[6151] | 1 | """Classes for implementing damage curves and calculating financial damage |
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| 2 | |
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| 3 | Duncan Gray, Ole Nielsen, Jane Sexton, Nick Bartzis |
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| 4 | Geoscience Australia, 2006 |
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| 5 | """ |
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| 6 | import os |
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| 7 | from math import sqrt |
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| 8 | from Scientific.Functions.Interpolation import InterpolatingFunction |
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| 9 | from random import choice |
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| 10 | from types import StringType |
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| 11 | |
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[6304] | 12 | import numpy as num |
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[6151] | 13 | |
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| 14 | |
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| 15 | try: |
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| 16 | import kinds |
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| 17 | except ImportError: |
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| 18 | # Hand-built mockup of the things we need from the kinds package, since it |
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[6304] | 19 | # was recently removed from the standard numeric distro. Some users may |
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[6151] | 20 | # not have it by default. |
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| 21 | class _bunch: |
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| 22 | pass |
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| 23 | |
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| 24 | class _kinds(_bunch): |
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| 25 | default_float_kind = _bunch() |
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| 26 | default_float_kind.MIN = 2.2250738585072014e-308 #smallest +ve number |
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| 27 | default_float_kind.MAX = 1.7976931348623157e+308 |
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| 28 | |
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| 29 | kinds = _kinds() |
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| 30 | |
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| 31 | |
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| 32 | from anuga.utilities.numerical_tools import ensure_numeric |
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| 33 | from anuga.shallow_water.data_manager import Exposure_csv |
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| 34 | from anuga.abstract_2d_finite_volumes.util import file_function |
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| 35 | from anuga.geospatial_data.geospatial_data import ensure_absolute |
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| 36 | from anuga.utilities.numerical_tools import NAN |
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| 37 | from config import epsilon |
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| 38 | depth_epsilon = epsilon |
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| 39 | |
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| 40 | # Change these if the ouput from nexix changes |
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| 41 | SHORE_DIST_LABEL = 'SHORE_DIST' |
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| 42 | WALL_TYPE_LABEL = 'WALL_TYPE' |
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| 43 | STR_VALUE_LABEL = 'STR_VALUE' |
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| 44 | CONT_VALUE_LABEL = 'CONT_VALUE' |
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| 45 | |
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| 46 | def inundation_damage(sww_base_name, exposure_files_in, |
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| 47 | exposure_file_out_marker=None, |
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| 48 | ground_floor_height=0.3, |
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| 49 | overwrite=False, verbose=True, |
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| 50 | use_cache = True): |
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| 51 | """ |
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| 52 | This is the main function for calculating tsunami damage due to |
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| 53 | inundation. It gets the location of structures from the exposure |
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| 54 | file and gets the inundation of these structures from the |
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| 55 | sww file. |
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| 56 | |
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| 57 | It then calculates the damage loss. |
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| 58 | |
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| 59 | Note, structures outside of the sww file get the minimum inundation |
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| 60 | (-ground_floor_height). |
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| 61 | |
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| 62 | These calculations are done over all the sww files with the sww_base_name |
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| 63 | in the specified directory. |
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| 64 | |
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| 65 | exposure_files_in - a file or a list of files to input from |
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| 66 | exposure_file_out_marker - this string will be added to the input file |
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| 67 | name to get the output file name |
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| 68 | """ |
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| 69 | if type(exposure_files_in) == StringType: |
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| 70 | exposure_files_in = [exposure_files_in] |
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| 71 | |
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| 72 | |
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| 73 | for exposure_file_in in exposure_files_in: |
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| 74 | csv = Exposure_csv(exposure_file_in, |
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| 75 | title_check_list=[SHORE_DIST_LABEL,WALL_TYPE_LABEL, |
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| 76 | STR_VALUE_LABEL,CONT_VALUE_LABEL]) |
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| 77 | geospatial = csv.get_location() |
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| 78 | geospatial = ensure_absolute(geospatial) |
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| 79 | max_depths, max_momentums = calc_max_depth_and_momentum(sww_base_name, |
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| 80 | geospatial, |
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| 81 | ground_floor_height=ground_floor_height, |
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| 82 | verbose=verbose, |
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| 83 | use_cache=use_cache) |
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| 84 | edm = EventDamageModel(max_depths, |
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| 85 | csv.get_column(SHORE_DIST_LABEL), |
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| 86 | csv.get_column(WALL_TYPE_LABEL), |
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| 87 | csv.get_column(STR_VALUE_LABEL), |
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| 88 | csv.get_column(CONT_VALUE_LABEL) |
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| 89 | ) |
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| 90 | results_dic = edm.calc_damage_and_costs(verbose_csv=True, |
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| 91 | verbose=verbose) |
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| 92 | for title, value in results_dic.iteritems(): |
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| 93 | csv.set_column(title, value, overwrite=overwrite) |
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| 94 | |
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| 95 | # Save info back to csv file |
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| 96 | if exposure_file_out_marker == None: |
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| 97 | exposure_file_out = exposure_file_in |
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| 98 | else: |
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| 99 | # split off extension, in such a way to deal with more than one '.' in the name of file |
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| 100 | split_name = exposure_file_in.split('.') |
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| 101 | exposure_file_out = '.'.join(split_name[:-1]) + exposure_file_out_marker + \ |
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| 102 | '.' + split_name[-1] |
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| 103 | csv.save(exposure_file_out) |
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| 104 | if verbose: print '\n Augmented building file written to %s \n' %exposure_file_out |
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| 105 | |
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| 106 | def add_depth_and_momentum2csv(sww_base_name, exposure_file_in, |
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| 107 | exposure_file_out=None, |
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| 108 | overwrite=False, verbose=True, |
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| 109 | use_cache = True): |
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| 110 | """ |
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| 111 | Calculate the maximum depth and momemtum in an sww file, for locations |
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| 112 | specified in an csv exposure file. |
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| 113 | |
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| 114 | These calculations are done over all the sww files with the sww_base_name |
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| 115 | in the specified directory. |
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| 116 | """ |
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| 117 | |
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| 118 | csv = Exposure_csv(exposure_file_in) |
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| 119 | geospatial = csv.get_location() |
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| 120 | max_depths, max_momentums = calc_max_depth_and_momentum(sww_base_name, |
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| 121 | geospatial, |
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| 122 | verbose=verbose, |
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| 123 | use_cache=use_cache) |
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| 124 | csv.set_column("MAX INUNDATION DEPTH (m)",max_depths, overwrite=overwrite) |
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| 125 | csv.set_column("MOMENTUM (m^2/s) ",max_momentums, overwrite=overwrite) |
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| 126 | csv.save(exposure_file_out) |
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| 127 | |
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| 128 | def calc_max_depth_and_momentum(sww_base_name, points, |
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| 129 | ground_floor_height=0.0, |
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| 130 | verbose=True, |
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| 131 | use_cache = True): |
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| 132 | """ |
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| 133 | Calculate the maximum inundation height above ground floor for a list |
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| 134 | of locations. |
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| 135 | |
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| 136 | The inundation value is in the range -ground_floor_height to |
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| 137 | overflow errors. |
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| 138 | |
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| 139 | These calculations are done over all the sww files with the sww_base_name |
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| 140 | in the specified directory. |
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| 141 | """ |
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| 142 | quantities = ['stage', 'elevation', 'xmomentum', 'ymomentum'] |
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| 143 | #print "points",points |
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| 144 | points = ensure_absolute(points) |
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| 145 | point_count = len(points) |
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| 146 | |
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| 147 | # initialise the max lists |
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| 148 | max_depths = [-ground_floor_height]*point_count |
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| 149 | max_momentums = [-ground_floor_height]*point_count |
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| 150 | |
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| 151 | # How many sww files are there? |
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| 152 | dir, base = os.path.split(sww_base_name) |
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| 153 | #print "basename_in",basename_in |
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| 154 | if base[-4:] == '.sww': |
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| 155 | base = base[:-4] |
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| 156 | #print "base",base |
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| 157 | if dir == "": dir = "." # Unix compatibility |
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| 158 | dir_ls = os.listdir(dir) |
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| 159 | interate_over = [x for x in dir_ls if base in x and x[-4:] == '.sww'] |
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| 160 | if len(interate_over) == 0: |
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| 161 | msg = 'No files of the base name %s.'\ |
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| 162 | %(sww_base_name) |
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| 163 | raise IOError, msg |
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| 164 | #print "interate_over", interate_over |
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| 165 | from os import sep |
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| 166 | for this_sww_file in interate_over: |
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| 167 | callable_sww = file_function(dir+sep+this_sww_file, |
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| 168 | quantities=quantities, |
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| 169 | interpolation_points=points, |
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| 170 | verbose=verbose, |
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| 171 | use_cache=use_cache) |
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| 172 | |
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| 173 | for point_i, point in enumerate(points): |
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| 174 | for time in callable_sww.get_time(): |
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| 175 | quantity_values = callable_sww(time,point_i) |
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| 176 | |
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| 177 | w = quantity_values[0] |
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| 178 | z = quantity_values[1] |
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| 179 | uh = quantity_values[2] |
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| 180 | vh = quantity_values[3] |
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| 181 | |
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| 182 | # -ground_floor_height is the minimum value. |
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| 183 | depth = w - z - ground_floor_height |
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| 184 | |
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| 185 | if depth > max_depths[point_i]: |
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| 186 | max_depths[point_i] = depth |
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| 187 | if w == NAN or z == NAN or uh == NAN or vh == NAN: |
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| 188 | continue |
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| 189 | momentum = sqrt(uh*uh + vh*vh) |
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| 190 | if momentum > max_momentums[point_i]: |
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| 191 | max_momentums[point_i] = momentum |
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| 192 | return max_depths, max_momentums |
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| 193 | |
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| 194 | class EventDamageModel: |
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| 195 | """ |
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| 196 | Object for working out the damage and cost |
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| 197 | |
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| 198 | """ |
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| 199 | STRUCT_LOSS_TITLE = "STRUCT_LOSS_$"#"Structure Loss ($)" |
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| 200 | CONTENTS_LOSS_TITLE = "CONTENTS_LOSS_$"#"Contents Loss ($)" |
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| 201 | CONTENTS_DAMAGE_TITLE = "CONTENTS_DAMAGE_fraction"#"Contents damaged (fraction)" |
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| 202 | STRUCT_DAMAGE_TITLE = "STRUCT_DAMAGE_fraction" #"Structure damaged (fraction)" |
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| 203 | COLLAPSE_CSV_INFO_TITLE = "COLLAPSE_CSV_INFO"#"Calculation notes" |
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| 204 | MAX_DEPTH_TITLE = "MAX_DEPTH_m" #"Inundation height above ground floor (m)" |
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| 205 | STRUCT_COLLAPSED_TITLE = "STRUCT_COLLAPSED"#"collapsed structure if 1" |
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| 206 | STRUCT_INUNDATED_TITLE = "STRUCT_INUNDATED"#"inundated structure if 1" |
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| 207 | double_brick_damage_array = num.array([[-kinds.default_float_kind.MAX, 0.0], |
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| 208 | [0.0-depth_epsilon, 0.0], |
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| 209 | [0.0,0.016], |
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| 210 | [0.1,0.150], |
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| 211 | [0.3,0.425], |
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| 212 | [0.5,0.449], |
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| 213 | [1.0,0.572], |
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| 214 | [1.5,0.582], |
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| 215 | [2.0,0.587], |
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| 216 | [2.5,0.647], |
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| 217 | [kinds.default_float_kind.MAX,64.7]]) |
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| 218 | double_brick_damage_curve = InterpolatingFunction( \ |
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| 219 | (num.ravel(double_brick_damage_array[:,0:1]),), |
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| 220 | num.ravel(double_brick_damage_array[:,1:])) |
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| 221 | |
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| 222 | brick_veeer_damage_array = num.array([[-kinds.default_float_kind.MAX, 0.0], |
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| 223 | [0.0-depth_epsilon, 0.0], |
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| 224 | [0.0,0.016], |
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| 225 | [0.1,0.169], |
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| 226 | [0.3,0.445], |
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| 227 | [0.5,0.472], |
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| 228 | [1.0,0.618], |
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| 229 | [1.5,0.629], |
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| 230 | [2.0,0.633], |
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| 231 | [2.5,0.694], |
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| 232 | [kinds.default_float_kind.MAX,69.4]]) |
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| 233 | brick_veeer_damage_curve = InterpolatingFunction( \ |
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| 234 | (num.ravel(brick_veeer_damage_array[:,0:1]),), |
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| 235 | num.ravel(brick_veeer_damage_array[:,1:])) |
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| 236 | struct_damage_curve = {'Double Brick':double_brick_damage_curve, |
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| 237 | 'Brick Veneer':brick_veeer_damage_curve} |
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| 238 | default_struct_damage_curve = brick_veeer_damage_curve |
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| 239 | |
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| 240 | contents_damage_array = num.array([[-kinds.default_float_kind.MAX, 0.0], |
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| 241 | [0.0-depth_epsilon, 0.0], |
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| 242 | [0.0,0.013], |
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| 243 | [0.1,0.102], |
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| 244 | [0.3,0.381], |
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| 245 | [0.5,0.500], |
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| 246 | [1.0,0.970], |
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| 247 | [1.5,0.976], |
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| 248 | [2.0,0.986], |
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| 249 | [kinds.default_float_kind.MAX,98.6]]) |
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| 250 | contents_damage_curve = InterpolatingFunction( \ |
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| 251 | (num.ravel(contents_damage_array[:,0:1]),), |
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| 252 | num.ravel(contents_damage_array[:,1:])) |
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| 253 | |
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| 254 | #building collapse probability |
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| 255 | # inundation depth above ground floor, m |
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| 256 | depth_upper_limits = [depth_epsilon, 1.0, 2.0, 3.0, 5.0, |
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| 257 | kinds.default_float_kind.MAX] |
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| 258 | # shore mistance, m |
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| 259 | shore_upper_limits = [125,200,250, kinds.default_float_kind.MAX] |
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| 260 | # Building collapse probability |
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| 261 | collapse_probability = [[0.0, 0.0, 0.0, 0.0], #Code below assumes 0.0 |
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| 262 | [0.05, 0.02, 0.01, 0.0], |
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| 263 | [0.6, 0.3, 0.1, 0.05], |
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| 264 | [0.8, 0.4, 0.25, 0.15], |
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| 265 | [0.95, 0.7, 0.5, 0.3], |
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| 266 | [0.99, 0.9, 0.65, 0.45]] |
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| 267 | |
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| 268 | def __init__(self,max_depths, shore_distances, walls, |
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| 269 | struct_costs, content_costs): |
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| 270 | """ |
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| 271 | max depth is Inundation height above ground floor (m), so |
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| 272 | the ground floor has been taken into account. |
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| 273 | """ |
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| 274 | self.max_depths = [float(x) for x in max_depths] |
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| 275 | self.shore_distances = [float(x) for x in shore_distances] |
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| 276 | self.walls = walls |
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| 277 | self.struct_costs = [float(x) for x in struct_costs] |
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| 278 | self.content_costs = [float(x) for x in content_costs] |
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| 279 | |
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| 280 | self.structure_count = len(self.max_depths) |
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| 281 | #Fixme expand |
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| 282 | assert self.structure_count == len(self.shore_distances) |
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| 283 | assert self.structure_count == len(self.walls) |
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| 284 | assert self.structure_count == len(self.struct_costs) |
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| 285 | assert self.structure_count == len(self.content_costs) |
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| 286 | #assert self.structure_count == len(self.) |
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| 287 | |
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| 288 | def calc_damage_and_costs(self, verbose_csv=False, verbose=False): |
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| 289 | """ |
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| 290 | This is an overall method to calculate the % damage and collapsed |
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| 291 | structures and then the $ loss. |
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| 292 | """ |
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| 293 | self.calc_damage_percentages() |
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| 294 | collapse_probability = self.calc_collapse_probability() |
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| 295 | self._calc_collapse_structures(collapse_probability, |
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| 296 | verbose_csv=verbose_csv) |
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| 297 | self.calc_cost() |
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| 298 | results_dict = {self.STRUCT_LOSS_TITLE:self.struct_loss |
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| 299 | ,self.STRUCT_DAMAGE_TITLE:self.struct_damage |
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| 300 | ,self.CONTENTS_LOSS_TITLE:self.contents_loss |
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| 301 | ,self.CONTENTS_DAMAGE_TITLE:self.contents_damage |
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| 302 | ,self.MAX_DEPTH_TITLE:self.max_depths |
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| 303 | ,self.STRUCT_COLLAPSED_TITLE:self.struct_collapsed |
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| 304 | ,self.STRUCT_INUNDATED_TITLE:self.struct_inundated |
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| 305 | } |
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| 306 | if verbose_csv: |
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| 307 | results_dict[self.COLLAPSE_CSV_INFO_TITLE] = self.collapse_csv_info |
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| 308 | return results_dict |
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| 309 | |
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| 310 | def calc_damage_percentages(self): |
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| 311 | """ |
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| 312 | Using stage curves calc the damage to structures and contents |
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| 313 | """ |
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| 314 | |
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| 315 | # the data being created |
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[6304] | 316 | struct_damage = num.zeros(self.structure_count, num.float) |
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| 317 | contents_damage = num.zeros(self.structure_count, num.float) |
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[6151] | 318 | self.struct_inundated = ['']* self.structure_count |
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| 319 | |
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| 320 | for i,max_depth,shore_distance,wall in map(None, |
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| 321 | range(self.structure_count), |
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| 322 | self.max_depths, |
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| 323 | self.shore_distances, |
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| 324 | self.walls): |
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| 325 | #print "i",i |
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| 326 | #print "max_depth",max_depth |
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| 327 | #print "shore_distance",shore_distance |
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| 328 | #print "wall",wall |
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| 329 | ## WARNING SKIP IF DEPTH < 0.0 |
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| 330 | if 0.0 > max_depth: |
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| 331 | continue |
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| 332 | |
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| 333 | # The definition of inundated is if the max_depth is > 0.0 |
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| 334 | self.struct_inundated[i] = 1.0 |
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| 335 | |
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| 336 | #calc structural damage % |
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| 337 | damage_curve = self.struct_damage_curve.get(wall, |
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| 338 | self.default_struct_damage_curve) |
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| 339 | struct_damage[i] = damage_curve(max_depth) |
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| 340 | contents_damage[i] = self.contents_damage_curve(max_depth) |
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| 341 | |
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| 342 | self.struct_damage = struct_damage |
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| 343 | self.contents_damage = contents_damage |
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| 344 | |
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| 345 | |
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| 346 | def calc_cost(self): |
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| 347 | """ |
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| 348 | Once the damage has been calculated, determine the $ cost. |
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| 349 | """ |
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| 350 | # ensure_numeric does not cut it. |
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| 351 | self.struct_loss = self.struct_damage * \ |
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| 352 | ensure_numeric(self.struct_costs) |
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| 353 | self.contents_loss = self.contents_damage * \ |
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| 354 | ensure_numeric(self.content_costs) |
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| 355 | |
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| 356 | def calc_collapse_probability(self): |
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| 357 | """ |
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| 358 | return a dict of which structures have x probability of collapse. |
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| 359 | key is collapse probability |
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| 360 | value is list of struct indexes with key probability of collapse |
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| 361 | """ |
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| 362 | # I could've done this is the calc_damage_percentages and |
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| 363 | # Just had one loop. |
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| 364 | # But for ease of testing and bug finding I'm seperating the loops. |
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| 365 | # I'm make the outer loop for both of them the same though, |
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| 366 | # so this loop can easily be folded into the other loop. |
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| 367 | |
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| 368 | # dict of which structures have x probability of collapse. |
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| 369 | # key of collapse probability |
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| 370 | # value of list of struct indexes |
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| 371 | struct_coll_prob = {} |
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| 372 | |
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| 373 | for i,max_depth,shore_distance,wall in map(None, |
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| 374 | range(self.structure_count), |
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| 375 | self.max_depths, |
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| 376 | self.shore_distances, |
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| 377 | self.walls): |
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| 378 | #print "i",i |
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| 379 | #print "max_depth",max_depth |
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| 380 | #print "shore_distance",shore_distance |
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| 381 | #print "wall",wall |
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| 382 | # WARNING ASSUMING THE FIRST BIN OF DEPTHS GIVE A ZERO PROBABILITY |
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| 383 | depth_upper_limits = self.depth_upper_limits |
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| 384 | shore_upper_limits = self.shore_upper_limits |
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| 385 | collapse_probability = self.collapse_probability |
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| 386 | if max_depth <= depth_upper_limits[0]: |
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| 387 | continue |
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| 388 | start = 1 |
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| 389 | for i_depth, depth_limit in enumerate(depth_upper_limits[start:]): |
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| 390 | #Have to change i_depth so it indexes into the lists correctly |
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| 391 | i_depth += start |
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| 392 | if max_depth <= depth_limit: |
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| 393 | for i_shore, shore_limit in enumerate(shore_upper_limits): |
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| 394 | if shore_distance <= shore_limit: |
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| 395 | coll_prob = collapse_probability[i_depth][i_shore] |
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| 396 | if 0.0 == collapse_probability[i_depth][i_shore]: |
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| 397 | break |
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| 398 | struct_coll_prob.setdefault(coll_prob,[]).append(i) |
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| 399 | break |
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| 400 | break |
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| 401 | |
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| 402 | return struct_coll_prob |
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| 403 | |
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| 404 | def _calc_collapse_structures(self, collapse_probability, |
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| 405 | verbose_csv=False): |
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| 406 | """ |
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| 407 | Given the collapse probabilities, throw the dice |
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| 408 | and collapse some houses |
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| 409 | """ |
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| 410 | |
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| 411 | self.struct_collapsed = ['']* self.structure_count |
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| 412 | if verbose_csv: |
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| 413 | self.collapse_csv_info = ['']* self.structure_count |
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| 414 | #for a given 'bin', work out how many houses will collapse |
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| 415 | for probability, house_indexes in collapse_probability.iteritems(): |
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| 416 | collapse_count = round(len(house_indexes) *probability) |
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| 417 | |
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| 418 | if verbose_csv: |
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| 419 | for i in house_indexes: |
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| 420 | # This could be sped up I think |
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| 421 | self.collapse_csv_info[i] = str(probability) + ' prob.( ' \ |
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| 422 | + str(int(collapse_count)) + ' collapsed out of ' \ |
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| 423 | + str(len(house_indexes)) + ')' |
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| 424 | for _ in range(int(collapse_count)): |
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| 425 | house_index = choice(house_indexes) |
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| 426 | self.struct_damage[house_index] = 1.0 |
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| 427 | self.contents_damage[house_index] = 1.0 |
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| 428 | house_indexes.remove(house_index) |
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| 429 | self.struct_collapsed[house_index] = 1 |
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| 430 | |
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| 431 | # Warning, the collapse_probability list now lists |
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| 432 | # houses that did not collapse, (though not all of them) |
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| 433 | #print "",self.collapse_csv_info |
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| 434 | |
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| 435 | ############################################################################# |
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| 436 | if __name__ == "__main__": |
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| 437 | pass |
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