ATSC5210 Kyoko Taniguchi Precipitation Climatology Precipitation is the main concern of people when they talk about the weather. Precipitation affects people’s activities in so many ways in fact. Draughts damage agricultural products, which leads to food shortage. On the other hand, a concentrated heavy rain causes disasters, such as flash floods and land sliding. To minimize the damages from precipitation-related disasters, understanding the precipitation processes is necessary. Fig. 1 is the annual mean precipitation of the U.S. The pattern is influenced more by topography than by latitude. Also, more precipitation is observed over the regions that are close to oceans. In other words, the ocean-land relationship plays an important role in precipitations over the U.S. However, those are not the only factors of precipitation. Since precipitation is part of the hydrological cycle, the temporal variation influences precipitation pattern. In fact, an inverse relationship is found between the Himalayan snow depth at the end of May and summer monsoon precipitation amount in India (Zhu et al, 2005). Interestingly, this kind of relationship over the U.S. is not as clear as over the Himalaya-India region. Therefore, various factors impact the precipitation pattern, and the monitoring is essential to understand this pattern. Figure 1: The average annual precipitation over the United States of America (Edlund, 2005). There are several methods to monitor precipitation, but they can be classified into two categories: the ground based observation and the remote sensing observation. The ground based observation has been operated for more than 100 years. One of the common instruments to measure rain is the rain gauge. The rain gauge can be found in various fashions, but the basic mechanism is a tipping bucket. As precipitation fills up the bucket, the bucket would tip over to empty it. The gauge counts the tipping to estimate the rain amount and rain rate for the location. However, all instruments contain errors, and the rain gauge is not an exception. The errors can be significant for heavier rain due to the amount 1 of rain and the capacity of the bucket of the rain gauges. Conversely, light precipitation can cause error due to evaporation. This is also a main concern for snow measurement since some of the instruments melt snow to measure the water equivalent amount, and it causes some of water to evaporate. Also, wind and turbulence lead to some measurement errors, especially for snow. Even so, the data is considered as more reliable because the measurements are taken directly. This observation system is distributed not only over the land, but also over the oceans. Unfortunately, the distribution is highly heterogeneous, especially over the oceans. To improve the coverage of oceans, some instruments are developed, and Automotive Temperature Line Acquisition System, ATLAS, is one example (Serra et al, 2001). ATLAS is a self-siphoning rain gauge that built on a buoy, and obtains daily mean precipitation as well as other meteorological measurements, such as temperature, relative humidity etc. Although ATLAS is certainly collecting valuable information, the surface observation network is not dense enough to achieve precipitation climatology. To fill the gap, the remote sensing method is employed. The biggest advantage of the remote sensing method is the vast area coverage. Within the remote sensing methods, two approaches can be made. One is direct measurement, such as radar. In the direct measurement, an instrument detects signals from the hydrometeors, such as raindrops and snowflakes. Radar is an active remote sensing system, so it measures the backscattering from the hydrometeors. Even though some hydrometeors are detected better than others, radar provides fairly good monitoring. Especially the radar facilities over the U.S. provide fair coverage (Fig.2). Unfortunately, the range is reduced by limitations of the radar, such as the fact that signals detected by radar contain higher noise the farther the hydrometeors are. Therefore, radar is not a way to monitor precipitation over the oceans because radar facilities are mainly located on the ground. Figure 2: Radar coverage over the U.S. (NOAA, 2005a) 2 To overcome the coverage obstacle, satellite data can be used. Microwave (MI) measurement is one example. Since all matter emits MI, MI detection is passive. To estimate the precipitation, hydrometeors’ emission needs to be highlighted from the background. MI calculation is based on Planck’s radiation law (NASA, 2005b). It is a function of temperature and emissivity (NASA, 2005a). Over the ocean, MI emission is nearly constant, and its emissivity is about 0.5. In contrast, raindrops have unity emissivity, so they appear to be warmer over the ocean, which is then easier to treat as background. Therefore, the moist atmosphere seems more outstanding over oceans. Unfortunately, the emission over land varies due to the surface characteristics. Hence, it is relatively harder to identify precipitation over land. Ferraro et al presented algorithms to enhance MI detection over land (2000). The algorithm utilizes brightness temperature (Tb) from several MI channels. With these Tb values, it is possible to detect precipitation over relatively difficult regions, such as snow covered grounds (emissivity of 0.4 to 0.8, roughly) or desert and semi-arid regions (emissivity around 0.95). Also, the scattering index (SI), which is the Tb difference between two channels, can be used to separate two different types of rain system (stratiform and convective) which allows improving accuracy of the estimation. Unfortunately, MI detection requires larger antenna that can be carried only on polar orbiting satellites. Although the Tropical Rainfall Measuring Mission, TRMM, offers more frequent MI images over tropic and sub-tropic regions (NASA, 2005b), data is still poorly sampled in time and space to use global precipitation detection (Fig. 3). Figure 3: Precipitation rate with microwave measurement from NOAA-17 (ascending) (NOAA, 2005b). Notice that time differences exist within the image. 3 Unlike direct measurement, indirect measurement is given by estimated precipitation from probable conditions of precipitation based on observations. In this method, the estimation is less accurate than the direct measurements, but it can provide better temporal samples. One of the accepted algorithms is the GPI (GOES Precipitation Index). As the name indicates, this algorithm uses the IR data from geostationary satellite to obtain the fractional area which satisfies a threshold temperature. With the fractional area, precipitation amount is estimated based on the set rate of 3 mm/hour. GPI is used to estimate the precipitation. However, some studies show that the threshold temperature, 235K, is not suitable for all regions. According to Arkin and Meisner (1987), GPI method works best with 220K as a threshold temperature in extratropic regions while it works fine with 235K in tropics. In addition, Negri and Adler indicated unsuitableness of the GPI method around Japanese islands (1993). This is due to the characteristics of the method. Originally, this method was developed specifically for the tropical oceans. Therefore, the method is most sensitive to convective precipitation. However, frontal system and/or orographic effects also play a role in higher latitudes. Precipitation is a combination of these mechanisms, especially around Japanese islands. As a result, some errors are introduced. In fact, larger errors are observed over land. Hence, the GPI method requires calibrations for various continental area and seasons based on climatology (Kebe et al, 2005). To take advantage of both direct and indirect remote sensing methods, combination precipitation detection is also developed. With radar reflectivity (Z), the Area-Time Integral, ATI, method estimates rain rate based on the Z-R relation: Z = aRb where a and b are coefficients and R is rain rate. Since numerous relations for specific conditions have been established over the last 60 years, a and b can be easily found in the literature (Sauvageot, 1992). This method is now going beyond as it is applied to Geostational satellite data via GPI method (Kebe et al, 2005). In the study, this ATI method is proved to be sensitive enough to detect precipitation even in low annual rainfall regions, i.e. arid climate, as well as tropical climate over both ocean and land. In the Auto-estimator method, radar measurement and other parameters from observation modify GOES data based calculation (Vincente et al, 1998). It delivers reliable real-time products, which are suitable for flash floods prediction. However, this method is not appropriate for long-term precipitation estimation, particularly stratiform cloud systems and wintertime. Another approach is MI measurement to improve GPI, known as NexSat (NexSat, 2005). By co-locating both detection data, GOES data based estimation employs better threshold temperature to estimate precipitation for each location. Hence, the estimation is more locally accurate and still close to real time products can be obtained. This method provides two kinds of products: instantaneous precipitation rate and accumulation amount. The rate product is beneficial to improve the forecast, while the accumulation product is effective not only for hydrological studies, but also for disaster managements. Both are available between 60ºN/S latitude every 3 hours. Products within 40ºN/S latitude are highly especially reliable due to the TRMM coverage. In Global Precipitation Climatology Project, GPCP, several data types are combined to provide mean precipitation of various length periods (Huffman et al, 1997). The estimation from MI data is calculated with different algorithms for ocean and land. 4 Emission estimation is performed over ocean based on the Tb, while scattering estimation is over land with SI. The MI result is combined with GPI estimation of IR GOES to produce multi-satellite (MS) products. With some adjustments, the MS products and gauge data are put together in satellite/gauge (SG) product (Fig.4). The SG products show fair agreement with the climatology, so that complete global coverage with extended data period is awaited. Figure 4: GPCP satellite/gauge Global Precipitation analysis based on data from 1979 to 2002 (NASA, 2005c). As indicated above, every method has advantages and disadvantages. To improve the satellite measurements, Algorithm Intercomparison Projects (AIP) and Precipitation Intercomparison Projects (PIP) series are operated (Smith et al, 1998). Accordingly those studies, the most favorable product is different for each application. To help selecting the product for a specific application, the Climate Rainfall Data Center, CRDC, provides several services online (Berg and Kummerow, 2005). CRDC not only offers the information for individual products, but also allows comparing between the available products because none of the data product can represent the “absolute truth.” Support from product experts is available in order to gain technical knowledge as well. Currently, more improvement has been made to enhance precipitation systems e.g. additional channels, precipitation radar (NASA, 2005b), etc. In addition to the intercomparison projects, the improvements of instruments will polish the precipitation detection and the precipitation climatology. 5 Reference Arkin, P. A. and B. N. Meisner, 1987: The Relationship between Large-Scale Convective Rainfall and Cold Cloud over the Western Hemisphere durinf 1982-84. Mon. Wea. Rev., 115, 51-74. Berg, W. and C. Kummerow, 2005: The Climate rainfall Data Center: an Online Data Service Center. Bull. Amer. Meteor. Soc., 86, 1237-1240. Edlund, E. 2005: Department of Geography of the University of Montana-Missoula: Geography 102 Outline for Monday, March 14th. Accessed: October 19, 2005 http://www2.umt.edu/geograph/edlund/g102/s05globalclimate20.html Ferraro, R. R., F. Weng, N. C. Grody and L. Zhao, 2000: Precipitation Characteristics Over Land from the NOAA-15. J. Geophys. Res., 55, 2669-1536 Huffman, G. J., R. F. Adler, P. Arkin, A. Chang, R. Ferraro, A. Gruber, J. Janowiak, A. McNab, B. Rudolf and U. Schneider, 1997:The Global Precipitation Climatology Project(GPCP) Combined Precipitation Dataset. Bull. Amer. Meteor. Soc., 78, 5-20. Kebe, C. M. F., H. Sauvageot and A. Nzeukou, 2005: The relation between Rainfall and Time-Area Integrals at the Transition from an Arid to an Equatorial Climate. J. Climate, 18, 3806-3819. NASA, 2005a: AMSU-A: Real-Time Images. Accessed: October 19, 2005 http://pmesip.msfc.nasa.gov/amsu/index.phtml?0 NASA, 2005b: TRMM: Tropical Rainfall Measuring Mission. Accessed: October 19, 2005 http://trmm.gsfc.nasa.gov/ NASA, 2005c: Global Precipitation Analysis. Accessed: October 19, 2005 http://precip.gsfc.nasa.gov/index.html Negri, A. J. and R. F. Alder, 1993: An Intercomparison of Three Sattellite Infrared rainfall Techniques over Japan and Surrounding Waters. J. Appl. Meteor., 32, 357-373. NexSat, 2005: Satellite Product Tutorials: Detecting Rainfall.Accessed: October 6, 2005 http://www.nrlmry.navy.mil/nexsat_pages/single/CONUS/focus_regions/Full/Over view/precip/rainrate/Latest.html NOAA, 2005a: NOAA’s National Weather Service: Radar Operations Center. Accessed: October 19, 2005 http://www.roc.noaa.gov/ NOAA, 2005b: Microwave Surface and Precipitation Products System. Accessed: October 19, 2005 http://www.orbit.nesdis.noaa.gov/corp/scsb/mspps/main.html Serra, Y. L., P. A’Hearn, H. P. Freitag and M. J. McPhaden, 2001: ATLAS Self-Siphoning Rain Gauge Error Estimates. J. Atmos. Oceanic Technol., 18, 1989-2002. Sauvageot, H. 1991: Radar Meteorlogy. Artech House, Inc. Norwook, MA, p114-121. Smith, E. A., J. E. Lamm, R. Adler, J. Alishouse, K. Aonashi, E. Barrett, P. Bauer, W. Berg, A. Chang, R. Ferraro, J. Ferriday, S, Goodman, N. Grody, C. Kidd, D. Kniveton, C. Kummerow, G. Liu, F. marzano, A. Mugnai, W. olson, G. Petty, A. Shibata, R. Spencer, F. Wentz, T. Wilheit and E. Zipser, 1998: Results of WetNet PIP-2 Project. J. Atmos. Sci., 55, 1483-1534. Vicente, G., R. A. Scofield and W. P. Menzel, 1998: The Operational GOES Infrared rainfall Estimation Technique. Bull. Amer. Meteor. Soc., 79, 1883-1898. Zhu, C., and D. P. Lettenmaier and T. Cavazos, 2005: Role of Antecedent Land Surface Conditions on North American Monsoon Rainfall Variability. J. Climate., 18, 3104-3121. 6
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