1. Long-Term Assessment of the Reflectivity Biases and Wet-Radome Effect Using Collocated Operational S- and C-Band Dual-Polarization Radars.
- Author
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Le Loh, Jui, Chang, Wei-Yu, Hsu, Hsiu-Wei, Lin, Pin-Fang, Chang, Pao-Liang, Teng, Yung-Lin, and Liou, Yu-Chieng
- Subjects
ATTENUATION coefficients ,RADAR meteorology ,RADAR antennas ,RADOMES - Abstract
This study assessed the long-term radar reflectivity ($Z$) biases of collocated S- and C-band dual-polarization radars. The systematic bias, wet-radome effect (WRE), and attenuation effect were investigated. The algorithm of self-consistency utilizes $Z$ , differential reflectivity ($Z_{\mathrm{ dr}}$), and a specific differential phase ($K_{\mathrm{ dp}}$) to estimate the systematic bias and WRE of both radars. Eleven years of disdrometer data in northern Taiwan were used to obtain the self-consistency and $K_{\mathrm{ dp}}$ -based attenuation correction relation coefficients. Subsequently, a series of sensitivity tests were conducted to examine the influence of these coefficients on bias and attenuation corrections. The $K_{\mathrm{ dp}}(Z,Z_{\mathrm{ dr}})$ relationship outperformed that of $K_{\mathrm{ dp}}(Z)$. The $K_{\mathrm{ dp}}(Z,Z_{\mathrm{ dr}})$ relationship with seasonal coefficients and systematic bias-corrected $Z_{\mathrm{ dr}}$ constituted the optimal procedure. The corrected $Z$ of collocated radars was in good agreement, lending further validity to the correction schemes. The results demonstrated that the stable systematic bias values of two radars were −1.89 to −1.14 dB and −2.46 to −1.87 dB. During the WRE period, additional underestimations of $Z$ by nearly 4 and 7 dB were recorded for S- and C-band radars, respectively. The mean value of radar reflectivity near radar ($Z_{\mathrm{ nr}}$) was obtained to identify the WRE period. In this study, an innovative quadratic polynomial fitting equation was proposed to investigate the systematic and WRE biases using $Z_{\mathrm{ nr}}$. Moreover, a pronounced wind intensity dependency of the WRE could be observed in the quadratic polynomial fitting equation. [ABSTRACT FROM AUTHOR]
- Published
- 2022
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