{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# END-TO-END IMPACT CALCULATION"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### Goal of this tutorial"
]
},
{
"cell_type": "markdown",
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T07:58:34.931387Z",
"start_time": "2020-10-20T07:58:34.855569Z"
}
},
"source": [
"The goal of this tutorial is to show a full end-to-end impact computation. Note that this tutorial examplifies the work flow, but does not explore all possible features."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### What is an Impact?"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The impact is the combined effect of hazard events on a set of exposures mediated by a set of impact functions. By computing the impact for each event (historical and synthetic) and for each exposure value at each geographical location, the Impact class provides different risk measures, such as the expected annual impact per exposure, the probable maximum impact for different return periods, and the total average annual impact."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### Impact class data structure"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The impact class does not require any attributes to be defined by the user. All attributes are set by the method `impact.calc()`. This method requires three attributes: an `Exposure`, a `Hazard`, and an `ImpactFuncSet`. After calling `impact.calc(Exposure, ImpactFuncSet, Hazard, save_mat=False)`, the Impact object has the following attributes:"
]
},
{
"cell_type": "markdown",
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T09:19:16.170229Z",
"start_time": "2020-10-20T09:19:16.143316Z"
}
},
"source": [
"| Attributes from input | Data Type | Description|\n",
"| :- | :- | :- |\n",
"| tag |(dict)| dictionary storing the tags of the inputs (Exposure.tag, ImpactFuncSet.tag Hazard.tag)|\n",
"| even_id |list(int)| id (>0) of each hazard event (Hazard.event_id) |\n",
"| event_name |(list(str))| name of each event (Hazard.event_name)|\n",
"| date |np.array| date of events (Hazard.date)|\n",
"| coord_exp |np.array| exposures coordinates [lat, lon] (in degrees) (Exposure.gdf.latidues, Exposure.gdf.longitude)|\n",
"| frequency |np.array| annual frequency of events (Hazard.frequency)|\n",
"| unit |str| value unit used (Exposure.value_unit)|\n",
"| csr |str| unit system for Exposure and Hazard geographical data (Exposure.csr)|\n",
"\n",
" \n",
" \n",
"\n",
"| Computed attributes | Data Type | Description|\n",
"| :- | :- | :- |\n",
"| at_event |np.array| impact for each hazard event summed over all locations |\n",
"| eai_exp |np.array| expected annual impact for each locations, summed over all events weigthed by frequency |\n",
"| aai_agg |float| total annual average aggregated impact value (summed over events and locations) |\n",
"| impt_mat |sparse.csr_matrix| matrix (num_events X num_exp) with impact values (only filled if save_mat is True). |\n",
"| tot_value |float| total exposure value affected (sum of value all exposures locations affected by at least one hazard event) |"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"All other methods compute values from the attributes set by `Impact.cacl()`. For example, one can compute the frequency exceedance curve, plot impact data, or compute traditional risk transfer over impact."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### How do I compute an impact in CLIMADA?"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"In CLIMADA, impacts are computed using the `Impact` class. To computation of the impact requires an `Exposure` , an `ImpactFuncSet`, and a `Hazard` object. For details about how to define __[Exposures](climada_entity_Exposures.ipynb)__ , __[Hazard](climada_hazard_Hazard.ipynb)__, __[Impact Functions](climada_entity_ImpactFuncSet.ipynb)__ see the respective tutorials."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The steps of an impact caculations are typically:\n",
"\n",
"- Set exposure\n",
"- Set hazard and hazard centroids\n",
"- Set impact functions in impact function set\n",
"- Compute impact\n",
"- Visualize, save, use impact output\n",
"\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-16T09:24:52.144838Z",
"start_time": "2020-10-16T09:24:52.140843Z"
}
},
"source": [
"Hints:\n",
"Before computing the impact of a given `Exposure` and `Hazard`, it is important to correctly match the `Exposures'` coordinates with the `Hazard` `Centroids`. Try to have similar resolutions in `Exposures` and `Hazard`. By the impact calculation the nearest neighbor for each `Exposure` to the `Hazard's` `Centroids` is searched. \n",
"\n",
"Hint: \n",
"Set first the `Exposures` and use its coordinates information to set a matching `Hazard`.\n",
"\n",
"Hint:\n",
"The configurable parameter `max_matrix_size` defined in the __[configuration file](../../climada/conf/defaults.conf)__ (located at `/climada/conf/defaults.conf`) controls the maximum matrix size contained in a chunk. You can decrease its value if you are having memory issues when using the `Impact.calc()` method. A high value will make the computation fast, but increase the memory use. "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### Structure of the tutorial "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We begin with one very detailled example, and later present in quick and dirty examples."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"__[Part1](#part1)__: Detailed impact calculation with Litpop and TropCyclone\n",
"\n",
"__[Part2](#part2)__: Quick examples: raster and point exposures/hazards\n",
"\n",
"__[Part3](#part3)__: Visualization methods"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Detailed Impact calculation - LitPop + TropCyclone\n",
" "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We present a detailed example for the hazard __[Tropical Cyclones](climada_hazard_TropCyclone.ipynb)__ and the exposures from __[LitPop](climada_entity_LitPop.ipynb)__ ."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Define the exposure"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Reminder: The exposures must be defined according to your problem either using CLIMADA exposures such as __[BlackMarble](climada_entity_BlackMarble.ipynb)__, __[LitPop](climada_entity_LitPop.ipynb), [OSM](climada_entity_openstreetmap.ipynb)__, extracted from external sources (imported via csv, excel, api, ...) or directly user defined. As a reminder, exposures are geopandas dataframes with at least columns 'latitude', 'longitude' and 'value' of exposures. For impact calculations, for each exposure value the corresponding impact function to use (defined by the column impf_) and the associated hazard centroids must be defined. This is done after defining the impact function(s) and the hazard(s). See tutorials on __[Exposures](climada_entity_Exposures.ipynb)__ , __[Hazard](climada_hazard_Hazard.ipynb)__, __[ImpactFuncSet](climada_entity_ImpactFuncSet.ipynb)__ for more details."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Exposures are either defined as a series of (latitude/longitude) points or as a raster of (latitude/longitude) points. Fundamentally, this changes nothing for the impact computations. Note that for larger number of points, consider using a raster which might be more efficient (computationally). For a low number of points, avoid using a raster if this adds a lot of exposures values equal to 0. \n",
"\n",
"We shall here use a raster example."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T15:09:05.597611Z",
"start_time": "2020-10-20T15:08:37.993402Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"2021-10-19 16:49:06,420 - climada.entity.exposures.litpop.gpw_population - WARNING - Reference year: 2018. Using nearest available year for GPW data: 2020\n"
]
}
],
"source": [
"# Exposure from the module Litpop\n",
"# Note that the file gpw_v4_population_count_rev11_2015_30_sec.tif must be downloaded (do not forget to unzip) if\n",
"# you want to execute this cell on your computer.\n",
"\n",
"%matplotlib inline\n",
"import numpy as np\n",
"from climada.entity import LitPop\n",
"\n",
"# Cuba with resolution 10km and financial_mode = income group.\n",
"exp_lp = LitPop.from_countries(countries=['CUB'], res_arcsec=300, fin_mode='income_group')\n",
"exp_lp.check()"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T15:09:05.630897Z",
"start_time": "2020-10-20T15:09:05.606497Z"
}
},
"outputs": [
{
"data": {
"text/html": [
"
"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"# not needed for impact calculations\n",
"# visualize the define exposure\n",
"exp_lp.plot_raster()\n",
"print('\\n Raster properties exposures:', exp_lp.meta)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Define the hazard "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let us define a tropical cyclone hazard using the TropCyclone and TCTracks modules. "
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"2021-10-19 16:49:12,745 - climada.hazard.tc_tracks - WARNING - `correct_pres` is deprecated. Use `estimate_missing` instead.\n",
"num tracks hist: 60\n",
"num tracks hist+syn: 120\n"
]
}
],
"source": [
"from climada.hazard import TCTracks, TropCyclone, Centroids\n",
"\n",
"# Load histrocial tropical cyclone tracks from ibtracs over the North Atlantic basin between 2010-2012\n",
"ibtracks_na = TCTracks.from_ibtracs_netcdf(provider='usa', basin='NA', year_range=(2010, 2012), correct_pres=True)\n",
"print('num tracks hist:', ibtracks_na.size)\n",
"\n",
"ibtracks_na.equal_timestep(0.5) # Interpolation to make the track smooth and to allow applying calc_perturbed_trajectories\n",
"# Add randomly generated tracks using the calc_perturbed_trajectories method (1 per historical track)\n",
"ibtracks_na.calc_perturbed_trajectories(nb_synth_tracks=1)\n",
"print('num tracks hist+syn:', ibtracks_na.size)"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T15:09:42.726774Z",
"start_time": "2020-10-20T15:09:21.270200Z"
}
},
"outputs": [
{
"data": {
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\n",
"text/plain": [
"
"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"# not needed for calculations\n",
"# visualize tracks\n",
"ax = ibtracks_na.plot()\n",
"ax.get_legend()._loc = 2"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"From the tracks, we generate the hazards (the tracks are only the coordinates of the center of the cyclones, the full cyclones however affects a region around the tracks). "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"First thing we define the set of centroids which are geographical points where the hazard has a defined value. In our case, we want to define windspeeds from the tracks.\n",
"\n",
"Remember:\n",
"In the impact computations, for each exposure geographical point, one must assign a centroid from the hazard. By default, each exposure is assigned to the closest centroid from the hazard. But one can also define manually which centroid is assigned to which exposure point.\n",
"\n",
"Examples: \n",
"- Define the exposures from a given source (e.g., raster of asset values from LitPop). Define the hazard centroids from the exposures' geolocations (e.g. compute Tropical Cyclone windspeed at each raster point and assign centroid to each raster point).\n",
"- Define the exposures from a given source (e.g. houses position and value). Define the hazard from a given source (e.g. where lanslides occur). Use a metric to assign to each exposures point a hazard centroid (all houses in a radius of 5km around the lanslide are assigned to this centroid, if a house is within 5km of two landslides, choose the closest one). \n",
"- Define a geographical raster. Define the exposures value on this raster. Define the hazard centroids on the geographical raster.\n",
"\n",
"We shall pursue with the first case (Litpop + TropicalCyclone)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Hint: computing the wind speeds in many locations for many tc tracks is a computationally costly operation. Thus, we should define centroids only where we also have an exposure."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T15:09:42.732647Z",
"start_time": "2020-10-20T15:09:42.728137Z"
}
},
"outputs": [],
"source": [
"# Define the centroids from the exposures position\n",
"lat = exp_lp.gdf['latitude'].values\n",
"lon = exp_lp.gdf['longitude'].values\n",
"centrs = Centroids.from_lat_lon(lat, lon)\n",
"centrs.check()"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T15:09:51.496340Z",
"start_time": "2020-10-20T15:09:42.734501Z"
}
},
"outputs": [],
"source": [
"# Using the tracks, compute the windspeed at the location of the centroids\n",
"tc = TropCyclone.from_tracks(ibtracks_na, centroids=centrs)\n",
"tc.check()"
]
},
{
"cell_type": "markdown",
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-16T12:28:38.751677Z",
"start_time": "2020-10-16T12:28:38.747250Z"
}
},
"source": [
"Hint: The operation of computing the windspeed in different location is in general computationally expensive. Hence, if you have a lot of tropical cyclone tracks, you should first make sure that all your tropical cyclones actually affect your exposure (remove those that don't). Then, be careful when defining the centroids. For a large country like China, there is no need for centroids 500km inlans (no tropical cyclones gets so far)."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Impact function "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"For Tropical Cyclones, some calibrated default impact functions exist. Here we will use the one from Emanuel (2011)."
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T15:09:51.503229Z",
"start_time": "2020-10-20T15:09:51.499628Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"2021-10-19 16:49:44,667 - climada.entity.impact_funcs.base - WARNING - For intensity = 0, mdd != 0 or paa != 0. Consider shifting the origin of the intensity scale. In impact.calc the impact is always null at intensity = 0.\n"
]
}
],
"source": [
"from climada.entity import ImpactFuncSet, ImpfTropCyclone\n",
"# impact function TC\n",
"impf_tc = ImpfTropCyclone.from_emanuel_usa()\n",
"\n",
"# add the impact function to an Impact function set\n",
"impf_set = ImpactFuncSet()\n",
"impf_set.append(impf_tc)\n",
"impf_set.check()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Recall that the exposures, hazards and impact functions must be matched in the impact calculations. Here it is simple, since there is a single impact function for all the hazards. We must simply make sure that the exposure is assigned this impact function through renaming the `impf_` column from the hazard type of the impact function in the impact function set and set the values of the column to the id of the impact function. "
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T09:59:49.321371Z",
"start_time": "2020-10-20T09:59:49.317546Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"hazard type: TC, hazard id: 1\n"
]
}
],
"source": [
"# Get the hazard type and hazard id\n",
"[haz_type] = impf_set.get_hazard_types()\n",
"[haz_id] = impf_set.get_ids()[haz_type]\n",
"print(f\"hazard type: {haz_type}, hazard id: {haz_id}\")"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T09:59:49.338296Z",
"start_time": "2020-10-20T09:59:49.323704Z"
}
},
"outputs": [
{
"data": {
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"text/plain": [
" value geometry latitude longitude region_id \\\n",
"0 4.730991e+10 POINT (-82.37500 23.12500) 23.125 -82.375000 192 \n",
"1 2.990876e+10 POINT (-82.29167 23.12500) 23.125 -82.291667 192 \n",
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"4 2.422598e+08 POINT (-82.04167 23.12500) 23.125 -82.041667 192 \n",
"\n",
" impf_TC \n",
"0 1 \n",
"1 1 \n",
"2 1 \n",
"3 1 \n",
"4 1 "
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Exposures: rename column and assign id\n",
"exp_lp.gdf.rename(columns={\"impf_\": \"impf_\" + haz_type}, inplace=True)\n",
"exp_lp.gdf['impf_' + haz_type] = haz_id\n",
"exp_lp.check()\n",
"exp_lp.gdf.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Impact computation "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We are finally ready for the impact computation. This is the simplest step. Just give the exposure, impact function and hazard to the Impact.calc() method.\n",
"\n",
"Note: we did not specifically assign centroids to the exposures. Hence, the default is used - each exposure is associated with the closest centroids. Since we defined the centroids from the exposures, this is a one-to-one mapping.\n",
"\n",
"Note: we did not define an `Entity` in this impact calculations. Recall that `Entity` is a container class for __[Exposures](climada_entity_Exposures.ipynb)__, __[Impact Functions](climada_entity_ImpactFuncSet.ipynb)__, __[Discount Rates](climada_entity_DiscRates.ipynb)__ and __[Measures](climada_entity_MeasureSet.ipynb)__. Since we had only one Exposure and one Impact Function, the container would not have added any value, but for more complex projects, the Entity class is very useful."
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T09:59:49.351752Z",
"start_time": "2020-10-20T09:59:49.340451Z"
}
},
"outputs": [],
"source": [
"# Compute impact\n",
"from climada.engine import Impact\n",
"imp = Impact()\n",
"imp.calc(exp_lp, impf_set, tc, save_mat=False) #Do not save the results geographically resolved (only aggregate values)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"ExecuteTime": {
"end_time": "2020-10-20T15:09:51.515128Z",
"start_time": "2020-10-20T15:09:51.505127Z"
}
},
"outputs": [
{
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