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Article

Cross-Evaluation of Reflectivity from NEXRAD and Global Precipitation Mission during Extreme Weather Events

1
Department of Computer Science and Electronic, Universidad de la Costa, Barranquilla 080002, Colombia
2
Department of Electrical Engineering, University of Puerto Rico at Mayagüez, Mayagüez, PR 00681-9018, USA
3
Department of Industrial Engineering, Universidad Cooperativa de Colombia UCC, Barrancabermeja 687031, Colombia
4
Department of Computer Science, The University of Lahore, Lahore 54000, Pakistan
*
Author to whom correspondence should be addressed.
Sensors 2022, 22(15), 5773; https://doi.org/10.3390/s22155773
Submission received: 15 June 2022 / Revised: 19 July 2022 / Accepted: 21 July 2022 / Published: 2 August 2022
(This article belongs to the Special Issue Rain Sensors)

Abstract

:
During extreme events such as tropical cyclones, the precision of sensors used to sample the meteorological data is vital to feed weather and climate models for storm path forecasting, quantitative precipitation estimation, and other atmospheric parameters. For this reason, periodic data comparison between several sensors used to monitor these phenomena such as ground-based and satellite instruments, must maintain a high degree of correlation in order to issue alerts with an accuracy that allows for timely decision making. This study presents a cross-evaluation of the radar reflectivity from the dual-frequency precipitation radar (DPR) onboard the Global Precipitation Measurement Mission (GPM) and the U.S. National Weather Service (NWS) Next-Generation Radar (NEXRAD) ground-based instrument located in the Caribbean island of Puerto Rico, USA, to determine the correlation degree between these two sensors’ measurements during extreme weather events and normal precipitation events during 2015–2019. GPM at Ku-band and Ka-band and NEXRAD at S-band overlapping scanning regions data of normal precipitation events during 2015–2019, and the spiral rain bands of four extreme weather events, Irma (Category 5 Hurricane), Beryl (Tropical Storm), Dorian (Category 1 hurricane), and Karen (Tropical Storm), were processed using the GPM Ground Validation System (GVS). In both cases, data were classified and analyzed statistically, paying particular attention to variables such as elevation angle mode and precipitation type (stratiform and convective). Given that ground-based radar (GR) has better spatial and temporal resolution, the NEXRAD was used as ground-truth. The results revealed that the correlation coefficient between the data of both instruments during the analyzed extreme weather events was moderate to low; for normal precipitation events, the correlation is lower than that of studies that compared GPM and NEXRAD reflectivity located in other regions of the USA. Only Tropical Storm Karen obtained similar results to other comparative studies in terms of the correlation coefficient. Furthermore, the GR elevation angle and precipitation type have a substantial impact on how well the rain reflectivity correlates between the two sensors. It was found that the Ku-band channel possesses the least bias and variability when compared to the NEXRAD instrument’s reflectivity and should therefore be considered more reliable for future tropical storm tracking and tropical region precipitation estimates in regions with no NEXRAD coverage.

1. Introduction

Hurricanes, or tropical cyclones (TC), are characterized by high-speed winds, heavy precipitation, and low atmospheric pressure, that transform into natural disasters as they reach land [1]. The major devastation occurs as a result of flooding [2,3]; therefore, rainfall estimation is very important for emergency evacuation planning. When a hurricane makes landfall, the most intense precipitation tends to occur in the vicinity of coastlines; predicting this event is a significant operational challenge [4,5]. However, flooding due to precipitation is not limited to coastlines, as seen in recent hurricanes where deadly floods reached well inland.
The storm’s progression and resulting hazard effects on land are often highly uncertain. Since the ensemble of forecasts changes during a TC, the uncertainty becomes dynamic, and it only ends when the storm’s evolution is known completely [6,7]. In order to generate a timely early warning system before and after the severe precipitation event, it is necessary to have instruments with high accuracy for detection, measurement, and tracking of storms [8].
A powerful instrument to monitor severe events such as tropical cyclones is the Global Precipitation Measurement (GPM) mission, an international network of satellites used to provide accurate and timely information. GPM is an international partnership sponsored by NASA and the Japan Aerospace Exploration Agency (JAXA) that launched on 27 February 2014 [9]. This network can provide valuable information needed to monitor the evolution of devastating storms, and helps scientists study their fast-moving and rapidly evolving nature [10]. GPM carries two instruments: a passive microwave radiometer GMI and a dual-frequency precipitation radar (DPR) [11]. The DPR consists of Ku-band (KuPR) and Ka-band (KaPR) radars on the GPM spacecraft bus, which are capable of measuring precipitation simultaneously [12]. These radars operate at frequencies of 13.91 GHz and 35.56 GHz, respectively, and provide a three-dimensional observation of rain with an accurate estimation of rainfall rate. They are co-aligned and provide the same footprint location on the earth of 5 km. KuPR is suitable for heavy rainfall in the tropical region, and KaPR suitable for light rainfall in the higher latitude region [13]. DPR lower and upper thresholds for rain rate measurements are 0.22 and 110.00 mm/h, respectively [14].
Ground-based weather radars, which provide a spatial resolution of 1 km or less, are also used worldwide to detect and analyze rapidly moving severe storms, and to send timely alerts to the community [15]. However, during severe and hazardous weather events, these instruments can be damaged and consequently stop providing valid information; this occurred when Hurricane Maria made landfall in Puerto Rico in 2017 and destroyed the only NEXRAD on the island. Therefore, during severe weather events, it is vital to have redundancy provided by satellite instruments in order to detect and monitor the events, while ensuring the uninterrupted transmission of timely information [16].
When there are several instruments monitoring a weather event in the same region, the information must be consistent between the instruments, especially for large areas where hydrologic applications need information from multiple radar data. This information is susceptible to radar measurement differences in the overlapping zones, due to radar calibration, range effect, or both [16]. In order to mitigate this problem, NASA developed an algorithm to match reflectivity from DPR and NEXRAD over different sampling volumes, and this effort has been of great importance for evaluating and improving algorithm performance [17].
One of the most affected U.S. territories during hurricane season in the Atlantic Ocean is the island of Puerto Rico [18,19]. The most devastating hurricane that has impacted the island was Hurricane Maria in September 2017; however, Hurricane Irma also impacted Puerto Rico during that same month only 10 days earlier. Hurricane Irma was a category 5 hurricane with approximately 175-mile-per-hour winds, and was the strongest observed in the Atlantic in terms of maximum sustained wind [20]. It lasted as a hurricane from 31 August until 11 September, and skirted the northeast region of Puerto Rico on 6 September 2017. This hurricane left more than 1 million people without electricity, some regions without potable water, and damaged roads and communication system infrastructure in Puerto Rico [21].
During Hurricane Irma, the NWS in Puerto Rico used weather satellites and a NEXRAD radar to monitor the severe weather conditions. This radar is located in Cayey (18.12° N, 66.08° W, 886.63 m elevation), is identified as TJUA, and operates at a frequency of 2.7 GHz (S-Band). It has a maximum horizontal range of 462.5 km, and scans the entire island every 6 min with a spatial resolution of 1 km [22].
In 2018, the remnants of Tropical Storm Beryl affected Puerto Rico and the U.S. Virgin Islands on 9 July. Strong winds and heavy rainfall affected Puerto Rico, where the average rainfall ranged from 1 to 6 inches. Several locations reported flash flooding. As a consequence of this tropical storm, at least 24,000 homes and businesses were without electricity, there were several fallen trees, and rivers rose over their banks; however, no injuries were reported [1].
In September 2019, two extreme weather events hit Puerto Rico, Hurricane Dorian in 6 September, and Tropical Storm Karen in 24–25 September. Dorian was the first major hurricane of the 2019 Atlantic hurricane season. Although Dorian was less powerful than Hurricanes Irma and Maria, people from Puerto Rico prepared for the worst since they were still recovering from Maria. Fortunately, Hurricane Dorian’s projected path unexpectedly swerved northward and left only some residents without electricity, and some areas flooded.
Tropical Storm Karen became downgraded to a tropical depression when it hit Puerto Rico. On its way through the island, flooding occurred and power outages affected less than 10% of the total population.
This study presents an evaluation of GPM-DPR rainfall reflectivity against NEXRAD TJUA radar reflectivity during four extreme weather events and during normal precipitation events, in order to determine the degree of correlation between these two instruments. Measurement data from the extreme weather events in 2015–2019 were statistically analyzed, and reflectivity differences were broken down by precipitation type (stratiform and convective) and radar elevation angle, comparing KaPR and KuPR with NEXRAD TJUA separately.
The study results identified that the correlation coefficient between the data of both instruments during the extreme weather events was moderate to low, and for normal precipitation events the correlation is lower than that for other studies that compared GPM and NEXRAD reflectivity located at other sites in the USA.
However, Tropical Storm Karen had a better correlation coefficient for its four angles compared to the other extreme weather events. Likewise, the ground radar elevation angle and precipitation type have a substantial impact on how well the reflectivities match, and Ku-band possesses the least bias and variability when compared to ground radar reflectivity.
Since extreme weather events are frequent in this area, it highlights the importance of periodically conducting comparative studies to ensure consistency between instruments, in order to provide high accuracy information that allows timely decision making.
The structure of this article is as follows: Section 2 presents a literature review of studies that compare matched data from satellite-based radars and ground radars in different regions of the globe. Section 3 describes the methodology, data, and procedures used to carry out the cross-evaluation. Then, Section 4 presents the results and the discussion of the cross-evaluation. Finally, Section 5 shows the conclusions of this research.

2. Literature Review

There have been multiple studies that compared that matched data between satellite-based radars and ground radars in different regions of the globe. The study developed by [23] used space-borne precipitation radar information to quantitatively calibrate ground-based weather radar networks across China. Likewise, researchers from Colorado State University performed ground validation of GPM-DPR observations using an S-band NEXRAD over the Dallas Fort Worth region in Texas, and reported that the reflectivities were well matched. The intercomparison of reflectivity measurements between GPM-DPR and NEXRAD radars carried out by researchers from NASA [24] found that taking samples with narrow temporal gaps helps to reduce sample variability. Likewise, in order to reduce the reflectivity differences among GRs in a similar environment, they suggest applying a bias correction against the DPR. However, more studies are necessary in tropical regions, and it is also necessary to identify possible beam blockages that can affect patterns in the GR intercomparison results from before.
K. R. Morris and M. R. Schwaller from NASA performed a study of the sensitivity of PR-GR measurements for constraints such as range from GR, minimum reflectivity threshold, PR-GR time differences, and other variables. They found that there is a significant difference between PR and GR reflectivities in convective cases, particularly in convective samples from the lower part of the atmosphere [25].
These studies have been deployed all over the world; nevertheless, there are relatively few that have been done for Latin America, especially the Caribbean. I. Arias and V. Chandrasekar performed a cross-validation of GPM with three GR radars from Colombia; two C-band weather radars close to Bogota DC; and another one in San Andres Island (Caribbean Ocean). The results showed that the Colombian radar and GPM observations have a high correlation within 90%, and bias within 1 dBZ [26].

3. Methodology

In order to obtain the matched data between GPM-DPR and NEXRAD during four extreme weather events and during normal precipitation events, the data products available from the GPM ground validation system (GVS) validation network (VN) were used.
The VN performs a direct match-up of DPR and GR data using the geometry-matching algorithm developed by NASA from the GPM terrestrial validation system (GVS) [27].
The algorithm determines the intersection of individual DPR rays with each of the elevation sweeps of the circular scanning ground-based radar, and the data outputs are stored as netCDF files. Due to the randomness of the beam-to-sweep intersections, the horizontal and vertical locations as well as the number of data points in the geometry matching technique are different; moreover, this algorithm allows for the identification of biases between ground observations and satellite recoveries. Figure 1 shows the geometric intersections of DPR gates and GR sweeps at two different elevation angles.
The VN match-up data sets begins on 4 March 2014 (GMI) and 8 March 2014 (DPR, Ka, Ku, DPRGMI), but the matched data with NEXRAD TJUA began in 2015.
In order to select the match-ups, only those gates at or above a specified rain rate or reflectivity threshold are included in the DPR and GR gate averages (variables DPR_dBZ_min, GR_dBZ_min, and rain_min). These results are stored in netCDF variables [9].
NEXRAD TJUA data and GPM Ku-band and Ka-band data for 2015 to 2019, in addition to four extreme weather events that occurred in this same period of time, are compared in terms of reflectivity differences for the first four matching elevation angles for the three scanning modes for the GR, and categorized by precipitation type.
The events for typical cases and for included extreme weather events cases do not surpass the DPR upper threshold sensitivity rain rate of 110.00 mm/h. On average, crossmatching between DPR and GR over NEXRAD TJUA occurs every four days; occasionally, there can be two consecutive days with match data, and up to a week for a match to occur. The average matching duration for GR and DPR is around 40 s, and DPR produces a swath scan every 300 milliseconds. For this reason, DPR is not a good substitute for GR in terms of continuous local weather monitoring; however, it is a useful instrument for GR data calibration and validation, and is also useful in the absence of local GR, as was the case in Puerto Rico after the damages suffered during Hurricane Maria.
GR has multiple scanning modes with different elevation angles, as Figure 2 shows. Between 2015 and 2019, 165 cases with sufficient precipitation were selected for analysis, as well as the four extreme weather events. Table 1 shows the selected elevation angles and their corresponding beam heights.
The algorithm for the files used is V05A version 1.3, and data within 100 km of the GR are used with a minimum threshold of 15 dBZ and a 7-km distance away from the GR.
Each elevation angle is subcategorized by precipitation type, stratiform and convective; then, the bias is calculated, in addition to the variance, mean absolute error (MAE), mean square error (MSE), and root mean square (RMS), in order to determine variability in reflectivity differences under the different categorizations and subcategorizations, number of samples, and Pearson correlation coefficients (CC).

3.1. Extreme Weather Events

3.1.1. Hurricane Irma Data

Hurricane Irma’s eye passed north of Puerto Rico on 6 September by 8 p.m. as a category 5 storm. By 4 a.m. on 7 September, it passed north of the Dominican Republic; consequently, this is a single event comparison between NEXRAD and GPM on 7 September 2017.
Figure 3a presents GOES East satellite image of the Caribbean at the moment when Irma and GPM passed over PR on 7 September 2017; Figure 3b shows the map of Puerto Rico with the ascending orbit of GPM over PR on 7 September 2017.

3.1.2. Tropical Storm Beryl

Hurricane Beryl weakened to a tropical storm on Saturday, 7 July 2018 as it approached islands in the eastern Caribbean. In Puerto Rico, between 9 and 10 July strong winds were reported; moreover, up to 8 inches of rain fell in some areas. Figure 4 shows Tropical Storm Beryl over Puerto Rico.

3.1.3. Hurricane Dorian

In Puerto Rico, along the east and southeast, between the 28th and 29th of August, Hurricane Dorian left rainfall accumulations of between 4 and 6 inches, and generated flash flooding especially across the eastern end of Puerto Rico. Figure 5 shows the closest point between GPM and GR on 29 August at 7:01 pm local time (11:01 UTC).

3.1.4. Tropical Storm Karen

Tropical Storm Karen is the weakest event compared to the other three. Figure 6 shows the image captured by the GPM’s core satellite when it passed over Tropical Storm Karen on 25 September 2019 at 11:16 p.m. The most significant damages were heavy rains that led to flooded roads, flash flood warnings, and hazardous marine conditions.
The cross-evaluation of the four extreme weather events (Irma, Beryl, Dorian, and Karen) follow the same categorization and analysis as the normal weather conditions cases from the previous section; the biases were obtained, along with variances, mean absolute errors (MAE), mean square errors (MSE), root mean square (RMS), and the correlation coefficients for each GR elevation angle and subcategorized by precipitation type.

4. Results and Discussion

Data were analyzed and classified into normal weather conditions, which were the data for 2015–2019 along with the four included extreme weather cases. Likewise, the results were subcategorized by precipitation type for both cases, and calculated for bias, variance, mean absolute error (MAE), mean square error (MSE), root mean square (RMS), and the correlation coefficient between KuPR vs. NEXRAD TJUA and between KaPR vs. NEXRAD TJUA.

4.1. Normal Weather Conditions

Table 2 shows the statistical results for normal weather conditions.

4.1.1. Angle 1 (0.4843°)

Figure 7, Figure 8, Figure 9 and Figure 10 represent the scatter density plots for this case for GR angle 1 elevation and the precipitation type.
According to the statistical results for GR elevation angle 1 (0.4843°) for normal weather conditions, 77.5% of the samples correspond to convective precipitation, 22.5% correspond to stratiform, and around 0.16% of the samples are categorized as other (their precipitation types do not correspond to stratiform or convective). The means for KuPR and KaPR show that there is better matching with GR data during stratiform precipitation. However, the variance from KuPR is slightly more significant than KaPR. For both convective and stratiform precipitation, KuPR has better matching with GR data, as can be compared with the scatter plots of Figure 8 and Figure 10.

4.1.2. Angle 2 (1.45°)

Figure 11, Figure 12, Figure 13 and Figure 14 represent the scatter density plots for this case for GR angle 2 elevation and the precipitation type.
For angle 2, the composition of the precipitation type is around 30% stratiform, 69.6% convective, and 0.4% classified as other. The mean reflectivity difference for angle 2 has the same behavior as angle 1, where KuPR has better matching for convective and stratiform precipitation, although the mean reflectivity difference is lower for angle 1. Likewise, for angle 2 the KuPR variance is more significant than it is for KaPR. Figure 12 and Figure 14 illustrate that KuPR has better matching for convective and stratiform precipitation.

4.1.3. Angle 3 (2.4219°)

Figure 15, Figure 16, Figure 17 and Figure 18 represent the scatter density plots for this case for GR angle 3 elevation and the precipitation type.
The composition of the precipitation type for angle 3 is around 37.76% stratiform, 60.81% convective, and approximately 0.14% is classified as other. For GR angle 3, KuPR has better matching for convective and stratiform precipitation, as shown in Figure 16 and Figure 18. Likewise, the variance is lower in KuPR for stratiform precipitation than it is for KaPR; however, for convective precipitation it is the opposite, where KaPR has lower variance.

4.1.4. Angle 4 (3.125°)

Figure 19, Figure 20, Figure 21 and Figure 22 represent the scatter density plots for this case for GR angle 4 elevation and the precipitation type.
Finally, for normal weather conditions, the composition of the precipitation type for angle 4 is around 42.54% stratiform, 53.71% convective, and approximately 3.75% classified as other. The mean reflectivity difference from angle 4 shows that KuPR has better correspondence with GR and lower variance than KaPR. For this angle, the stratiform precipitation data are biased to GPM.

4.2. Extreme Weather Conditions

This section presents the statistical results of the four extreme weather events, Hurricane Irma, Tropical Strom Beryl, Hurricane Dorian, and Tropical Storm Karen.

4.2.1. Hurricane Irma

Table 3 shows the statistical results for Hurricane Irma comparing the elevations angles and the precipitation type.
For GR angle 1 (0.4843°) during Hurricane Irma, the precipitation type samples are 44.58% stratiform and 55.42% convective, with no precipitation classified as other. Comparing the biases for KuPR and KaPR, they are marginally better for convective precipitation, while the variance for convective is less than half the values obtained for the stratiform types. All precipitation types in angle 1 are also biased toward the GR; in addition, convective type precipitation for Hurricane Irma has the best CC of all the elevation angles.
For GR elevation angle 2 (1.31°) for both Ku and Ka, the precipitation type samples are 41.24% stratiform and 58.76% convective. In terms of the variance, angle 2 shows the same behavior as angle 1, with the convective precipitation type being less than half the values obtained for the stratiform types; in addition, angle 2 is biased toward GR. The bias was better for the stratiform types, with Ka having less bias.
The statistical results for GR elevation angle 3 (2.42°) for both Ku and Ka show that the precipitation type samples are 37.97% stratiform and 62.03% convective, with no precipitation classified as other. In terms of the bias, the behavior of angle 3 is similar to that of angle 2, in which Ka stratiform type has the least bias, followed by Ku convective; however, only Ku convective type has a low variance compared to the other cases. All precipitation types are biased toward GR.
For GR elevation angle 4 (3.125°) for both Ku and Ka, the precipitation type samples are 38.24% stratiform and 61.76% convective, with no precipitation classified as other. In terms of the bias, the behavior is similar to that for angle 3; Ka stratiform type has the least bias followed by Ku convective, with Ku convective type having the lowest variance compared to the other cases. Overall, the bias values are worse for angle 4 than they are for angle 3, and they are also all biased toward GR.

4.2.2. Tropical Storm Beryl

Table 4 presents the statistical results for Tropical Storm Beryl.
For GR angle 1 (0.4843°) during Beryl, the precipitation type samples are 30% stratiform and 67% convective, with 3% classified as other. As in the Hurricane Irma case, the bias for KuPR and KaPR are better for convective precipitation. Likewise, convective type precipitation has better CC than stratiform type, and it is also biased toward the GR [23].
For GR elevation angle 2 (1.31°) for both Ku and Ka, the precipitation type samples are 35% stratiform, 64% convective, and 1% for other types. Considering the bias, angle 2 is biased toward GR. For this angle, the bias was better for the stratiform types, with the bias for Ka being less, similar to the case for Hurricane Irma.
For the results of elevation angle 3 (2.42°), the precipitation type sample distributions are 36% stratiform and 61% convective, with 3% classified as other types. In terms of the bias, angle 3 is similar to angle 2 in which Ka stratiform type has the least bias followed by Ku convective,
For GR elevation angle 4 (3.125°), the precipitation type samples are 34% stratiform, 56% convective, and 8% classified as other, for Ku. For Ka, precipitation type samples are 34% stratiform, 62% convective, and 4% classified as other. In this angle, Ka stratiform type has the least bias, followed by Ku convective; Ku convective type has the lowest variance compared to the other cases.

4.2.3. Hurricane Dorian

Table 5 presents the statistical results for Hurricane Dorian.
For GR angle 1 (0.4843°) during Hurricane Dorian, the precipitation type samples are 39% stratiform and 61% convective, with no precipitation classified as other. The results for this angle are similar to those for Hurricane Irma and Tropical Storm Beryl, in that both precipitation types are biased toward the GR, and the convective type precipitation has a better CC than stratiform type.
Similarly, angle 2 is biased toward GR like angle 1, but the bias was better for the stratiform types. For both Ku and Ka, the precipitation type samples are 44.26% stratiform and 58.76% convective.
The statistical results of GR elevation angle 3 (2.42°) show that for both Ku and Ka, the precipitation type samples are 37.97% stratiform and 55.73% convective, with no precipitation classified as other. In terms of the bias, Ka stratiform type has the least bias followed by Ku convective; however, only Ku convective type has a low variance compared to the other cases.
For GR elevation angle 4 (3.125°) for both Ku and Ka, the precipitation type samples are 59% stratiform and 41% convective, with no precipitation classified as other. The variance is high for the four angles, but angle 4 presents a lower variance for the convective precipitation. Likewise, the correlation coefficients are low, where KaPR has worse results, especially for angle 4.

4.2.4. Tropical Storm Karen

Table 6 shows the statistical results for Tropical Storm Karen.
Tropical storm Karen is the weakest of the previous extreme events, and unlike the others with similar behaviors for the first three angles, the results obtained for this event are different. The first place for the convective type of KuPR in all four angles is biased to GPM. On the other hand, for stratiform precipitation, angles 1 and 2 of KuPR are biased to GR, while angles 3 and 4 are biased to GPM. Considering the CCs for angles 1 and 2, the CCs are higher for KuPR; however, for angles 3 and 4 the CCs are slightly better for KaPR.
Comparing the results of normal weather cases with the four extreme weather events, there is better correspondence in the results obtained for cases between 2015 and 2019, this in part due to the fact that there are many more samples. According to the statistical analysis and scatter density plots, for normal weather cases the reflectivity difference for every case is biased toward the GR except for angle 4 Ku-band and the stratiform case. Likewise, Ku-band has the best matching in every case for the stratiform and convective cases. For the Hurricane Irma case, the mean reflectivity difference is biased toward the GR (negative bias) for each elevation angle of the GR, and also for each GPM band. The first elevation angles (0.48 and 1.31 degrees) show better matching than the values obtained for angles 3 and 4 (2.42 and 3.125 degrees) in terms of the mean reflectivity difference and variance.
Concerning the precipitation type, convective precipitation shows less variability compared to the stratiform precipitation in Ku-band and Ka-band. For the elevation angle, Ku-band shows substantially less variability in the higher elevation angles when compared to Ka-band. On the other hand, during normal weather conditions, an elevation angle for GR of around 3.39 degrees gives the best matching in terms of bias, variability, and CC; for the case of Hurricane Irma, an elevation angle of 0.48 degrees offers better results.
Of significance is that Hurricane Irma, Tropical Storm Beryl, and Hurricane Dorian showed lower biases and variances for precipitation classified as convective when compared to stratiform for DPR-Ku; likewise, most cases exceeded 5 dBZ and were highly variable except for convective type precipitation. For the cases in 2015–2019, stratiform precipitation generally showed lower values of bias than the convective type.
Regarding the correlation coefficient (CC), for normal weather cases and stratiform precipitation, the CCs for KuPR are between 0.67 and 0.70, and for KaPR they are 0.57–0.70. Likewise, for convective precipitation, the CCs for KuPR are 0.69–0.70 and for KaPR they are 0.67–0.72. These CCs are much lower compared to the results obtained in the study carried out by [20], which quantitatively compared GPM’s observations of reflectivity with instantaneous rainfall products of five NEXRAD ground radars located in the southeastern plains of the U.S.A. Table 7 shows the correlation coefficients obtained by [20] classified into precipitation type.
For the Hurricane Irma case, the CCs for stratiform precipitation are between 0.4765 and 0.5174 for KuPR and between 0.4880 and 0.5807 for KaPR. For convective precipitation, the CCs for KuPR range from 0.4941 to 0.8169 and for KaPR the CCs are 0.4936–0.8200, where the higher values are from angle 1.
The CC range for Tropical Storm Beryl related to stratiform precipitation is between 0.417 and 0.584 for KuPR, and 0.416–0.494 for KaPR. For convective precipitation, the CCs are significantly higher than those for stratiform type, since the CCs for KuPR range from 0.79 to 0.87, while for KaPR they are 0.76–0.86, where the higher values are from angle 1.
On the other hand, Hurricane Dorian exhibited similar behavior to Hurricane Irma. The CCs for stratiform precipitation are between 0.53 and 0.68 for KuPR, and between 0.52 and 0.67 for KaPR; these values are slightly better than those for Hurricane Irma. For convective precipitation, the CCs for KuPR range from 0.40 to 0.55, and for KaPR are from 0.34 to 0.54; they are significantly lower than the corresponding CCs for Hurricane Irma and Tropical Storm Beryl.
Finally, the CCs for Tropical Storm Karen are the greatest of the four extreme weather events for both cases, stratiform and convective precipitation types. The CCs for stratiform precipitation are between 0.86 and 0.90 for KuPR, and between 0.79 and 0.94 for KaPR; these values are slightly better than those corresponding to Hurricane Irma. For convective precipitation, the CCs for KuPR range from 0.87 to 0.93, and for KaPR are from 0.88 to 0.94.
These results indicate that it is necessary to apply corrective algorithms in order to improve the calibration of the GR located in Puerto Rico, and to increase the correlation of the data between GR and GPM. As the event becomes more extreme, the correlation coefficient decreases. Implementing corrective algorithms is a necessary action, considering that the GR is the main instrument used by the government of this country to design forecasts and issue alerts to the community.

5. Conclusions

This study performed a cross-evaluation of reflectivity from GPM-DPRs for both Ku- and Ka-band against the ground-based radar NEXRAD located in Puerto Rico (TJUA), for two cases: during normal weather precipitation events and during four extreme weather events.
Data from TJUA in 2015–2019 (normal precipitation cases) and from the extreme weather events were compared in terms of biases and correlation coefficients, and used the first four matching elevation angles for the three scanning modes of the GR, and subsequently categorized by the type of precipitation (stratiform and convective).
The statistical analysis shows that Ku-band possesses the least bias and variability when compared to ground radar reflectivity; for this reason, DPR-Ku is better suited for reflectivity measurements in normal to moderate weather conditions in the Caribbean Region close to Puerto Rico.
Furthermore, the results showed that the elevation angle of the GR has a strong impact in how well the reflectivities match. Likewise, an elevation angle of 3.39 degrees was determined as the best to use for DPR-Ku in normal weather conditions, while for a severe event such as Hurricane Irma, a lower elevation angle such as 0.4843 degrees has the best matching for DPR-Ku and Ka.
The precipitation type also has a significant impact on how well matched the GR and DPR data are. For normal weather precipitation conditions, the stratiform type is statistically better for every GR elevation angle in comparison to the convective type. Similarly, when there are a lower number of convective types samples, the matching is improved, as is the case when the GR elevation angle is higher. Similarly, for Hurricane Irma, Tropical Storm Beryl, and Hurricane Dorian, the precipitation type also had a substantial impact on DPR-GR matching, with a lower GR elevation angle and convective type offering the best match.
However, in terms of the correlation coefficients for both cases, normal weather precipitation conditions and three of the extreme events (Hurricane Irma, Tropical Strom Beryl, and Hurricane Dorian), the results are lower than those from other studies that compared GPM-DPR observations with different NEXRAD locations in the U.S.A; therefore, it is necessary to apply corrective algorithms in order to improve the calibration of the GR located in Puerto Rico. It is necessary to increase the correlation of the data between GR and GPM so that they can provide accurate information for both rain events under normal conditions, and for severe events such as during tropical cyclones.

Author Contributions

Formal analysis, M.A.-C.; Funding acquisition, A.M.; Investigation, M.A.-C., R.Z.-M. and S.A.B.; Methodology, A.M. All authors have read and agreed to the published version of the manuscript.

Funding

The APC was funded by Universidad Cooperativa de Colombia (Barrancabermeja, Colombia).

Institutional Review Board Statement

Not applicable.

Informed Consent Statement

Not applicable.

Conflicts of Interest

The authors declare no conflict of interest.

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Figure 1. GPM-DPR and ground radar geometric matching.
Figure 1. GPM-DPR and ground radar geometric matching.
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Figure 2. NEXRAD elevation angle scanning modes of operation for (a) seven elevations, (b) eight elevations and (c) nine elevations.
Figure 2. NEXRAD elevation angle scanning modes of operation for (a) seven elevations, (b) eight elevations and (c) nine elevations.
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Figure 3. (a) GOES East satellite (7 September 2017); (b) map of Puerto Rico (7 September 2017).
Figure 3. (a) GOES East satellite (7 September 2017); (b) map of Puerto Rico (7 September 2017).
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Figure 4. Tropical Storm Beryl over Puerto Rico [28].
Figure 4. Tropical Storm Beryl over Puerto Rico [28].
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Figure 5. Hurricane Dorian over Puerto Rico [29].
Figure 5. Hurricane Dorian over Puerto Rico [29].
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Figure 6. Tropical Storm Karen [30].
Figure 6. Tropical Storm Karen [30].
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Figure 7. GPM-Ka vs. NEXRAD TJUA for stratiform precipitation (angle 1).
Figure 7. GPM-Ka vs. NEXRAD TJUA for stratiform precipitation (angle 1).
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Figure 8. GPM-Ku vs. NEXRAD TJUA for stratiform precipitation (angle 1).
Figure 8. GPM-Ku vs. NEXRAD TJUA for stratiform precipitation (angle 1).
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Figure 9. GPM-Ka vs. NEXRAD TJUA for convective precipitation (angle 1).
Figure 9. GPM-Ka vs. NEXRAD TJUA for convective precipitation (angle 1).
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Figure 10. GPM-Ku vs. NEXRAD TJUA for convective precipitation (angle 1).
Figure 10. GPM-Ku vs. NEXRAD TJUA for convective precipitation (angle 1).
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Figure 11. GPM-Ka vs. NEXRAD TJUA for stratiform precipitation (angle 2).
Figure 11. GPM-Ka vs. NEXRAD TJUA for stratiform precipitation (angle 2).
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Figure 12. GPM-Ku vs. NEXRAD TJUA for stratiform precipitation (angle 2).
Figure 12. GPM-Ku vs. NEXRAD TJUA for stratiform precipitation (angle 2).
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Figure 13. GPM-Ka vs. NEXRAD TJUA for convective precipitation (angle 2).
Figure 13. GPM-Ka vs. NEXRAD TJUA for convective precipitation (angle 2).
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Figure 14. GPM-Ku vs. NEXRAD TJUA for convective precipitation (angle 2).
Figure 14. GPM-Ku vs. NEXRAD TJUA for convective precipitation (angle 2).
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Figure 15. GPM-Ka vs. NEXRAD TJUA for stratiform precipitation (angle 3).
Figure 15. GPM-Ka vs. NEXRAD TJUA for stratiform precipitation (angle 3).
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Figure 16. GPM-Ku vs. NEXRAD TJUA for stratiform precipitation (angle 3).
Figure 16. GPM-Ku vs. NEXRAD TJUA for stratiform precipitation (angle 3).
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Figure 17. GPM-Ka vs. NEXRAD TJUA for convective precipitation (angle 3).
Figure 17. GPM-Ka vs. NEXRAD TJUA for convective precipitation (angle 3).
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Figure 18. GPM-Ku vs. NEXRAD TJUA for convective precipitation (angle 3).
Figure 18. GPM-Ku vs. NEXRAD TJUA for convective precipitation (angle 3).
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Figure 19. GPM-Ka vs. NEXRAD TJUA for stratiform precipitation (angle 4).
Figure 19. GPM-Ka vs. NEXRAD TJUA for stratiform precipitation (angle 4).
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Figure 20. GPM-Ku vs. NEXRAD TJUA for stratiform precipitation (angle 4).
Figure 20. GPM-Ku vs. NEXRAD TJUA for stratiform precipitation (angle 4).
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Figure 21. GPM-Ka vs. NEXRAD TJUA for stratiform precipitation (angle 4).
Figure 21. GPM-Ka vs. NEXRAD TJUA for stratiform precipitation (angle 4).
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Figure 22. GPM-Ku vs. NEXRAD TJUA for convective precipitation (angle 4).
Figure 22. GPM-Ku vs. NEXRAD TJUA for convective precipitation (angle 4).
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Table 1. Elevation angles and their maximum beam heights.
Table 1. Elevation angles and their maximum beam heights.
AngleMaximum Beam Height (Km)
10.48°0.8377
21.31–1.45°2.53
32.42°4.22
43.125–3.39°5.91
Table 2. Statistical results for normal weather conditions.
Table 2. Statistical results for normal weather conditions.
Normal Weather Conditions
KuPRKaPR
AngleStratiformConvectiveStratiformConvective
1Bias−0.792329193−1.928060201−0.8233397−2.147966575
Variance19.0545997333.6557668318.2407864330.70512149
MAE3.1984057974.6985538723.1226854764.571603734
RMS4.4356405436.1127894334.3487420855.942434021
Samples2548481625634828
CC0.7071322460.6955084430.7017848460.690715355
2Bias−0.643999145−1.959468715−0.771038608−2.230547626
Variance19.9541839932.3012089819.1039972929.52500261
MAE3.2241764684.6110032143.1635068154.510469111
RMS4.5124301946.011020834.4375590845.873053157
Samples2895386629093889
CC0.6863109250.729027390.6770088970.724902355
3Bias−0.26332424−1.307805767−1.672383595−2.154162215
Variance19.4833837633.3016921523.5868551731.67090546
MAE3.25474364.6155098134.0006038454.723886572
RMS4.4210615125.9159749235.1356815876.024842945
Samples2808250627762516
CC0.6716541040.7041386870.5700345140.680690284
4Bias−0.26332424−1.307805767−1.852530874−2.493749553
Variance19.4833837633.3016921520.6876032130.70949712
MAE3.25474364.6155098133.8421329014.788769913
RMS4.4210615125.9159749234.9102501756.075513292
Samples2808250623201870
CC0.6716541040.7041386870.5919368830.672371389
Table 3. Statistical results for Hurricane Irma.
Table 3. Statistical results for Hurricane Irma.
KuPRKaPR
AngleStatisticsStratiformConvectiveStratiformConvective
1Bias−2.94313838−2.821463626−2.952524082−2.850856449
Variance47.7981937417.0125289146.0452132816.73380946
samples37463746
CC0.4893505410.8168601840.487986820.819952168
MAE5.5712262233.8599340195.5914672133.824566883
MSE55.1684141924.6033483253.5181465124.49741349
RMS7.427544294.9601762397.3156097844.949486184
2Bias−2.555253983−4.662028296−2.508374166−4.876060921
Variance49.3331315443.5782809947.9294617642.50447784
Samples40574057
CC0.4912668910.6327731290.4901707220.616068108
MAE5.7659490595.7795122725.7257188326.06207774
MSE54.6291261764.5482575853.0231661865.53475535
RMS7.3911518848.0341930267.2817007758.095353936
3Bias−3.442076715−4.692876602−3.55133187−5.081425375
Variance63.0547646355.5303148358.8510814151.8369617
Samples30493049
CC0.476547450.5304482250.4990897490.501101383
MAE6.711359316.6534685216.6840856876.683443537
MSE72.8008312676.420133969.5013367576.59994836
RMS8.5323403158.7418610098.3367461738.752139645
4Bias−3.487401009−4.942844187−4.157013245−5.503968988
Variance52.3561710149.0883357544.435113241.66927182
Samples26422542
CC0.517429350.4941042550.5694394270.49362148
MAE6.2364430796.5769800696.2081484996.529815061
MSE62.5044379272.351274559.9384677970.97082093
RMS7.9059748248.5059552377.7419937868.424418136
Table 4. Statistical results for Tropical Storm Beryl.
Table 4. Statistical results for Tropical Storm Beryl.
KuPRKaPR
AngleStatisticsStratiformConvectiveStratiformConvective
1Bias−4.188757324−1.611068541−4.119752185−2.023071303
Variance29.6915226527.7499527327.9235855827.5691715
Samples30673067
CC0.4174038180.8550865340.4169348350.860353451
MAE4.9951583864.3098672754.8048794434.595677347
MSE46.2474931529.9313161843.9651574531.25050883
RMS6.8005509445.4709520366.6306227055.590215455
2Bias−3.96698755−3.094893278−3.785002589−3.461226754
Variance30.0672991527.4535122228.7051837125.46765433
Samples32593259
CC0.441738250.829124170.4328629250.82865775
MAE4.9182661184.7779796734.66687875.012819953
MSE44.8646862736.5665628642.1343913237.01608981
RMS6.6981106496.0470292596.4911009336.084084961
3Bias−2.309407976−3.509221013−2.604671902−4.84570752
Variance28.4004639927.2820901730.5979024728.18860375
Samples27452746
CC0.5295517940.7936265930.494252880.77078715
MAE4.4906907265.0189282744.6590912436.173538332
MSE32.6819601538.9904536236.2489625451.05668939
RMS5.7168138116.244233636.0207111327.145396377
4Bias−0.975679831−3.669306331−1.153117085−6.505941709
Variance24.8032723311.4919980232.266019815.71218863
Samples22362036
CC0.584870780.8752440050.4555142830.760631905
MAE4.1001572184.2014061614.4693366056.817758348
MSE24.6278019924.6365848131.9823978257.60301647
RMS4.9626406274.9635254415.6552982087.589665109
Table 5. Statistical results for Hurricane Dorian.
Table 5. Statistical results for Hurricane Dorian.
KuPRKaPR
AngleStatisticsStratiformConvectiveStratiformConvective
1Bias−2.38389152−4.20767755−2.304239854−4.658222198
Variance40.1504033668.3831247238.8148375162.83222884
Samples23362336
CC0.5387100590.4733537090.5271995540.443717362
MAE5.1689107737.1171816455.1993987047.266365634
MSE44.0876724384.1881438442.4367571882.7859232
RMS6.639854859.1754097376.5143500969.098677003
2Bias−2.28582089−4.071136222−2.137696407−4.642113489
Variance30.7696653857.1615301330.6719907650.49311839
Samples27342734
CC0.6830524590.5656771870.6799319930.548841922
MAE4.3817234396.1679739394.4378515536.237545939
MSE34.8550252972.0544587934.1057370370.55724432
RMS5.9038144698.4884897835.8400117328.39983597
3Bias−0.990524754−2.85947046−1.592194641−3.820850403
Variance27.4657096756.7086198630.1464805147.42463277
Samples33313431
CC0.6147236210.5520303080.5380290260.5260822
MAE3.9122603455.9068499844.3252239515.536262543
MSE27.6145547363.0558808531.7949030960.49370371
RMS5.2549552557.9407733165.6386969327.777769842
4Bias−0.813496431−1.351946259−1.90059691−3.129214325
Variance22.3656737260.3782968425.9759736554.17977911
Samples36253625
CC0.625588950.4036356260.5233700990.348124607
MAE3.3724454245.8587068183.9999248985.634678345
MSE22.4061814559.7909236528.8666874461.80457024
RMS4.7335168177.7324590955.3727727897.861588277
Table 6. Statistical results for Tropical Storm Karen.
Table 6. Statistical results for Tropical Storm Karen.
KuPRKaPR
AngleStatisticsStratiformConvectiveStratiformConvective
1Bias−1.55565561.706651317−1.806369029−0.793639024
Variance8.6725647538.1068655819.3167396782.46326481
samples71367136
CC0.866735260.9371419320.8375120150.934651891
MAE2.3701267782.5559901662.5272185631.31192202
MSE10.970480310.7943335912.448487063.024703688
RMS3.3121715393.2854731153.5282413561.739167527
2Bias−0.6022979481.480800735−0.815835025−0.150544167
Variance5.8570372976.6407604676.0348620382.335265974
Samples75367536
CC0.9037879030.9309350960.8761594230.946492355
MAE1.8892653152.2230257461.9743236671.189369731
MSE6.1417062858.6490657146.6199839982.293061021
RMS2.4782466152.9409293962.5729329561.514285647
3Bias0.8011191232.871341123−2.1325897640.06831736
Variance6.2420630486.5625967975.6614982344.379294642
Samples84368136
CC0.8744540550.8772794370.8448261520.887496647
MAE2.1266621183.1178114682.5425213711.659194893
MSE6.80954462314.6249022810.13954234.26231483
RMS2.6095104183.8242518593.1842647972.064537437
4Bias2.0929641982.910401053−1.220398197−1.353463411
Variance2.9198757525.2808313454.8851402153.443681709
Samples75367336
CC0.8913352960.890853890.7957306590.908970434
MAE2.3621404773.0952586331.8257788441.951402744
MSE7.26144320913.604575876.3075922475.17988709
RMS2.6947065163.6884381352.5114920362.27593653
Table 7. Correlation coefficients for DPR Ku-band and Ka-band reflectivity vs. NEXRAD S-band reflectivity [20].
Table 7. Correlation coefficients for DPR Ku-band and Ka-band reflectivity vs. NEXRAD S-band reflectivity [20].
Nexrad RadarKuPRKaPR
Stratiform (CC)Convective (CC)Stratiform (CC)Convective (CC)
KFWS (Dallas/Ft. Worth, TX, USA)0.890.880.820.82
KHGX (Houston/Galveston, TX, USA)0.880.890.780.83
KSHV (Shreveport, LA, USA)0.900.850.820.80
KLIX(New Orleans, LA, USA)0.890.840.790.76
KMLB (Melbourne, FL, USA)0.830.860.660.71
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Acosta-Coll, M.; Morales, A.; Zamora-Musa, R.; Butt, S.A. Cross-Evaluation of Reflectivity from NEXRAD and Global Precipitation Mission during Extreme Weather Events. Sensors 2022, 22, 5773. https://doi.org/10.3390/s22155773

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Acosta-Coll M, Morales A, Zamora-Musa R, Butt SA. Cross-Evaluation of Reflectivity from NEXRAD and Global Precipitation Mission during Extreme Weather Events. Sensors. 2022; 22(15):5773. https://doi.org/10.3390/s22155773

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Acosta-Coll, Melisa, Abel Morales, Ronald Zamora-Musa, and Shariq Aziz Butt. 2022. "Cross-Evaluation of Reflectivity from NEXRAD and Global Precipitation Mission during Extreme Weather Events" Sensors 22, no. 15: 5773. https://doi.org/10.3390/s22155773

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