# ---------------------------------------------------------------------------- # This software is in the public domain, furnished "as is", without technical # support, and with no warranty, express or implied, as to its usefulness for # any purpose. # # Haines.py # # Author: dtomalak # ---------------------------------------------------------------------------- ToolType = "numeric" WeatherElementEdited = "Haines" HideTool = 0 #ScreenList = ["Haines"] from numpy import * import SmartScript class Tool (SmartScript.SmartScript): def __init__(self, dbss): SmartScript.SmartScript.__init__(self, dbss) def execute(self, GridTimeRange): "Sets Haines according to selected model" fwModel = self.getObject("FireModel", "ModelType") if fwModel == "NAM12": modelSource = "_D2D_NAM12" elif fwModel == "NAM40": modelSource = "_D2D_NAM40" else: modelSource = "_D2D_GFS40" ############################################ # # Valid Modes are 'Low', 'Mid', or 'High' # ############################################ Mode = 'Low' ## month = time.strftime('%b%d', time.gmtime()) ## monthrun = month + run site = self.getSiteID() ## model = site + modelSource + monthrun model = site + modelSource print("Using " + model + " for Haines Index Calculation") print("Haines time range is: \n" + repr(GridTimeRange)) T950 = self.getGrids(model,"t","MB950",GridTimeRange,noDataError=0) if T950 is None: self.noData() T850 = self.getGrids(model,"t","MB850",GridTimeRange,noDataError=0) if T850 is None: self.noData() T700 = self.getGrids(model,"t","MB700",GridTimeRange,noDataError=0) if T850 is None: self.noData() T500 = self.getGrids(model,"t","MB500",GridTimeRange,noDataError=0) if T850 is None: self.noData() RH850 = self.getGrids(model,"rh","MB850",GridTimeRange,noDataError=0) if RH850 is None: self.noData() RH700 = self.getGrids(model,"rh","MB700",GridTimeRange,noDataError=0) if RH850 is None: self.noData() # # Calculate 850 MB Depressions # Dwpt_Factor_850 = (log(RH850/100.0) + ((17.27 * (T850 - 273.3))/(237.3 + (T850 - 273.31))))/ 17.27 DD850 = T850 - ((Dwpt_Factor_850 * 237.3) / ( 1.0 - Dwpt_Factor_850 ) + 273.3) # # Calculate 700 MB Depressions # Dwpt_Factor_700 = (log(RH700/100.0) + ((17.27 * (T700 - 273.3))/(237.3 + (T700 - 273.31))))/ 17.27 DD700 = T700 - ((Dwpt_Factor_700 * 237.3) / ( 1.0 - Dwpt_Factor_700 ) + 273.3) if Mode.upper() == 'LOW': # find T difference between levels Tdiff = (T950 - T850) # compute A & B terms Aterm = 2 Bterm = 2 Aterm = where(less_equal(Tdiff,3),1,Aterm) Aterm[greater_equal(Tdiff,8)] = 3 Bterm = where(less_equal(DD850,5),1,Bterm) Bterm[greater_equal(DD850,10)] = 3 # compute Haines Haines = Aterm + Bterm return Haines if Mode.upper() == 'MID': # find T difference between levels Tdiff = (T850 - T700) # compute A & B terms Aterm = 2 Bterm = 2 Aterm = where(less_equal(Tdiff,5),1,Aterm) Aterm[greater_equal(Tdiff,11)] = 3 Bterm = where(less_equal(DD850,5),1,Bterm) Bterm[greater_equal(DD850,13)] = 3 # compute Haines Haines = Aterm + Bterm return Haines if Mode.upper() == 'HIGH': # find T difference between levels Tdiff = (T700 - T500) # compute A & B terms Aterm = 2 Bterm = 2 Aterm = where(less_equal(Tdiff,17),1,Aterm) Aterm[greater_equal(Tdiff,22)] = 3 Bterm = where(less_equal(DD700,14),3,Bterm) Bterm[greater_equal(DD700,21)] = 1 # compute Haines Haines = Aterm + Bterm return Haines