wet_dry

Probability of a wet day following a dry day in the month

The probability is calculated as

P_i(W⁄D)=\frac{days_{W⁄D,i}}{days_{dry,i}}

where $P_i(W⁄D)$ is the probability of a wet day following a dry day in month $i$ , $days_{W⁄D,i}$ is the number of times a wet day followed a dry day in month $i$ for the entire period of record, and $days_{dry,i}$ is the number of dry days in month $i$ during the entire period of record. A dry day is a day with 0 mm of precipitation. A wet day is a day with > 0 mm precipitation.

Last updated 7 months ago

The probability is calculated as

P_i(W⁄D)=\frac{days_{W⁄D,i}}{days_{dry,i}}

where $P_i(W⁄D)$ is the probability of a wet day following a dry day in month $i$ , $days_{W⁄D,i}$ is the number of times a wet day followed a dry day in month $i$ for the entire period of record, and $days_{dry,i}$ is the number of dry days in month $i$ during the entire period of record. A dry day is a day with 0 mm of precipitation. A wet day is a day with > 0 mm precipitation.