eventPOT function

Event identification (using a peak over threshold algorithm)

Event identification (using a peak over threshold algorithm)

Identify events using a specified threshold value over which an event is considered to have occurred.

eventPOT(data, threshold = 0, min.diff = 1, out.style = "summary")

Arguments

  • data: A data vector
  • threshold: Value above which an event is considered to have occurred
  • min.diff: Spacing required for two events to be considered separate
  • out.style: The type of output (currently either "summary" or "none")

Returns

By default, the out.style returns the indices of the maximum in each event, as well as the value of the maximum and the sum of the data in each event, alongside the start and end of the events. Otherwise just the indices of start and end of events as a two column dataframe are returned.

Details

The threshold can be thought of a value below which the data are considered to be "zero". The min.diff can be viewed as the minimum spacing for event independence.

Examples

# Example using streamflow data bf = baseflowB(dataBassRiver, alpha = 0.925) qf = dataBassRiver - bf$bf events = eventPOT(qf) plotEvents(qf, dates = NULL, events = events, type = "lineover", main = "Events (plotted on quickflow)") plotEvents(dataBassRiver, dates = NULL, events = events, type = "lineover", main = "Events (plotted on streamflow)") # Examples using rainfall data events = eventPOT(dataLoch, threshold = 0, min.diff = 1) plotEvents(dataLoch, dates = NULL, events = events, type = "hyet", main = "Rainfall Events (threshold = 0, min.diff = 1)") events = eventPOT(dataLoch, threshold = 2, min.diff = 2) plotEvents(dataLoch, dates = NULL, events = events, type = "hyet", main = "Rainfall Events (threshold = 2, min.diff = 2)")

See Also

calcStats eventBaseflow eventMaxima eventMinima