Answer:
R = 0.52 in/h
Explanation:
The rainfall rate (R) can be calculated using the Marshall-Palmer equation:
[tex] R = (\frac{10^{\frac{dBZ}{10}}}{200})^{\frac{5}{8}} [/tex] (1)
The dBZ given is equal to 41, so introducing this valor into the equation (1) we can find the rainfall rate:
[tex] R = (\frac{10^{\frac{41}{10}}}{200})^{\frac{5}{8}} = 13.32 mm/h = 0.52 in/h [/tex]
Therefore, the rainfall rate corresponding to an echo of 41 dBZ is 0.52 in/h.
I hope it helps you!
Answer:R = 0.52 in/h
Explanation:
The rainfall rate (R) can be calculated using the Marshall-Palmer equation:
(1)
The dBZ given is equal to 41, so introducing this valor into the equation (1) we can find the rainfall rate:
Therefore, the rainfall rate corresponding to an echo of 41 dBZ is 0.52 in/h
