Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Mass-ighted mean diameter D m  is explicitly estimated in the GPM/DPR algorithms. The spatial and temporal variations of D m  are analyzed by fixing the range of precipitation rates R. Generally, D m  is higher over land than over ocean. In India, the seasonal variation in D m  is shown. Such spatial and temporal variations are clearly seen for heavy precipitation. Compared with the TRMM/PR algorithm, KuPR algorithm shows smaller D m  for heavy precipitation. It may be caused by the setting of upper limit of D m  as 3.0 mm in the latest GPM/DPR algorithms. For ak precipitation, D m  does not change significant variations in the single-frequency algorithms, but it shows spatial and temporal variations in dual-frequency algorithms.
['Shinta Seto', 'Tatsuya Shimozuma', 'Toshio Iguchi', 'Toshiaki Kozu']
I am writing a research paper on a idea Spatial and temporal variations of mass-weighted mean diameter estimated by GPM/DPR
[{"from": "human", "value": "I am writing a research paper on a idea Spatial and temporal variations of mass-weighted mean diameter estimated by GPM/DPR"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Mass-ighted mean diameter D m  is explicitly estimated in the GPM/DPR algorithms. The spatial and temporal variations of D m  are analyzed by fixing the range of precipitation rates R. Generally, D m  is higher over land than over ocean. In India, the seasonal variation in D m  is shown. Such spatial and temporal variations are clearly seen for heavy precipitation. Compared with the TRMM/PR algorithm, KuPR algorithm shows smaller D m  for heavy precipitation. It may be caused by the setting of upper limit of D m  as 3.0 mm in the latest GPM/DPR algorithms. For ak precipitation, D m  does not change significant variations in the single-frequency algorithms, but it shows spatial and temporal variations in dual-frequency algorithms."}]