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Analysis and Prediction

Operational Implementation of TXLAPS_PT375
Bulletin No. 59
May 2005

 

Introduction

The operational tropical region Extended Limited Area Prediction System known as TXLAPS_PT375 was implemented in NMOC Melbourne on 1 December 2004.  This new system superseded the operational tropical region Limited Area Prediction System (TLAPS_PT375). The BMRC Model Development Group, led by Dr. Kamal Puri, and the Data Assimilation Group, led by Dr Bill Bourke developed this new system. TXLAPS_PT375 is an upgrade of TLAPS_PT375 and incorporates a number of model and assimilation scheme changes including:

·        the use of 12-hour data assimilation;

·        a new version of the objective analysis scheme;

·        the use of 1DVAR ATOVS radiance assimilation;

·        an extended domain.

TXLAPS_PT375 underwent a parallel operational trial with TLAPS_PT375 during November and December 2004. BMRC has tested TXLAPS_PT375 over several periods from mid 2002.  Objective assessments were carried out against analysis and observations. The forecasters from Darwin Regional Office assessed both models against analyses and their assessment of what was “really happening”. Traditional skill scores such as S1, BIAS and RMS error indicate little difference between the two models however a comparison of rainfall statistics and surface observations show some improvements. The forecaster trial also demonstrated a number of improvements of the new system over the old system.

 

OVERALL SCHEME

The last upgrade to TLAPS_PT375 was described in Analysis and Prediction Operation Bulletin No 57 (APOB57) of 22 Jan 2003. 

The main difference between TXLAPS_PT375 and TLAPS_PT375 is that TXLAPS_PT375 uses data assimilation, while TLAPS_PT375 used “cold start” analyses generated using the GASP analysis 12hours prior to the TLAPS_PT375 run time; and the GASP 6hour and 12hour forecasts. Both systems use dynamical nudging to initialise the forecast. Figure 1 shows a simplified schematic representation of TXLAPS_PT375. The main features of TXLAPS_PT375 are as follows:

  • During assimilation, observational data are inserted three times at T-12*, T-6 and T-0.
  • The data assimilation begins at T-12 with a “cold start” analysis: - that is the latest GASP analysis is used as the first guess for the T-12, TXLAPS_PT375 analysis.
  • The data insertion by the objective analysis is followed by a soil-moisture adjustment and then a 6-hour forecast, initialised with the digital filter to improve mass-wind balance. The 6-hour forecast then becomes the first-guess for the next objective analysis.
  • The diabatic, dynamical nudging then runs from T-12 to T-0. During this phase predetermined synthetic moisture and empirical heating profiles are input into the model in observed cloudy regions at hourly intervals while the model is nudged towards the target T-6 and T-0 analyses
  • The prediction model then runs from T-0 to T+72.
  • GASP analysis and prognoses provide the boundary conditions during assimilation and prediction.

*Please note: T-12 means 12 hours prior to the TXLAPS_PT375 model run time. So T+72 means 72 hours after the TXLAP_PT375 run time.

Tables 1 and 2 document the operational configuration of TXLAPS_PT375.

1DVAR (one-dimensional variational) ATOVS radiance assimilation and radiance bias correction has been introduced into TXLAPS_PT375. TLAPS_PT375 used TOVS satellite retrievals produced by NESDIS. The 1DVAR scheme was developed by members of the BMRC Data Assimilation Group and is very similar to the scheme used in the GASP system (Harris et al, 2000), the operational implementation of which was described in APOB No 52.  In the 1DVAR scheme radiances estimated from the first guess profile of moisture and temperature are compared with cloud-cleared radiances from NOAA-15 & NOAA-16 ATOVS instruments.  The observed values and the profile are then adjusted using a variational scheme to give a best fit to all the observed radiances.  This adjusted profile is then used as the 'retrieval' in the analysis scheme with a weight adjusted for the fact that the first guess has already been used in deriving it.

An additional preliminary analysis is run at T-12 to generate ATOVS bias correction data prior to the start of the data assimilation.  A second bias correction calculation is done at T-6 just after the analysis step. The results from each bias correction calculation are used as input to the next analysis step. 

Tropical cyclone bogus observations are manually entered by the Darwin Regional Specialised Meteorological Centre (RSMC) when appropriate.

DATA ANALYSIS

The Generalized Statistical Interpolation (GenSI) analysis scheme is used in TXLAPS_PT375. This scheme is an upgrade from the Multi-Variate Statistical Interpolation (MVSI) scheme which was used in TLAPS_PT375. GASP and LAPS_PT375 also use GenSI analysis.

Many of the features of GenSI are the same as the MVSI scheme:-

  • Analyses performed on sigma levels and operates on a latitude-longitude grid and makes simultaneous use of geopotential and wind observations in three dimensions.
  • Interpolates observed increments (ie the deviations from the first guess field) of geopotential heights, thicknesses and winds to produce increments of geopotentials and winds at the grid points.
  • Surface pressure data are not used directly but are transformed to increments of geopotential before use.
  • Geostrophic coupling ie mass and wind increments being adjusted for geostrophic consistency is
    • fully coupled poleward of 30o from the equator
    • reduces linearly from 30o   to 15 o
    • set to zero equatorward of 15 o  
  • The moisture analysis is carried out using univariate statistical interpolation.
  • Gross error checking and a comprehensive "cross validation" is carried out in the analysis.
  • Use is also made of "super-observations" the combination of closely spaced observations.

Like MVSI, GenSI patches together a series of local analyses but GenSI is not restricted to the amount or type of data, and can use data outside the bounds of the local analysis. Thus allowing for far better use of aircraft, cloud drift winds; and eliminating spurious gradients at the edge of small local analyses. Quality control of data in GenSI has also been enhanced (P. Steinle 2004, personal communication).

OBSERVATIONAL DATA USED

The analysis uses a variety of observational data which includes: surface SYNOPs, metar reports, ship and drifting buoy reports, significant and mandatory level radiosonde and rawinsonde observations, remotely sensed GTS SATEM, locally processed ATOVS satellite sounding data, and GOES(MTSAT it when available in mid 2005) winds and synthetic moisture data, winds from aircraft, and locally derived cloud drift winds.


 


 

 

 

 

 

 

 

 

 

 

 

 

 

 

 


 

 

 

 

 

 

 

 

Table 1: OPERATIONAL CONFIGURATION

Domain: Australian Tropical Region

48.75oN-45.0oS, 60.0oE-142.5oW

   

Horizontal resolution (analysis and prognosis)

0.3750 (250x420 latitude-longitude grid)

   

Vertical resolution (analysis and prognosis)

29 sigma levels

See Table 2 for levels and approximate heights.

Topography: as shown in Figure 2

derived from a 0.10 resolution data set

Data insertion frequency:

at T-12, T-6 and T-0

Data cut off:

approximately 3.5 hours at 00 and 12UTC, 4.75 hours at 06 and 18UTC

Manual intervention:

TC bogus observations

Initialisation:

digital filtering technique

Diabatic Nudging:

12 hours

Timestep:

40 seconds

Nesting:

lateral boundary conditions derived from +0  to +84 hour GASP

Output: 

6 hourly analyses. 3 hourly forecasts out to 72 hours from 00 UTC and 12 UTC daily

Climatology:

Albedo

Soil Moisture Analysis:

Daily 0.250x 0.250

Sea Surface Temperature Analysis:

Weekly 10 x 10 O.I (generated in NMOC Melbourne)

GOES CTT data:

1 hourly 0.50x0.50

GOES bogus moisture data:

6 hourly 0.50x0.50

NEC SX‑6 supercomputer resources:

 

Analysis

elapsed time: 5 min (real), 21 min (virtual)

number of processors: 7,  memory: 2.3 GB

 

84 hour prognosis:

elapsed time: 27 min (real), 2 hr 41 min (virtual)

number of processors: 7,  memory: 6.0 GB

 

NMOC products driven by TXLAPS_PT375:

Volcanic ash dispersion and trajectories, EER

Backup:

GASP will be used. If the expected T-12 GASP output is not available for the model run, then  TXLAPS_PT375 will use the previous GASP output (T-24), otherwise it will be run in a fixed boundary mode, without nudging.

Feed back:

Comments on TXLAPS_PT375 can be emailed to laps_feedback@bom.gov.au which will be distributed to NMOC and BMRC developers. Specific comments or requests  can also be sent to smtp@postoffice.nt.bom.gov.au




Table 2: Approximate heights corresponding to sigma (s) levels in TXLAPS_PT375

1

0.9988

10

11

0.8500

1350

21

0.2750

9600

2

0.9974

20

12

0.8000

1800

22

0.2500

10200

3

0.9943

45

13

0.7500

2300

23

0.2250

10900

4

0.9875

100

14

0.7000

2850

24

0.2000

11700

5

0.9750

210

15

0.6000

4050

25

0.1750

12500

6

0.9625

320

16

0.5000

5400

26

0.1500

13500

7

0.9500

430

17

0.4500

6200

27

0.1000

16000

8

0.9250

650

18

0.4000

7050

28

0.0700

18200

9

0.9000

880

19

0.3500

8000

29

0.0500

20400

10

0.8750

1050

20

0.3000

9000

     

 

 

 

 

 

 

 

Figure 2: Topography over TXLAPS_PT375 domain.

 

TROPICAL CYCLONE BOGUS

Tropical cyclone bogus observations are manually entered by the Darwin RSMC when tropical cyclones are in the TXLAPS_PT375 domain.
These tropical cyclone data are used by the bogus program to implant the tropical cyclone data into the three TXLAPS_PT375 analyses.

The bogus program:
1)     locates any circulations in the initial GASP analysis (T-12) and in the GASP forecasts at T-6 and T-12 close to the bogused tropical cyclones;
2)     locally removes these circulations by careful filtering;
3)     inserts an axisymmetric vortex as close as possible to the bogused locations;
4)     builds large scale wind field asymmetries (β-gyres) consistent with the past 12-hour motion of the tropical cyclone;
5)     modifies the existing box data files used in the objective analysis so that they contain synthetic observations in and about the tropical cyclone which are consistent with the modified GASP fields;

The modified GASP analysis, with the synthetic TC vortex implanted, is used as the first guess for the TXLAPS_PT375 analysis in the first objective analysis.
The modified box data files, with synthetic TC observations are then used in all three TXLAPS_PT375 analyses.
The overall tropical cyclone bogus scheme is described in APOB57 and APOB48 and is detailed in Davidson & Weber 2000.

DYNAMICAL NUDGING

Cloud top temperatures (CTT) are extracted from hourly GOES satellite imagery (MTSAT imagery will be used from mid 2005) and averaged in each 0.5 degree box over the region 80oE to 180o, 50oS to 48oN. This data is used to input predetermined synthetic moisture and empirical heating profiles into the model in observed cloudy regions at hourly intervals while the model in being nudged towards the target T-6 and T-0 analyses. This procedure forces more physically realistic up-motion and divergence in and about meso-scale cloud regions while retaining the rotational wind field of the target analyses.

Data from MTSAT rather than GOES will be used when MTSAT becomes operational in May 2005.

SOIL MOISTURE ADJUSTMENT

The surface soil moisture and temperature is initialised over the Australian continent and Tasmania at the start of each model forecast, using results from the previous 00UTC run of the Pescod soil moisture scheme. For land areas other than Australia a soil climatology is used.

The subsurface moisture and temperature is initialised during the soil-moisture adjustment step. The 6 hour forecast from either the assimilation or in the case of the first assimilation cycle from the previous TXLAPS_PT375 run is used as the first guess. The ECMWF (Viterbo, 1996) land surface scheme is then used in the prediction step to adjust the surface and subsurface moisture and temperature.

The ECMWF land surface scheme provides a detailed vegetation and soil type.

DIGITAL FILTER INITIALISATION AND PREDICTION MODEL

Initialisation is incorporated in the prediction model to control the generation of spurious gravity waves; and is based on a digital filtering technique. The forecast component is a hydrostatic primitive equation model formulated on sigma levels for a non‑staggered ("Arakawa A") latitude-longitude grid. Higher order numerics are a feature of the system. Detailed physical parameterisations, in line with those in GASP include: a mass-flux convective scheme (for deep, mid-level and shallow convection), large-scale rain, radiative transfer with a diurnal cycle, diagnostic clouds, stability dependent surface fluxes, and interactive soil moisture. The horizontal grid and vertical level structure used in the prediction model is identical with that of the analysis component.

The nudging phase of the prediction model runs from T-12 to T-0. The prediction model proper then integrates out to 72 hours.

BOUNDARY CONDITIONS

The GASP analysis and forecasts, from T-12 to T+72, are used to define the necessary lateral boundary conditions for TXLAPS_PT375. Absolute values of the mean sea level pressure, wind components, temperatures and mixing ratios are used at 6 hourly intervals throughout the nesting procedure. The nesting files are currently derived from the 1.50 latitude-longitude post-processed files from GASP (at present the T239/29L version).

Model Changes

The previous operational version of TLAPS_PT375 was using the "unified" bam physics code (version 3.3). TXLAPS_PT375 was tested using bam 4.0 physics but reverted to bam 3.3 after testing by BMRC found problems with the 4.0bam code. During the TLAPS_PT375 versus TXLAPS_PT375 trial period (described below) both models were running using bam 3.3 physics.

Objective Assessment

A parallel trial of TXLAPS_PT375 versus TLAPS_PT375 was conducted. Traditional verification parameters such as S1 Skill score, bias and root mean square (RMS) error, along with surface weather parameters such as the screen temperature and 10m winds were also verified over the period 15th November 2004 – 14th December 2004. A synoptic  trial was also conducted by forecasters in the Darwin Regional Office for the same period.  A comparison of rainfall statistics was done for the period 15th November 2004 – 14th February 2005. 

The traditional skill scores indicate little difference between the two models however the comparison of rainfall statistics and surface observations show some improvements. The forecaster trial also demonstrated a number of improvements of the new system over the old system.

1. S1 Skill Score, Bias and Root Mean Square error for MSLP and WIND

Table 3 presents the mean S1 skill score, bias and RMS error for TLAPS_PT375 versus TXLAPS_PT375 over the Australian Region and the Australian Tropical verification region. The S1 skill scores for MSLP were consistently better for TXLAPS_PT375 than for TLAPS_PT375. There were mixed results for the BIAS and RMS results over both regions but differences were small.

Table 3

Mean S1 Skill Score, Bias and RMS Error for MSLP and WIND comparing TLAPS_PT375 TXLAPS_PT375.

Regions 1. Australian Region (45S - 15S, 100E - 170E)

2. Australian Tropics (25N - 25S, 100E - 160E)

Time Period 15 Nov 2004 - 14 Dec 2004 using 00 and 12 UTC runs (62 cases)
Verifying Analyses Self
Change
The difference between TLAPS_PT375 and TXLAPS_PT375 score; where the sign is set so that a positive (blue) value indicates that TXLAPS_PT375 has better score than TLAPS_PT375.
   

Australian Region

Australian Tropics

Forecast Period

Verification statistics

Field

TLAPS

TXLAPS

Change

TLAPS

TXLAPS

Change

+24HRS

S1 Skill Score

MSLP

31.3

31.0

0.3

50.1

45.7

4.4

BIAS

MSLP

0.2

0.3

-0.1

-0.5

-0.2

0.3

850hpa U,V

0.0, -0.2

0.0, -0.2

0.0, 0.0

0.2,-0.2

-0.1,-0.2

0.1,0.0

500hpa U,V

0.0, -0.1

-0.1, -0.1

-0.1, 0.0

0.2, 0.1

0.2, 0.1

0.0,0.0

200hpa U,V

0.0, -0.1

0.1, 0.0

-0.1, 0.1

0.2, 0.3

0.3, 0.4

-0.1, -0.1

RMS

MSLP

1.3

1.2

0.1

1.1

1.0

0.1

850hpa U,V

2.5, 2.5

2.5, 2.6

0.0, -0.1

2.7, 2.5

2.7, 2.6

0.0, -0.1

500hpa U,V

3.1, 3.2

3.3, 3.5

-0.2, -0.3

2.8, 2.7

3.0, 2.9

-0.2, -0.2

200hpa U,V

4.6, 4.9

4.8, 5.0

-0.2, -0.1

4.3, 4.4

4.6, 4.6

-0.3, -0.2

+48HRS

S1 Skill Score

MSLP

40.3

39.8

0.5

55.6

51.2

4.4

BIAS

MSLP

0.6

0.6

0.0

-0.1

0.0

0.1

850hpa U,V

0.0, -0.3

-0.1, -0.3

-0.1, 0.0

0.2, -0.1

-0.1, -0.1

0.1,0.0

500hpa U,V

-0.1, -0.3

-0.2, -0.2

-0.1, 0.1

0.3, -0.1

0.3, 0.0

0.0,0.1

200hpa U,V

-0.4, -0.4

-0.2, -0.3

0.2, 0.1

-0.2, 0.3

0.0, 0.4

0.2,-0.1

RMS

MSLP

2.1

2.0

0.1

1.2

1.2

0.0

850hpa U,V

3.2, 3.3

3.2, 3.4

0.0, -0.1

3.2, 3.1

3.3, 3.1

-0.1, 0.0

500hpa U,V

4.2, 4.5

4.4, 4.7

-0.2, -0.2

3.5, 3.3

3.7, 3.5

-0.2, -0.2

200hpa U,V

6.3, 6.9

6.4, 6.8

-0.1, 0.1

5.0, 5.0

5.1, 5.1

-0.1, -0.1

+72HRS

S1 Skill Score

MSLP

47.0

46.3

0.7

59.4

54.9

4.5

BIAS

MSLP

0.7

0.7

0.0

0.1

0.2

-0.1

850hpa U,V

0.0, -0.1

-0.2, -0.1

-0.2, 0.0

0.3, 0.0

0.1, 0.1

0.2,-0.1

500hpa U,V

-0.2, -0.1

-0.3, -0.1

-0.1, 0.0

0.2, 0.1

0.2, 0.1

0.0, 0.0

200hpa U,V

-0.5, -0.6

-0.2, -0.4

0.3, 0.2

-0.8, 0.0

-0.5, 0.2

0.3,-0.2

RMS

MSLP

2.6

2.6

0.0

1.4

1.4

0.0

850hpa U,V

3.7, 3.9

3.7, 3.9

0.0, 0.0

3.6, 3.4

3.7, 3.5

-0.1, -0.1

500hpa U,V

4.9, 5.3

5.1, 5.4

-0.2, -0.1

3.9, 3.6

4.1, 3.7

-0.2, -0.1

200hpa U,V

7.6, 8.3

7.6, 8.2

0.0, 0.1

5.4, 5.5

5.5, 5.6

-0.1, -0.1

S1 skill scores are non-dimensional. Units for bias and RMS:- MSLP (hPa) for U& V wind (ms-1).


2. Forecaster Trial

Darwin Regional Office forecasters compared the analyses and model output at different time steps for TLAPS_PT375 versus TXLAPS_PT375.   The forecaster’s brief was to look at significant synoptic differences:-

  • between the models;
  • between the model and the analysis for the same time;
  • and between both models and Darwin Regional Specialized Meteorological Analyses for the same time.

The following parameters were considered:- MSLP 700hPa, 200hPa winds, 850hPa vorticity and the 24hour rainfall. A number of consistent trends appeared. The rainfall trends were corroborated by some rainfall statistics.  A summary of results are given in table 4.

Table 4: Results of Forecaster Trial

Parameter

comments

700hPa Wd

Both models underestimated the SE trade flow across the tropics. But TLAPS_PT375 generally did worse than TXLAPS_PT375. Occasionally TXLAPS_PT375 did worse than TLAPS_PT375. Winds about systems, including tropical cyclones were too weak, particularly at longer prognosis times:- this was worse for TLAPS_PT375 than for TXLAPS_PT375.

200hPa Wd

Both models regularly underdeveloped upper troughs.

850hPa/MSLP

Strength of systems, including tropical cyclone underdone, particularly at longer prognosis times:- this was worse for TLAPS_PT375 than for TXLAPS_PT375.

24hr Rainfall

Rain area and rain amounts often overestimated by TLAPS_PT375. Occasionally TXLAPS_PT375 did the same. For middle level cloud bands across central Australia - TXLAPS_PT375 sometimes underestimated or missed areas or rain, particularly if rain was light; while TLAPS_PT375 did better.

Location of TCs

Position of tropical cyclones a problem with both models particularly with longer term prognosis.



3. Surface Weather Parameter Verification against the Aviation METAR Observations  

NMOC’s Surface Weather Parameter Verification System, was developed by Kevin Tory of the BMRC Model Development Group, and verifies weather elements such as surface (2m, or screen level) temperature and dewpoint and surface (10m) wind direction and speed against METAR observational data. RMS errors and biases are calculated at regular intervals out to a specified forecast period using all available Australian METARS (approximately 297).

Text Box:  
Figure 3a. 
 
Figure 3b. 
Screen (2m) dry bulb temperature comparison between the previous TLAPS_PT375 and the new TXLAPS_PT375 errors averaged over all (approx. 297) available METAR sites and over all hourly model forecast periods out to +72 hrs for a) Bias and b) Root Mean Square (RMS) Error
Text Box:  
Figure 4a. 
 
Figure 4b. 
10m Wind Speed comparison between the previous TLAPS_PT375 and the new TXLAPS_PT375 errors averaged over all (approx. 297) available METAR sites and over all hourly model forecast periods out to +72 hrs for a) Bias and b) Root Mean Square (RMS) Error

Figures 3 and 4 show the time series plots of the mean bias and RMS errors averaged over all METAR sites and over all hourly model forecast periods out to +72 hrs.  Results are shown for the period 15 November to 14 December 2004. These results show a similar skill between the two models.

5a)

5b)

5c)

Figure 5.  Screen (2m) dry bulb temperature comparison of forecasts against METAR observations from
(a) Alice Springs, (b) Townsville and (c) Darwin for the previous version (TLAPS) and the new version (TXLAPS).


6a)

6b)

6c)

Figure 6.  10m wind speed comparison of forecasts against METAR observations from
(a) Alice Springs, (b) Townsville and (c) Darwin for the previous version (TLAPS) and the new version (TXLAPS).

Figures 5 and 6 show 2m temperatures and wind speed forecasts respectively, for 48-hour period commencing at 0000UTC on 15 November 2004 for (a) Alice Springs, (b) Townsville and (c) Darwin. There were some improvements in temperature at Townsvillle and Darwin; while results for wind speed were mixed.


4. Rainfall Verification

Table 6 and figure 7 show a comparison of a number of rainfall forecast skill parameters which were generated using the Bureau's RAINVAL system (McBride & Ebert 1999) for the period from 15th November 2004 to the 14th February 2005. These parameters are defined in table 5. The statistics in table 6 and figure 7 are calculated over the Australian mainland.

Table 5.         Definitions of rainfall statistical parameters.

Name of statistical parameter

Denoted by

Given by

Rain Area

RA

Forecast and observed rain area

Probability of detection

POD

H/(M+H)

false alarm ratio

FAR

F/(F+H)

Hanssen & Kuipers Score

HKS

accuracy for event(POD) + accuracy for nonevents  -1 or in other words (H/(M+H) + Z/(Z+F) - 1)

Equitable Threat Score

ETS

(ZH – FM) / ((F + M)(total no. forecasts)  +  (ZH - FM))

Mean Absolute Error

MAE

| Forecast – Observation |

Where

Predicted
Observed
No Rain
Rain
No Rain
Z
F
Rain
M
H

TXLAPS_PT375 generally performed better than TLAPS_PT375. Trends in the 00hours-24hour period were generally mirrored at 24hour-48hours and 48hours-72hours.

While both model RA time series followed the general trends of the observed RA time series there were some significant differences between the observed and forecast values, and between the forecasts from the two models. The RA time series for TLAPS_PT375 overestimate RA to a greater extent than TXLAPS_PT375; particularly during periods of maximum observed RA. The overestimation was more pronounced for later forecast periods. Not only were the TLAPS_PT375 RA maxima too high, but the TLAPS_PT375 time series tended to pre-empt the observed increases in RA. TXLAPS_PT375 forecast RA trends were more in phase with the observed RA trends than TLAPS_PT375. For the later forecast periods both models kept RA values high for too long. 

MAE increased (ie became worse) for both models from 00hours-24hour to 24hours-48hours. Average values of MAE were better for TXLAPS_PT375 than for TLAPS_PT375 over all forecast periods. Both models had peaks in MAE time series which corresponded to maxima in the observed RA. Generally values of the MAE time series were fairly similar for both models. 

The average value of POD for TLAPS_PT375 was higher (ie better) than for TXLAPS_PT375.  The time series values sometimes showed better values for TXLAPS_PT375 than for TLAPS_PT375. TLAPS_PT375 RA values were generally overestimated.

The average value of FAR and the time series values were consistently higher (ie worse) for TLAPS_PT375 than for TXLAPS_PT375 over all forecast time periods. HKS measures the accuracy of events and non events. The average value and the time series values of the HKS were consistently higher (ie better) for TXLAPS_PT375 than for TLAPS_PT375. 

The ETS is a measure of the correct event forecasts (ie hits) divided by the number of cases forecast and/or observed events; adjusted to take into account the number of forecast events that would be expected purely by chance. Like the HKS the average value and the time series values of the ETS were consistently higher (ie better) for TXLAPS_PT375 than for TLAPS_PT375.

The Darwin Regional Office forecaster trial picked up on some of the issues above such as the over estimation of rain and rain areas by TLAPS_PT375 as compared to TXLAPS_PT375. In other words the forecasters picked that the FAR for TLAPS_PT375 was higher than for TXLAPS_PT375. Also that TXLAPS_PT375 missed rain events to a greater extent thanTLAPS_PT375, but that this was mainly when the rain was light. 

 

 

Table 6: Average Australian statistics 00hrs-24hrs 15th November 2004 to 14th February 2005

 

TLAPS_PT375

TXLAPS_PT375

Rain Area (km2)

1263

1274

Mean Absolute Error (mm/day)

1.92

1.81

Probability of Detection

0.74

0.72

False Alarm Ration

0.44

0.36

Hanssen & Kuipers Score

0.58

0.62

Equitable Threat Score

0.35

0.41

 

Figure 7: Time Series statistics 00hrs-24hrs (All Australia averages) 15th November 2004 to 14th February 2005

Figure 8: Darwin time series 24hr Rainfall (mm/day) – 15th Nov 2004 to 14th February 2005

Figure 8 shows a time series of observed, TLAPS_PT375 and TXLAPS_PT375 Darwin 24hour rainfall data. During the first month of the time series, when the rainfall totals were lower than later in the period, there was a far greater coincidence between the observed and the 00hour-24hours and 24hours-48hours TXLAPS_PT375 forecasts than for the TLAPS_PT375 forecasts.  Both models missed the start of the rain event on 11th  -12th Jan and continued to forecast rain after the event had finished.  The 24-48hour TLAPS_PT375 forecast over estimated the rainfall from the 4th-6th  February event to a greater extent than TXLAPS_PT375.

 

 

Product Availability

The move from TLAPS_PT375 to TXLAPS_PT375 should be transparent to most, apart from the change in labelling from TLAPS to TXLAPS.  A number of full domain charts are on the Bureau's external web.

There is an extra suite of charts covering the central South Pacific. These new charts are available on the Bureau's RSMC external web page.

Email Joan Fernon (J.Fernon@bom.gov.au) for more information.

 

 

DIFACS

There are no changes to the difacs suite of charts. Those charts that were TLAPS_PT375 are now TXLAPS_PT375 charts.

Any requests concerning DIFACS should be sent by email to: difacs@bom.gov.au

Real-Time Database (rtdb)

Sigma and pressure level data from TXLAPS_PT375 is written to the real time database (rtdb) during each model run. Forecast fields out to +72 hours are available for the full domain, in 6 hourly intervals. The database currently holds TXLAPS_PT375 model fields for the last 8 days and analysis fields for the past 32days.

Currently TXLAPS_PT375 runs on a 420x250 horizontal grid and on 29 sigma levels in the vertical. However due resource limitations (both in terms of CPU power and disc storage), the multi-level fields are put into NMOC's real time data base (rtdb3) at a coarser horizontal resolution of 210x125 and only a small number of single level-fields are available in rtdb3 at the full horizontal resolution of 420x250. Tables 7a and 7b show the TXLAPS_PT375 fields which are available through rtdb3.

Table 7a:       Coarse resolution TXLAPS_PT375 fields in the NMOC rtdb
Horizontal Resolution 210x125 lat-lon grid
Vertical Resolution 29 sigma levels (sgma_lvl), as shown in table 2.
12 pressure levels (isbr_lvl):   1000, 950, 900, 850, 700, 500, 400, 300, 250, 200, 150, 100 hPa
(Note: Dew point temperatures, Mixing Ratio and Relative Humidity are only ingested to 300hpa.)
Temporal Resolution 6-hourly from 00 to +72 (at 00 and 12UTC)
FIELD
(Common Name)
  FIELD
(rtdb Name)
surface
  isbr_lvl
  sgma_lvl
UNITS
air temperature air_temp
Yes
Yes
Yes
K
wind u-component wnd_ucmp
Yes
Yes
Yes
m s-1
wind v-component wnd_vcmp
Yes
Yes
Yes
m s-1
wind speed wnd_spd
No
Yes
No
m s-1
pressure pres
Yes
(and MSL)
No
No
pa
precipitation prcp
Yes
No
No
mm
geopotential height geop_ht
No
Yes
Yes
m
mixing ratio mix_rat
No
Yes
Yes
kg kg-1
vertical velocity omega
No
Yes
Yes
pa s-1
dew point temperature dwpt
No
Yes
No
K
vorticity vor
No
Yes
No
s-1
relative humidity rel_hum
No
Yes
No
%
total-totals index tot_tot
Yes
No
No
-
topography topg
Yes
No
No
m

.

Table 7b:       Full resolution TXLAPS_PT375 fields in the NMOC rtdb.
Horizontal Resolution 420x250 lat-lon grid
Vertical Resolution