microwave Imager

SSMIS

Special Sensor Microwave Imager / Sounder

TMI

TRMM Microwave Imager

TRMM

Tropical Rainfall Measuring Mission

UTC

Coordinated Universal Time

WCRP

World Climate Research Programme


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table1
table1
Table 1: ME, RMSE and CC between PNPR-CLIM and MRMS using the entire dataset.


ME(mm/h)

RMSE(mm/h)

CC

PNPR-CLIM vs MRMS

-0.007

0.606

0.712

In the following, two case studies of MHS/AMSU-B overpasses over the CONUS area are discussed. Both the PNPR-CLIM and MRMS instantaneous precipitation rates (the latter regridded to the MHS original grid) are displayed.

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figure4
figure4


Figure 4: Comparisons between PNPR-CLIM instantaneous precipitation rate retrieval (left panels) and the radar-based MRMS precipitation field regridded to the MHS original grid considering the antenna pattern (right panels) for two different scenes (upper and lower panels). The scene in the upper panels refers to the MHS, on-board MetOp-B, overpass at 02:37 UTC on 2017-04-03. The scene in the lower panels refers to the MHS, on-board NOAA19. overpass at 12:15 UTC on 2017-03-10.

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table2
table2
Table 2: Scan positions per instrument of the inner scan lines around the swath centre. As the TMI field of view is much smaller than the others (see the ATBD [D2]), we reject respective data here2.

Sensor

Swath Centre

SSMI

64 ± 14

SSMIS

90 ± 20

AMSR-E

196 ± 43

TMI

n/a

AMSUB

45 ± 10

MHS

45 ± 10

Table 3 contains the numbers of collocated data pairs, the respective detection statistics as well as mean error (ME) and RMSE and the correlation coefficient (CC) for various scenarios. Here, HOAPS v4 has been chosen as the reference dataset for PNPR-CLIM. All statistics refer to the entire timeline of collocated data pairs.

The “Swath Centre” scenario comprises all available data pairs as per the above requirements. HOAPS v4 sees on average 0.04 mm/h higher precipitation rates than PNPR-CLIM (ME). The RMSE lies at 0.24 mm/h, and the CC is above 0.6. The “Latitude” scenarios filter the “Swath Centre” pairs with respect to their zonal position in three latitude bands. Most statistics are best in low latitudes, but the RMSE is higher there, most likely due to heavy precipitation being represented differently in the two datasets. Finally, the “NOAA15” scenario uses the “Swath Centre” data pairs and retains only those for which NOAA15 is the respective PNPR-CLIM platform. This subset performs significantly worse than the “Swath Centre” set, in terms of HSS, ME, and CC. The deterioration of observations by NOAA15, whose identification led to NOAA15 data being phased out as soon as NOAA16 data were available, has already been discussed in the PUGS [D3] and will be discussed, for example, in section 2.3.2.1 of this document. The results here illustrate that the deterioration is already present in the instantaneous precipitation rate estimates.

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table3
table3
Table 3: Number of collocated data pairs, mean error (ME), root mean square error (RMSE), correlation coefficient (CC) and skill scores of PNPR-CLIM L2 data with respect to HOAPS L2 data. The number of non-precipitation events implies both datasets see zero precipitation in the respective pair.

Filter
Options

Latitude Bounds

Total no. of collocated pairs (106)

No. of non-precip. events (106)

Hit Rate [%]

POD
[%]

FAR
[%]

HSS

[%]

ME
[mm/h]

RMSE
[mm/h]

CC

Swath Centre

-75° to +75°

2.110

0.065

91.3

98.7

7.8

30.6

-0.038

0.244

0.63

Latitude



-75° to -25°

1.225

0.032

88.9

98.1

9.9

27.4

-0.053

0.317

0.67

-25° to +25°

0.142

0.008

91.1

99.2

8.8

52.1

-0.026

0.502

0.67

+25° to +75°

1.555

0.043

91.4

98.3

7.3

35.4

-0.033

0.214

0.62

NOAA15

-75° to +75°

0.724

0.011

88.1

98.9

11.2

17.0

-0.063

0.234

0.34

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figure8
figure8

Figure 8: Scatter plot PNPR-CLIM vs. HOAPS (left panel) and associated histogram of differences PNPR-CLIM minus HOAPS (right panel) in the "Swath Centre" scenario. In the left panel, the grey solid line is the identity, the line of best linear fit is displayed as black dash-dotted line. 

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table4
table4
Table 4: Statistical results of the comparison of hourly gridded precipitation rate estimates in PNPR-CLIM (P) and HOAPS v4 (H). Collocated data pairs inside the specified latitudinal bands over the entire time period (2000–2017) are evaluated with the “validating dataset” as reference dataset for the “validated dataset”. ME and RMSE refer to the differences between the validated and validating datasets. Note that the scores (hit rate and HSS) vary only a little between uncorrected and bias-corrected data pairs, because only zero-precipitation events are mapped to zero precipitation during the bias correction. Small variations result from discarding certain data, see the ATBD [D2], thus reducing the database. Here, only the values for the bias-corrected data are given.

Validated
dataset

Validating
dataset

Latitude bounds

Bias correc- tion

Total no. of collocated pairs (106)

Hit rate (%)

HSS
(%)

ME(mm/h)

RMSE(mm/h)

CC

P








H








-75° to +75°

No

365

79


49


-0.07

1.16

0.28

Yes

359

-0.01

0.32

0.74

-75° to -25°


No

166

76


42


-0.07

1.02

0.26

Yes

162

-0.02

0.32

0.69

-25° to +25°


No

73

82


62


-0.01

0.45

0.77

Yes

73

-0.03

0.31

0.83

+25° to +75°


No

127

80


48


-0.11

1.56

0.18

Yes

124

0.00

0.32

0.72

H

H

-75° to +75°

Yes

170

91

79

0.00

0.21

0.91

P

P

-75° to +75°

Yes

490

94

73

0.00

0.13

0.87


Figure 10 shows the distributions of differences in the 1DH PNPR-CLIM vs. HOAPS v4 comparison over the entire time period and the full latitudinal range, for uncorrected and bias-corrected data pairs. The distribution of differences of uncorrected values is slightly yet visibly skewed to the left (PNPR-CLIM underestimates HOAPS v4), which is not the case in the bias-corrected version, at least for small deviations from zero (≤ 0.25 mm/h).

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table5
table5
Table 5: Basic statistics for global mean differences of daily and monthly COBRA precipitation estimates with GPCP, ERA5 and GPCC datasets as references. GPCC covers land only, so COBRA data have been filtered respectively for this comparison. Minimum, maximum, mean, median, root mean square deviation and both quantiles are given in mm/d. The slope's unit is mm/d/decade. The second-to-last column indicates the fraction of temporal instances at which the target requirement of absolute differences between COBRA and a reference dataset staying below 0.3 mm/d is met. The last column ("slope") contains the linear trend in the respective time series of differences, see main text.


Refer ence Product

Min. diff.

2.5%-quan tile

Median

Mean

97.5%-quan tile

Max. diff.

RMS deviation

Absolute < 0.3 mm/d

Slope3

Monthly



GPCP

-0.424

-0.376

-0.111

-0.132

0.014

0.048

0.099

91.7%

0.034

ERA5

-0.655

-0.634

-0.372

-0.384

-0.275

-0.236

0.077

6.5%

0.004

GPCC

-0.946

-0.792

-0.147

-0.189

0.065

0.177

0.193

82.87%

0.075

Daily


GPCP

-0.813

-0.462

-0.123

-0.126

7.881

0.737

0.166

84.7%

0.018

ERA5

-0.799

-0.609

-0.391

-0.393

7.611

0.002

0.098

16.2%

-0.010


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note3
note3
3 Use only data since 2001-04-01, i.e. no NOAA15 data

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The error decomposition of the COBRA, GPCP and ERA5 1DD products, shown in figure 15, confirms the results outlined in section 2.3.2.2. ERA5 underestimates the convective precipitation in central Africa whereas it overestimates the precipitation over the central Pacific. The low estimates of COBRA in high latitudes, instead, are mainly due to missed precipitation, which is likely due to sensor limitations (see the final paragraph in section 2.1.2). Finally, the GPCP estimates turn out to be much more conservative with respect to the other products, manifesting in high false precipitation values of COBRA and, more severely, ERA5. Finally, the anomalous feature observed in Antarctica for COBRA, as shown in appendix 5.3 (figure 30 - figure 32), is mainly limited to the year 2000 estimates, uniquely based on the NOAA15 AMSU-B measurements affected by large uncertainties. In conclusion, the three products show peculiar but comparable uncertainties between themselves.

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Some characteristics of the daily differences with MRMS are reported in table 6 (upper block), whereas the actual distributions (through frequencies and cumulative frequencies) are shown in figure 22. The GPCP error distribution has the widest shape, manifesting also in its extreme 5th and 95th percentiles. In contrast, COBRA and ERA5 distributions of errors are more concentrated around zero. In particular, 50% of the ERA5 errors are between 0 mm/d and 1 mm/d. For COBRA, this value is 40%, and for GPCP, it is 35%. Both GPCP and COBRA have 25% of their errors between -1 and 0 mm/d, while ERA5 counts less than 20% of instances in this range. Absolute errors above 4 mm/d stem from less than 20% of the entire population in each dataset. Despite the highlighted differences, all the products show similar ME and RMSE (-0.34 mm/d and 5.74 mm/d for COBRA, -0.28 mm/d and 5.83 mm/d for GPCP, -0.33 mm/d and 4.80 mm/d for ERA5). The CC, instead, are slightly different: 0.73 for COBRA, 0.67 for GPCP and 0.77 for ERA5.

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table6
table6
Table 6: Error 5th and 95th percentiles, ME, RMSE and CC of COBRA, GPCP and ERA5 against MRMS over the period 2016–2017 (upper block) and against NIMROD over the period 2002–2017 (lower block). Only pixels with daily average RQI greater than 0.8 have been considered with MRMS as reference.


5th percentile

95th percentile

ME

RMSE

Correlation coefficient

Comparison with MRMS (2016-2017)

COBRA

-6.99

4.76

-0.34

5.74

0.73

GPCP

-7.88

6.88

-0.28

5.83

0.67

ERA5

-6.22

4.31

-0.33

4.80

0.77

Comparison with NIMROD (2002-2017)

COBRA

-5.94

3.51

-0.62

4.55

0.58

GPCP

-6.46

8.75

-0.34

5.65

0.41

ERA5

-4.20

4.72

0.15

4.20

0.64


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figure22
figure22

Figure 22: Daily Errors distribution of COBRA, GPCP and ERA5, with reference MRMS, over the period 2016–2017. Colored bars and dashed lines denote frequencies (left y-axis) and cumulative frequencies (right y-axis) respectively. Only pixels with daily average RQI greater than 0.8 have been considered.

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