{ "cells": [ { "cell_type": "markdown", "id": "2631c013", "metadata": {}, "source": [ "# Using the class ``Table()`` for data analysis" ] }, { "cell_type": "markdown", "id": "0678fbc6", "metadata": {}, "source": [ "Say we have previously renamed the EPW files with rename_epw_files(), and the EPWs we currently have are:\n", "\n", "- United-Kingdom_Aberdeen_Present\n", "\n", "- United-Kingdom_London_Present\n", "\n", "We also have transformed the IDF file TestModel_onlyGeometryForVRFsystem_2zones_CalcVent_V2220.idf, and the IDFs we currently have are:\n", "\n", "- TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf\n", "\n", "- TestModel[CS_INT EN16798[CA_1[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf\n", "\n", "- TestModel[CS_INT EN16798[CA_2[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf\n", "\n", "- TestModel[CS_INT EN16798[CA_2[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf\n", "\n", "- TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf\n", "\n", "- TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf\n", "\n", "Next, we simulate these files with runEp(), so the CSVs we get are:" ] }, { "cell_type": "code", "execution_count": 1, "id": "8de20b1d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv\n", "TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv\n", "TestModel[CS_INT EN16798[CA_1[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv\n", "TestModel[CS_INT EN16798[CA_1[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv\n", "TestModel[CS_INT EN16798[CA_2[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv\n", "TestModel[CS_INT EN16798[CA_2[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv\n", "TestModel[CS_INT EN16798[CA_2[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv\n", "TestModel[CS_INT EN16798[CA_2[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv\n", "TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv\n", "TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv\n", "TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv\n", "TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv\n" ] } ], "source": [ "import os\n", "print(*[i for i in os.listdir() if i.endswith('.csv') and 'TestModel' in i], sep='\\n')" ] }, { "cell_type": "markdown", "id": "5a2044dc", "metadata": {}, "source": [ "Let's see which are our initial files to not to delete them later." ] }, { "cell_type": "code", "execution_count": 2, "id": "28890004", "metadata": {}, "outputs": [], "source": [ "previous_files = [i for i in os.listdir()]" ] }, { "cell_type": "markdown", "id": "c6399207", "metadata": {}, "source": [ "So now, let's use the class Table() to analyse the data." ] }, { "cell_type": "markdown", "id": "5de823f0", "metadata": {}, "source": [ "## 1. Getting the full dataset of simulation results" ] }, { "cell_type": "code", "execution_count": 3, "id": "84dc6a76", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Input data frequency in file TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_1[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_1[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_2[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_2[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_2[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_2[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "No zones have been excluded from level computations.\n", "All CSVs are for present scenario.\n" ] } ], "source": [ "from accim.data.postprocessing.main import Table\n", "dataset_hourly = Table(\n", " #datasets=list #Since we are not specifying any list, it will use all available CSVs in the folder\n", " source_frequency='hourly', # This lets accim know which is the frequency of the input CSVs. Input CSVs with multiple frequencies are also allowed. It can be 'hourly', 'daily', 'monthly' and 'runperiod'. It can also be 'timestep' but might generate errors.\n", " frequency='hourly', # If 'daily', accim will aggregate the rows in days. It can be 'hourly', 'daily', 'monthly' and 'runperiod'. It can also be 'timestep' but might generate errors.\n", " frequency_agg_func='sum', #this makes the sum or average when aggregating in days, months or runperiod; since the original CSV frequency is in hour, it won't make any aeffect\n", " standard_outputs=True, \n", " level=['building'], # A list containing the strings 'block' and/or 'building'. For instance, if ['block', 'building'], accim will generate new columns to sum up or average in blocks and building level.\n", " level_agg_func=['sum', 'mean'], # A list containing the strings 'sum' and/or 'mean'. For instance, if ['sum', 'mean'], accim will generate the new columns explained in the level argument by summing and averaging.\n", " level_excluded_zones=[],\n", " split_epw_names=True, #to split EPW names based on the pattern Country_City_RCPscenario-Year\n", " idf_path='TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf', # Any of the simulated IDFs, considering all of these are the same building and therefore have the same zones. Used to scan the zones and identify them in the CSVs.\n", ")" ] }, { "cell_type": "markdown", "id": "8c6855ea", "metadata": {}, "source": [ "A Table object has been created, which includes a number of accessible variables. The most important is the Pandas Dataframe created from the CSVs, which can be accessed with .df (in this case, dataset_hourly.df)" ] }, { "cell_type": "code", "execution_count": 4, "id": "6731a8fe", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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105120 rows × 111 columns

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" ], "text/plain": [ " Source Model \\\n", "0 TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[V... TestModel \n", "1 TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[V... TestModel \n", "2 TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[V... TestModel \n", "3 TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[V... TestModel \n", "4 TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[V... TestModel \n", "... ... ... \n", "105115 TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[V... TestModel \n", "105116 TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[V... TestModel \n", "105117 TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[V... TestModel \n", "105118 TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[V... TestModel \n", "105119 TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[V... TestModel \n", "\n", " ComfStand CAT ComfMod HVACmode VentCtrl VSToffset MinOToffset \\\n", "0 CS_INT EN16798 CA_1 CM_0 HM_2 VC_0 VO_0 MT_50 \n", "1 CS_INT EN16798 CA_1 CM_0 HM_2 VC_0 VO_0 MT_50 \n", "2 CS_INT EN16798 CA_1 CM_0 HM_2 VC_0 VO_0 MT_50 \n", "3 CS_INT EN16798 CA_1 CM_0 HM_2 VC_0 VO_0 MT_50 \n", "4 CS_INT EN16798 CA_1 CM_0 HM_2 VC_0 VO_0 MT_50 \n", "... ... ... ... ... ... ... ... \n", "105115 CS_INT EN16798 CA_3 CM_3 HM_2 VC_0 VO_0 MT_50 \n", "105116 CS_INT EN16798 CA_3 CM_3 HM_2 VC_0 VO_0 MT_50 \n", "105117 CS_INT EN16798 CA_3 CM_3 HM_2 VC_0 VO_0 MT_50 \n", "105118 CS_INT EN16798 CA_3 CM_3 HM_2 VC_0 VO_0 MT_50 \n", "105119 CS_INT EN16798 CA_3 CM_3 HM_2 VC_0 VO_0 MT_50 \n", "\n", " MaxWindSpeed ... \\\n", "0 MW_50 ... \n", "1 MW_50 ... \n", "2 MW_50 ... \n", "3 MW_50 ... \n", "4 MW_50 ... \n", "... ... ... \n", "105115 MW_50 ... \n", "105116 MW_50 ... \n", "105117 MW_50 ... \n", "105118 MW_50 ... \n", "105119 MW_50 ... \n", "\n", " Building_Total_Heating Energy Demand (kWh/m2) (summed) \\\n", "0 0.036738 \n", "1 0.040240 \n", "2 0.042701 \n", "3 0.044282 \n", "4 0.045109 \n", "... ... \n", "105115 0.011349 \n", "105116 0.011955 \n", "105117 0.012974 \n", "105118 0.015072 \n", "105119 0.017182 \n", "\n", " Building_Total_Heating Energy Demand (kWh/m2) (mean) \\\n", "0 0.018369 \n", "1 0.020120 \n", "2 0.021350 \n", "3 0.022141 \n", "4 0.022554 \n", "... ... \n", "105115 0.005675 \n", "105116 0.005978 \n", "105117 0.006487 \n", "105118 0.007536 \n", "105119 0.008591 \n", "\n", " Building_Total_Cooling Energy Consumption (kWh/m2) (summed) \\\n", "0 0.0 \n", "1 0.0 \n", "2 0.0 \n", "3 0.0 \n", "4 0.0 \n", "... ... \n", "105115 0.0 \n", "105116 0.0 \n", "105117 0.0 \n", "105118 0.0 \n", "105119 0.0 \n", "\n", " Building_Total_Cooling Energy Consumption (kWh/m2) (mean) \\\n", "0 0.0 \n", "1 0.0 \n", "2 0.0 \n", "3 0.0 \n", "4 0.0 \n", "... ... \n", "105115 0.0 \n", "105116 0.0 \n", "105117 0.0 \n", "105118 0.0 \n", "105119 0.0 \n", "\n", " Building_Total_Heating Energy Consumption (kWh/m2) (summed) \\\n", "0 0.030576 \n", "1 0.034616 \n", "2 0.037389 \n", "3 0.039079 \n", "4 0.039927 \n", "... ... \n", "105115 0.007941 \n", "105116 0.008373 \n", "105117 0.009094 \n", "105118 0.010571 \n", "105119 0.012108 \n", "\n", " Building_Total_Heating Energy Consumption (kWh/m2) (mean) \\\n", "0 0.015288 \n", "1 0.017308 \n", "2 0.018695 \n", "3 0.019539 \n", "4 0.019964 \n", "... ... \n", "105115 0.003970 \n", "105116 0.004186 \n", "105117 0.004547 \n", "105118 0.005286 \n", "105119 0.006054 \n", "\n", " Building_Total_Total Energy Demand (kWh/m2) (summed) \\\n", "0 0.036738 \n", "1 0.040240 \n", "2 0.042701 \n", "3 0.044282 \n", "4 0.045109 \n", "... ... \n", "105115 0.011349 \n", "105116 0.011955 \n", "105117 0.012974 \n", "105118 0.015072 \n", "105119 0.017182 \n", "\n", " Building_Total_Total Energy Demand (kWh/m2) (mean) \\\n", "0 0.009185 \n", "1 0.010060 \n", "2 0.010675 \n", "3 0.011071 \n", "4 0.011277 \n", "... ... \n", "105115 0.002837 \n", "105116 0.002989 \n", "105117 0.003243 \n", "105118 0.003768 \n", "105119 0.004295 \n", "\n", " Building_Total_Total Energy Consumption (kWh/m2) (summed) \\\n", "0 0.030576 \n", "1 0.034616 \n", "2 0.037389 \n", "3 0.039079 \n", "4 0.039927 \n", "... ... \n", "105115 0.007941 \n", "105116 0.008373 \n", "105117 0.009094 \n", "105118 0.010571 \n", "105119 0.012108 \n", "\n", " Building_Total_Total Energy Consumption (kWh/m2) (mean) \n", "0 0.007644 \n", "1 0.008654 \n", "2 0.009347 \n", "3 0.009770 \n", "4 0.009982 \n", "... ... \n", "105115 0.001985 \n", "105116 0.002093 \n", "105117 0.002273 \n", "105118 0.002643 \n", "105119 0.003027 \n", "\n", "[105120 rows x 111 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_hourly.df" ] }, { "cell_type": "code", "execution_count": 5, "id": "c10d60f0", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(105120, 111)" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_hourly.df.shape" ] }, { "cell_type": "markdown", "id": "334c6e9b", "metadata": {}, "source": [ "Also, you can see the block list that has been extracted from the zones in the CSV columns, as well as the zones with heating or cooling energy consumption, and the occupied zones:" ] }, { "cell_type": "code", "execution_count": 6, "id": "1411bb6d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['Block1']" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_hourly.block_list" ] }, { "cell_type": "code", "execution_count": 7, "id": "814fa392", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['Block1:Zone2', 'Block1:Zone1']" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_hourly.hvac_zone_list" ] }, { "cell_type": "code", "execution_count": 8, "id": "9f1a3e38", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['Block1:Zone1', 'Block1:Zone2']" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_hourly.occupied_zone_list" ] }, { "cell_type": "markdown", "id": "16b39a18", "metadata": {}, "source": [ "In case of lots of CSVs, using the Table class would mean gathering the CSVs to make the Dataframe each time, and it might be very time-consuming. Therefore, the CSVs can be concatenated into a single CSV and store in the same folder with the argument concatenated_csv_name. Afterwards, that concatenated CSV can be read using the argument source_concatenated_csv_filepath each time a Table class object is created." ] }, { "cell_type": "code", "execution_count": 9, "id": "7432123b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Input data frequency in file TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_1[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_1[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_2[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_2[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_2[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_2[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv is hourly, therefore no aggregation will be performed.\n", "Input data frequency in file TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv is hourly, therefore no aggregation will be performed.\n" ] } ], "source": [ "concatenated_csvname = 'notebook_example'\n", "dataset_hourly_indirect = Table(\n", " #datasets=list #Since we are not specifying any list, it will use all available CSVs in the folder\n", " source_frequency='hourly', # This lets accim know which is the frequency of the input CSVs. Input CSVs with multiple frequencies are also allowed. It can be 'hourly', 'daily', 'monthly' and 'runperiod'. It can also be 'timestep' but might generate errors.\n", " frequency='hourly', # If 'daily', accim will aggregate the rows in days. It can be 'hourly', 'daily', 'monthly' and 'runperiod'. It can also be 'timestep' but might generate errors.\n", " frequency_agg_func='sum', #this makes the sum or average when aggregating in days, months or runperiod; since the original CSV frequency is in hour, it won't make any aeffect\n", " standard_outputs=True, \n", " concatenated_csv_name=concatenated_csvname #Useful when working with large datasets. It saves the output dataset to a CSV file, so you don't need to re-do some work. Afterwards, it can be imported with source_concatenated_csv_filepath argument.\n", " # All other arguments won't have any effect on the output. This is only to store the csv at early stage. Datawrangling will be performed later.\n", " \n", ")" ] }, { "cell_type": "markdown", "id": "5a7e9c60", "metadata": {}, "source": [ "We just generated a CSV, whose name begins with 'notebook example', specifies the input data and ends with 'CSVconcatenated'. If there is some row with NaN, it will be generated another CSV reporting this, but ending with 'Rows_with_NaNs'. We should be able to see it below:" ] }, { "cell_type": "code", "execution_count": 10, "id": "9afaf26c", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['.ipynb_checkpoints',\n", " 'notebook_example[srcfreq-hourly[freq-hourly[frequency_agg_func-sum[standard_outputs-True[CSVconcatenated.csv',\n", " 'TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf',\n", " 'TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_1[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_1[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_2[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_2[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_2[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_2[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_Aberdeen_Present.csv',\n", " 'TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X[United-Kingdom_London_Present.csv',\n", " 'using_Table.ipynb',\n", " '__init__.py']" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import os\n", "os.listdir()" ] }, { "cell_type": "markdown", "id": "08c7c462", "metadata": {}, "source": [ "Now, let's continue working with the CSVconcatenated we have generated:" ] }, { "cell_type": "code", "execution_count": 11, "id": "293c7dfd", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "No zones have been excluded from level computations.\n", "All CSVs are for present scenario.\n" ] } ], "source": [ "dataset_hourly_indirect = Table(\n", " source_concatenated_csv_filepath='notebook_example[srcfreq-hourly[freq-hourly[frequency_agg_func-sum[standard_outputs-True[CSVconcatenated.csv',\n", " # source_frequency='hourly', # The new source frequency is the previous already computed frequency, since we have already aggregated rows based on the previous frequency. Therefore, there is no need to specify this argument.\n", " # 3 arguments below have been previously specified, and in fact, are stored at the concatenated CSV filename. So you don't need to specify these again.\n", " # frequency='hourly',\n", " # frequency_agg_func='sum',\n", " # standard_outputs=True,\n", " level=['building'],\n", " level_agg_func=['sum', 'mean'],\n", " level_excluded_zones=[],\n", " split_epw_names=True, #to split EPW names based on the format Country_City_RCPscenario-YEar\n", " idf_path='TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf', # Any of the simulated IDFs, considering all of these are the same building and therefore have the same zones. Used to scan the zones and identify them in the CSVs. \n", ")" ] }, { "cell_type": "code", "execution_count": 12, "id": "03b06617", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(105120, 111)" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_hourly_indirect.df.shape" ] }, { "cell_type": "markdown", "id": "6930a72d", "metadata": {}, "source": [ "You can see we have obtained the same full dataset. Now, let's delete the concatenated CSV file to save some space." ] }, { "cell_type": "code", "execution_count": 13, "id": "debe0acb", "metadata": {}, "outputs": [], "source": [ "new_files = [i for i in os.listdir() if i not in previous_files]\n", "for i in new_files:\n", " os.remove(i)" ] }, { "cell_type": "markdown", "id": "61e8b4d0", "metadata": {}, "source": [ "## 2. Filtering results" ] }, { "cell_type": "markdown", "id": "93c71799", "metadata": {}, "source": [ "We have used any of the 2 methods to obtain the full dataset of simulation results." ] }, { "cell_type": "markdown", "id": "ba73de64", "metadata": {}, "source": [ "At this point, we should have decided what table or graph we intend to make, and therefore we should know what data we are going to show in it. In this case, we want to make a figure to plot the indoor operative temperature and adaptive heating and cooling setpoints on the y main axis (left spine), and on the secondary y axis, 2 different spines, one of them to show the heating and cooling energy demand, and the other one the air changes, therefore, we will need to filter these columns. Let's take a look first at the full dataframe:" ] }, { "cell_type": "code", "execution_count": 14, "id": "157c8f8e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Source\n", "Model\n", "ComfStand\n", "CAT\n", "ComfMod\n", "HVACmode\n", "VentCtrl\n", "VSToffset\n", "MinOToffset\n", "MaxWindSpeed\n", "ASTtol\n", "NameSuffix\n", "EPW\n", "Count\n", "EPW_Country_name\n", "EPW_City_or_subcountry\n", "EPW_Scenario-Year\n", "EPW_Scenario\n", "EPW_Year\n", "Date/time\n", "Month/day\n", "Month\n", "Day\n", "Hour\n", "Minute\n", "Second\n", "Site Outdoor Air Drybulb Temperature (°C)\n", "Site Outdoor Air Relative Humidity (%)\n", "Site Wind Speed (m/s)\n", "Comfort Temperature (°C)\n", "Adaptive Cooling Setpoint Temperature (°C)\n", "Adaptive Heating Setpoint Temperature (°C)\n", "Adaptive Cooling Setpoint Temperature_No Tolerance (°C)\n", "Adaptive Heating Setpoint Temperature_No Tolerance (°C)\n", "Ventilation Setpoint Temperature (°C)\n", "Minimum Outdoor Temperature for ventilation (°C)\n", "EMS:COMFORTABLE HOURS_NO APPLICABILITY_BLOCK1_ZONE2 [H](HOURLY)\n", "EMS:COMFORTABLE HOURS_NO APPLICABILITY_BLOCK1_ZONE1 [H](HOURLY)\n", "EMS:COMFORTABLE HOURS_APPLICABILITY_BLOCK1_ZONE2 [H](HOURLY)\n", "EMS:COMFORTABLE HOURS_APPLICABILITY_BLOCK1_ZONE1 [H](HOURLY)\n", "EMS:DISCOMFORTABLE APPLICABLE HOT HOURS_BLOCK1_ZONE2 [H](HOURLY)\n", "EMS:DISCOMFORTABLE APPLICABLE HOT HOURS_BLOCK1_ZONE1 [H](HOURLY)\n", "EMS:DISCOMFORTABLE APPLICABLE COLD HOURS_BLOCK1_ZONE2 [H](HOURLY)\n", "EMS:DISCOMFORTABLE APPLICABLE COLD HOURS_BLOCK1_ZONE1 [H](HOURLY)\n", "EMS:DISCOMFORTABLE NON APPLICABLE HOT HOURS_BLOCK1_ZONE2 [H](HOURLY)\n", "EMS:DISCOMFORTABLE NON APPLICABLE HOT HOURS_BLOCK1_ZONE1 [H](HOURLY)\n", "EMS:DISCOMFORTABLE NON APPLICABLE COLD HOURS_BLOCK1_ZONE2 [H](HOURLY)\n", "EMS:DISCOMFORTABLE NON APPLICABLE COLD HOURS_BLOCK1_ZONE1 [H](HOURLY)\n", "EMS:ZONE FLOOR AREA_BLOCK1_ZONE2 [M2](HOURLY)\n", "EMS:ZONE FLOOR AREA_BLOCK1_ZONE1 [M2](HOURLY)\n", "EMS:ZONE AIR VOLUME_BLOCK1_ZONE2 [M3](HOURLY)\n", "EMS:ZONE AIR VOLUME_BLOCK1_ZONE1 [M3](HOURLY)\n", "EMS:VENTILATION HOURS_BLOCK1_ZONE2 [H](HOURLY)\n", "EMS:VENTILATION HOURS_BLOCK1_ZONE1 [H](HOURLY)\n", "Block1:Zone2_Zone Operative Temperature (°C)\n", "Block1:Zone1_Zone Operative Temperature (°C)\n", "Block1:Zone2_AFN Zone Infiltration Volume (m3)\n", "Block1:Zone2_AFN Zone Infiltration Air Change Rate (ach)\n", "Block1:Zone1_AFN Zone Infiltration Volume (m3)\n", "Block1:Zone1_AFN Zone Infiltration Air Change Rate (ach)\n", "Whole Building Facility Total HVAC Electricity Demand Rate (kWh/m2)\n", "Block1:Zone2_ASHRAE 55 Running mean outdoor temperature (°C)\n", "Block1:Zone2_EN16798-1 Running mean outdoor temperature (°C)\n", "Block1:Zone1_ASHRAE 55 Running mean outdoor temperature (°C)\n", "Block1:Zone1_EN16798-1 Running mean outdoor temperature (°C)\n", "Block1:Zone2_Cooling Energy Demand (kWh/m2)\n", "Block1:Zone1_Cooling Energy Demand (kWh/m2)\n", "Block1:Zone2_Heating Energy Demand (kWh/m2)\n", "Block1:Zone1_Heating Energy Demand (kWh/m2)\n", "Block1:Zone2_Cooling Energy Consumption (kWh/m2)\n", "Block1:Zone2_Heating Energy Consumption (kWh/m2)\n", "Block1:Zone1_Cooling Energy Consumption (kWh/m2)\n", "Block1:Zone1_Heating Energy Consumption (kWh/m2)\n", "Block1:Zone2_Total Energy Demand (kWh/m2) (summed)\n", "Block1:Zone1_Total Energy Demand (kWh/m2) (summed)\n", "Block1:Zone2_Total Energy Consumption (kWh/m2) (summed)\n", "Block1:Zone1_Total Energy Consumption (kWh/m2) (summed)\n", "Building_Total_Zone Air Volume (m3) (summed)\n", "Building_Total_Zone Floor Area (m2) (summed)\n", "Building_Total_Zone Operative Temperature (°C) (summed)\n", "Building_Total_Zone Operative Temperature (°C) (mean)\n", "Building_Total_Comfortable Hours_No Applicability (h) (summed)\n", "Building_Total_Comfortable Hours_No Applicability (h) (mean)\n", "Building_Total_Comfortable Hours_Applicability (h) (summed)\n", "Building_Total_Comfortable Hours_Applicability (h) (mean)\n", "Building_Total_Discomfortable Applicable Hot Hours (h) (summed)\n", "Building_Total_Discomfortable Applicable Hot Hours (h) (mean)\n", "Building_Total_Discomfortable Applicable Cold Hours (h) (summed)\n", "Building_Total_Discomfortable Applicable Cold Hours (h) (mean)\n", "Building_Total_Discomfortable Non Applicable Hot Hours (h) (summed)\n", "Building_Total_Discomfortable Non Applicable Hot Hours (h) (mean)\n", "Building_Total_Discomfortable Non Applicable Cold Hours (h) (summed)\n", "Building_Total_Discomfortable Non Applicable Cold Hours (h) (mean)\n", "Building_Total_Ventilation Hours (h) (summed)\n", "Building_Total_Ventilation Hours (h) (mean)\n", "Building_Total_AFN Zone Infiltration Volume (m3) (summed)\n", "Building_Total_AFN Zone Infiltration Volume (m3) (mean)\n", "Building_Total_AFN Zone Infiltration Air Change Rate (ach) (summed)\n", "Building_Total_AFN Zone Infiltration Air Change Rate (ach) (mean)\n", "Building_Total_Cooling Energy Demand (kWh/m2) (summed)\n", "Building_Total_Cooling Energy Demand (kWh/m2) (mean)\n", "Building_Total_Heating Energy Demand (kWh/m2) (summed)\n", "Building_Total_Heating Energy Demand (kWh/m2) (mean)\n", "Building_Total_Cooling Energy Consumption (kWh/m2) (summed)\n", "Building_Total_Cooling Energy Consumption (kWh/m2) (mean)\n", "Building_Total_Heating Energy Consumption (kWh/m2) (summed)\n", "Building_Total_Heating Energy Consumption (kWh/m2) (mean)\n", "Building_Total_Total Energy Demand (kWh/m2) (summed)\n", "Building_Total_Total Energy Demand (kWh/m2) (mean)\n", "Building_Total_Total Energy Consumption (kWh/m2) (summed)\n", "Building_Total_Total Energy Consumption (kWh/m2) (mean)\n" ] } ], "source": [ "print(*dataset_hourly.df.columns, sep='\\n')" ] }, { "cell_type": "markdown", "id": "e1a59fb2", "metadata": {}, "source": [ "Now, let's extract the data we are really interested in. For this, we can use the method called ``format_table()``:" ] }, { "cell_type": "code", "execution_count": 15, "id": "4c5e6cd8", "metadata": {}, "outputs": [], "source": [ "dataset_hourly.format_table(\n", " type_of_table='custom', # Used to choose some predefined tables. It can be 'energy demand', 'comfort hours', 'temperature', 'all' or 'custom'\n", " custom_cols=[ #if type_of_table is 'custom', custom_cols is used to filter the desired columns to keep\n", " 'Adaptive Cooling Setpoint Temperature_No Tolerance (°C)',\n", " 'Adaptive Heating Setpoint Temperature_No Tolerance (°C)',\n", " 'Building_Total_Zone Operative Temperature (°C) (mean)',\n", " 'BLOCK1:ZONE2_EN16798-1 Running mean outdoor temperature (°C)',\n", " 'Building_Total_Cooling Energy Demand (kWh/m2) (summed)',\n", " 'Building_Total_Heating Energy Demand (kWh/m2) (summed)',\n", " 'Building_Total_AFN Zone Infiltration Air Change Rate (ach) (summed)'\n", " ]\n", ")" ] }, { "cell_type": "markdown", "id": "5cea37c1", "metadata": {}, "source": [ "So, we have already filtered the columns we wanted. Let's look at the result:" ] }, { "cell_type": "code", "execution_count": 16, "id": "a2d15f2b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Date/timeModelComfStandCATComfModHVACmodeVentCtrlVSToffsetMinOToffsetMaxWindSpeed...EPW_Scenario-YearEPW_ScenarioEPW_YearAdaptive Cooling Setpoint Temperature_No Tolerance (°C)Adaptive Heating Setpoint Temperature_No Tolerance (°C)Building_Total_Zone Operative Temperature (°C) (mean)Block1:Zone2_EN16798-1 Running mean outdoor temperature (°C)Building_Total_Cooling Energy Demand (kWh/m2) (summed)Building_Total_Heating Energy Demand (kWh/m2) (summed)Building_Total_AFN Zone Infiltration Air Change Rate (ach) (summed)
001/01 01:00:00TestModelCS_INT EN16798CA_1CM_0HM_2VC_0VO_0MT_50MW_50...PresentPresentPresent25.021.021.075965-1.0710710.00.0367380.217716
101/01 02:00:00TestModelCS_INT EN16798CA_1CM_0HM_2VC_0VO_0MT_50MW_50...PresentPresentPresent25.021.021.060730-1.0710710.00.0402400.229646
201/01 03:00:00TestModelCS_INT EN16798CA_1CM_0HM_2VC_0VO_0MT_50MW_50...PresentPresentPresent25.021.021.061641-1.0710710.00.0427010.238609
301/01 04:00:00TestModelCS_INT EN16798CA_1CM_0HM_2VC_0VO_0MT_50MW_50...PresentPresentPresent25.021.021.068896-1.0710710.00.0442820.242288
401/01 05:00:00TestModelCS_INT EN16798CA_1CM_0HM_2VC_0VO_0MT_50MW_50...PresentPresentPresent25.021.021.078253-1.0710710.00.0451090.243261
..................................................................
10511512/31 20:00:00TestModelCS_INT EN16798CA_3CM_3HM_2VC_0VO_0MT_50MW_50...PresentPresentPresent26.117.117.1712677.5431480.00.0113490.180364
10511612/31 21:00:00TestModelCS_INT EN16798CA_3CM_3HM_2VC_0VO_0MT_50MW_50...PresentPresentPresent26.117.117.1760587.5431480.00.0119550.175023
10511712/31 22:00:00TestModelCS_INT EN16798CA_3CM_3HM_2VC_0VO_0MT_50MW_50...PresentPresentPresent26.117.117.1781607.5431480.00.0129740.191868
10511812/31 23:00:00TestModelCS_INT EN16798CA_3CM_3HM_2VC_0VO_0MT_50MW_50...PresentPresentPresent26.117.117.1762377.5431480.00.0150720.255266
10511912/31 24:00:00TestModelCS_INT EN16798CA_3CM_3HM_2VC_0VO_0MT_50MW_50...PresentPresentPresent26.117.117.1707257.5431480.00.0171820.281407
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105120 rows × 29 columns

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" ], "text/plain": [ " Date/time Model ComfStand CAT ComfMod HVACmode \\\n", "0 01/01 01:00:00 TestModel CS_INT EN16798 CA_1 CM_0 HM_2 \n", "1 01/01 02:00:00 TestModel CS_INT EN16798 CA_1 CM_0 HM_2 \n", "2 01/01 03:00:00 TestModel CS_INT EN16798 CA_1 CM_0 HM_2 \n", "3 01/01 04:00:00 TestModel CS_INT EN16798 CA_1 CM_0 HM_2 \n", "4 01/01 05:00:00 TestModel CS_INT EN16798 CA_1 CM_0 HM_2 \n", "... ... ... ... ... ... ... \n", "105115 12/31 20:00:00 TestModel CS_INT EN16798 CA_3 CM_3 HM_2 \n", "105116 12/31 21:00:00 TestModel CS_INT EN16798 CA_3 CM_3 HM_2 \n", "105117 12/31 22:00:00 TestModel CS_INT EN16798 CA_3 CM_3 HM_2 \n", "105118 12/31 23:00:00 TestModel CS_INT EN16798 CA_3 CM_3 HM_2 \n", "105119 12/31 24:00:00 TestModel CS_INT EN16798 CA_3 CM_3 HM_2 \n", "\n", " VentCtrl VSToffset MinOToffset MaxWindSpeed ... EPW_Scenario-Year \\\n", "0 VC_0 VO_0 MT_50 MW_50 ... Present \n", "1 VC_0 VO_0 MT_50 MW_50 ... Present \n", "2 VC_0 VO_0 MT_50 MW_50 ... Present \n", "3 VC_0 VO_0 MT_50 MW_50 ... Present \n", "4 VC_0 VO_0 MT_50 MW_50 ... Present \n", "... ... ... ... ... ... ... \n", "105115 VC_0 VO_0 MT_50 MW_50 ... Present \n", "105116 VC_0 VO_0 MT_50 MW_50 ... Present \n", "105117 VC_0 VO_0 MT_50 MW_50 ... Present \n", "105118 VC_0 VO_0 MT_50 MW_50 ... Present \n", "105119 VC_0 VO_0 MT_50 MW_50 ... Present \n", "\n", " EPW_Scenario EPW_Year \\\n", "0 Present Present \n", "1 Present Present \n", "2 Present Present \n", "3 Present Present \n", "4 Present Present \n", "... ... ... \n", "105115 Present Present \n", "105116 Present Present \n", "105117 Present Present \n", "105118 Present Present \n", "105119 Present Present \n", "\n", " Adaptive Cooling Setpoint Temperature_No Tolerance (°C) \\\n", "0 25.0 \n", "1 25.0 \n", "2 25.0 \n", "3 25.0 \n", "4 25.0 \n", "... ... \n", "105115 26.1 \n", "105116 26.1 \n", "105117 26.1 \n", "105118 26.1 \n", "105119 26.1 \n", "\n", " Adaptive Heating Setpoint Temperature_No Tolerance (°C) \\\n", "0 21.0 \n", "1 21.0 \n", "2 21.0 \n", "3 21.0 \n", "4 21.0 \n", "... ... \n", "105115 17.1 \n", "105116 17.1 \n", "105117 17.1 \n", "105118 17.1 \n", "105119 17.1 \n", "\n", " Building_Total_Zone Operative Temperature (°C) (mean) \\\n", "0 21.075965 \n", "1 21.060730 \n", "2 21.061641 \n", "3 21.068896 \n", "4 21.078253 \n", "... ... \n", "105115 17.171267 \n", "105116 17.176058 \n", "105117 17.178160 \n", "105118 17.176237 \n", "105119 17.170725 \n", "\n", " Block1:Zone2_EN16798-1 Running mean outdoor temperature (°C) \\\n", "0 -1.071071 \n", "1 -1.071071 \n", "2 -1.071071 \n", "3 -1.071071 \n", "4 -1.071071 \n", "... ... \n", "105115 7.543148 \n", "105116 7.543148 \n", "105117 7.543148 \n", "105118 7.543148 \n", "105119 7.543148 \n", "\n", " Building_Total_Cooling Energy Demand (kWh/m2) (summed) \\\n", "0 0.0 \n", "1 0.0 \n", "2 0.0 \n", "3 0.0 \n", "4 0.0 \n", "... ... \n", "105115 0.0 \n", "105116 0.0 \n", "105117 0.0 \n", "105118 0.0 \n", "105119 0.0 \n", "\n", " Building_Total_Heating Energy Demand (kWh/m2) (summed) \\\n", "0 0.036738 \n", "1 0.040240 \n", "2 0.042701 \n", "3 0.044282 \n", "4 0.045109 \n", "... ... \n", "105115 0.011349 \n", "105116 0.011955 \n", "105117 0.012974 \n", "105118 0.015072 \n", "105119 0.017182 \n", "\n", " Building_Total_AFN Zone Infiltration Air Change Rate (ach) (summed) \n", "0 0.217716 \n", "1 0.229646 \n", "2 0.238609 \n", "3 0.242288 \n", "4 0.243261 \n", "... ... \n", "105115 0.180364 \n", "105116 0.175023 \n", "105117 0.191868 \n", "105118 0.255266 \n", "105119 0.281407 \n", "\n", "[105120 rows x 29 columns]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_hourly.df" ] }, { "cell_type": "markdown", "id": "94375d94", "metadata": {}, "source": [ "As you can see, the number of columns have been reduced to 29, which are 22 columns for the index and categorical data, and the 7 columns we filtered." ] }, { "cell_type": "markdown", "id": "cf7015bd", "metadata": {}, "source": [ "## 3. Making graphs" ] }, { "cell_type": "markdown", "id": "f22487d2", "metadata": {}, "source": [ "At this point, you might be confused about what can you analyse and plot. The way to identify the IDFs individually is combining or gathering the categorical variables that make them different. In this case, for the IDFs, these are ComfMod and HVACmode (as we requested in the addAccis instance). In case of the EPW files, the columns related to these are:" ] }, { "cell_type": "code", "execution_count": 17, "id": "bb7f7cc7", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['EPW',\n", " 'EPW_Country_name',\n", " 'EPW_City_or_subcountry',\n", " 'EPW_Scenario-Year',\n", " 'EPW_Scenario',\n", " 'EPW_Year']" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "[i for i in dataset_hourly.df if 'EPW' in i]" ] }, { "cell_type": "markdown", "id": "da131fb1", "metadata": {}, "source": [ "Therefore, ``EPW_City_or_subcountry`` should be enough to identify them, since it's the only categorical variables with multiple values (i.e. ``Country`` is always \"United-Kingdom\", and ``EPW_Scenario-Year``, ``EPW_Scenario`` and ``EPW_Year`` are \"Present\" in all cases).\n", "\n", "To get a clearer view, you can use the method ``gather_vars_query``, which will provide a list of the categorical variables extracted from the csv filename that change, and therefore, can be used in the analysis, and the values these contain. Let's try it:" ] }, { "cell_type": "code", "execution_count": 18, "id": "816c8c21", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The categorical columns which have different values and those values are:\n", "CAT: ['CA_1', 'CA_2', 'CA_3']\n", "ComfMod: ['CM_0', 'CM_3']\n", "EPW_City_or_subcountry: ['Aberdeen', 'London']\n", "Month: ['01', '02', '03', '04', '05', '06', '07', '08', '09', '10', '11', '12']\n", "Day: ['01', '02', '03', '04', '05', '06', '07', '08', '09', '10', '11', '12', '13', '14', '15', '16', '17', '18', '19', '20', '21', '22', '23', '24', '25', '26', '27', '28', '29', '30', '31']\n", "Hour: ['00', '01', '02', '03', '04', '05', '06', '07', '08', '09', '10', '11', '12', '13', '14', '15', '16', '17', '18', '19', '20', '21', '22', '23']\n" ] } ], "source": [ "dataset_hourly.gather_vars_query()" ] }, { "cell_type": "markdown", "id": "f29f8436", "metadata": {}, "source": [ "### 3.1 Scatter plot:" ] }, { "cell_type": "markdown", "id": "8d84d780", "metadata": {}, "source": [ "Therefore, based on the output of ``gather_vars_query()``, some possible interesing graph would be a ``seaborn.FacetGrid`` -alike plot (or graph with subplots), which would have the combination of arguments ``CAT`` and ``ComfMod`` in the columns, and the values for the cities in the rows. Let's plot it:" ] }, { "cell_type": "code", "execution_count": 19, "id": "ed932f92", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The number of rows and the list of these is going to be:\n", "No. of rows = 2\n", "List of rows:\n", "CM_0[CA_3\n", "CM_3[CA_3\n", "Do you want to rename the rows? [y/n]: y\n", "Please enter the new name for CM_0[CA_3: Static setpoints\n", "Please enter the new name for CM_3[CA_3: Adaptive setpoints\n", "The renamed rows are going to be:\n", "Static setpoints\n", "Adaptive setpoints\n", "The number of columns and the list of these is going to be:\n", "No. of columns = 2\n", "List of columns:\n", "Aberdeen\n", "London\n", "Column names will be the subplot titles. Do you want to rename them? [y/n]: n\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "dataset_hourly.scatter_plot(\n", " vars_to_gather_rows=['ComfMod', 'CAT'], # variables to gather in rows of subplots\n", " vars_to_gather_cols=['EPW_City_or_subcountry'],# variables to gather in columns of subplots\n", " detailed_rows=['CM_0[CA_3', 'CM_3[CA_3'], #we only want to see those combinations\n", " data_on_x_axis='BLOCK1:ZONE2_EN16798-1 Running mean outdoor temperature (°C)', #column name (string) for the data on x axis\n", "\n", " data_on_y_main_axis=[ # similarly to above, a list including the name of the secondary y-axis and the column names you want to plot in it\n", " [\n", " 'Energy (kWh/m2)',\n", " [\n", " 'Building_Total_Cooling Energy Demand (kWh/m2) (summed)',\n", " 'Building_Total_Heating Energy Demand (kWh/m2) (summed)',\n", " ]\n", " ],\n", " ],\n", " data_on_y_sec_axis=[ #list which includes the name of the axis on the first place, and then in the second place, a list which includes the column names you want to plot\n", " [\n", " 'Air renovation (ach)',\n", " [\n", " 'Building_Total_AFN Zone Infiltration Air Change Rate (ach) (summed)'\n", " ]\n", " ],\n", " [\n", " 'Operative Temperature (°C)',\n", " [\n", " 'Adaptive Cooling Setpoint Temperature_No Tolerance (°C)',\n", " 'Adaptive Heating Setpoint Temperature_No Tolerance (°C)',\n", " 'Building_Total_Zone Operative Temperature (°C) (mean)',\n", " ]\n", " ],\n", " ],\n", "\n", " colorlist_y_main_axis=[\n", " [\n", " 'Energy (kWh/m2)',\n", " [\n", " 'cyan',\n", " 'orange',\n", " ]\n", " ],\n", "\n", " ],\n", " colorlist_y_sec_axis=[\n", " [\n", " 'Air renovation (ach)',\n", " [\n", " 'yellow'\n", " ]\n", " ],\n", " [\n", " 'Operative Temperature (°C)',\n", " [\n", " 'b',\n", " 'r',\n", " 'g',\n", " ]\n", " ],\n", " ],\n", " \n", " supxlabel='Running Mean Outdoor Temperature (°C)', # data label on x axis\n", " figname=f'WIP_scatterplot_RMOT',\n", " figsize=6,\n", " ratio_height_to_width=0.33,\n", " confirm_graph=True\n", ")\n" ] }, { "cell_type": "markdown", "id": "1ea916a2", "metadata": {}, "source": [ "### 3.2 Adaptive vs Static data scatter plot:" ] }, { "cell_type": "markdown", "id": "04d16ae5", "metadata": {}, "source": [ "A very specific type of scatter plot can be done to show the relationship between data related to adaptive and static setpoint temperatures. In this case, you would need to use the ``scatter_plot_with_baseline()`` function." ] }, { "cell_type": "code", "execution_count": 20, "id": "d9a3468c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The number of rows and the list of these is going to be:\n", "No. of rows = 2\n", "List of rows:\n", "Aberdeen\n", "London\n", "Do you want to rename the rows? [y/n]: n\n", "The number of columns and the list of these is going to be:\n", "No. of columns = 5\n", "List of columns:\n", "CM_0[CA_2\n", "CM_0[CA_3\n", "CM_3[CA_1\n", "CM_3[CA_2\n", "CM_3[CA_3\n", "Column names will be the subplot titles. Do you want to rename them? [y/n]: n\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "dataset_hourly.scatter_plot_with_baseline(\n", " vars_to_gather_rows=['EPW_City_or_subcountry'], #you can enter multiple variables, for example: ['EPW_City_or_subcountry', 'EPW_Scenario-Year']\n", " vars_to_gather_cols=['ComfMod', 'CAT'], #you can enter multiple variables\n", " data_on_y_axis_baseline_plot=[ # in this case, you only need to specify a list which includes the data columns you want to plot\n", " 'Building_Total_Cooling Energy Demand (kWh/m2) (summed)',\n", " 'Building_Total_Heating Energy Demand (kWh/m2) (summed)',\n", " ],\n", " baseline='CM_0[CA_1', # the baseline needs to be in vars_to_gather_cols, and it's going to be shown on x axis. Given the variables we have simulated, you can choose between 'CM_0[CA_1', 'CM_0[CA_2', 'CM_0[CA_3', 'CM_3[CA_1', 'CM_3[CA_2' and 'CM_3[CA_3'\n", " colorlist_baseline_plot_data=[\n", " 'b',\n", " 'r',\n", " ],\n", " \n", " supxlabel='Static Energy Demand (kWh/m2)',\n", " supylabel='Adaptive Energy Demand (kWh/m2)',\n", " figname='WIP_scatterplot_adap_vs_stat',\n", " figsize=3,\n", " confirm_graph=True\n", ")" ] }, { "cell_type": "markdown", "id": "ff7fd883", "metadata": {}, "source": [ "Now, let's delete all the images we have created to save some space:" ] }, { "cell_type": "code", "execution_count": 21, "id": "293d95ad", "metadata": {}, "outputs": [], "source": [ "new_files = [i for i in os.listdir() if i not in previous_files]\n", "for i in new_files:\n", " os.remove(i)" ] }, { "cell_type": "markdown", "id": "7adeab89", "metadata": {}, "source": [ "## 4. Making tables" ] }, { "cell_type": "markdown", "id": "0042695b", "metadata": {}, "source": [ "Now, let's make some tables comparing results. For example, let's make a table to show monthly values of heating and cooling energy demand. First, let's generate the dataset with monthly frequency and let's filter the columns to keep heating and cooling demand at building level." ] }, { "cell_type": "code", "execution_count": 22, "id": "0067bf45", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "No zones have been excluded from level computations.\n", "All CSVs are for present scenario.\n" ] } ], "source": [ "from accim.data.postprocessing.main import Table\n", "dataset_monthly = Table(\n", " #datasets=list Since we are not specifying any list, it will use all available CSVs in the folder\n", " source_frequency='hourly',\n", " frequency='monthly',\n", " frequency_agg_func='sum', #this makes the sum or average when aggregating in days, months or runperiod; since the original CSV frequency is in hour, it won't make any aeffect\n", " standard_outputs=True,\n", " level=['building'],\n", " level_agg_func=['sum'],\n", " level_excluded_zones=[],\n", " split_epw_names=True, #to split EPW names based on the format Country_City_RCPscenario-YEar\n", " idf_path='TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf', # Any of the simulated IDFs, considering all of these are the same building and therefore have the same zones. Used to scan the zones and identify them in the CSVs.\n", ")\n", "\n", "dataset_monthly.format_table(\n", " type_of_table='custom',\n", " custom_cols=[\n", " 'Building_Total_Cooling Energy Demand (kWh/m2) (summed)',\n", " 'Building_Total_Heating Energy Demand (kWh/m2) (summed)',\n", " ]\n", ")" ] }, { "cell_type": "markdown", "id": "d844d5f6", "metadata": {}, "source": [ "Now, let's make the table we are looking for. You can choose 'multiindex', 'unstack' or 'pivot' as a reshaping method (remember that we are actually working with Pandas Dataframes). Let's go with unstack, and we are going to compare the baseline shown below with all gathered variables" ] }, { "cell_type": "code", "execution_count": 23, "id": "eee079e9", "metadata": {}, "outputs": [], "source": [ "dataset_monthly.wrangled_table(\n", " reshaping='unstack', #can be 'unstack' or 'pivot'\n", " vars_to_gather=['ComfMod', 'CAT'],\n", " vars_to_keep=['EPW_City_or_subcountry', 'Month'],\n", " baseline='CM_0[CA_1',\n", " comparison_mode=['baseline compared to others'], #can be 'baseline compared to others' or 'others compared to baseline'\n", " comparison_cols=['relative', 'absolute'] #'relative' to show the difference as a percentage, 'absolute' to show the difference by subtracting\n", ")" ] }, { "cell_type": "code", "execution_count": 24, "id": "654e8f6d", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Building_Total_Cooling Energy Demand (kWh/m2) (summed)...Building_Total_Heating Energy Demand (kWh/m2) (summed)
CM_0[CA_1CM_3[CA_1CM_0[CA_2CM_3[CA_2CM_0[CA_3CM_3[CA_31-(CM_0[CA_1/CM_3[CA_1)CM_3[CA_1 - CM_0[CA_11-(CM_0[CA_1/CM_0[CA_2)CM_0[CA_2 - CM_0[CA_1...1-(CM_0[CA_1/CM_3[CA_1)CM_3[CA_1 - CM_0[CA_11-(CM_0[CA_1/CM_0[CA_2)CM_0[CA_2 - CM_0[CA_11-(CM_0[CA_1/CM_3[CA_2)CM_3[CA_2 - CM_0[CA_11-(CM_0[CA_1/CM_0[CA_3)CM_0[CA_3 - CM_0[CA_11-(CM_0[CA_1/CM_3[CA_3)CM_3[CA_3 - CM_0[CA_1
MonthEPW_City_or_subcountry
01Aberdeen0.000.000.000.000.000.00NaN0.00NaN0.00...-0.26-3.05-0.16-2.11-0.67-6.02-0.65-5.90-1.11-7.88
London0.120.000.040.000.000.00-inf-0.12-2.14-0.08...-0.08-1.35-0.12-1.96-0.54-6.20-0.58-6.50-1.16-9.53
02Aberdeen0.290.260.140.000.000.00-0.14-0.04-1.08-0.15...-0.12-2.05-0.09-1.52-0.37-5.24-0.39-5.43-1.01-9.65
London0.430.090.070.000.000.00-3.98-0.34-5.36-0.36...0.010.17-0.04-0.78-0.39-5.15-0.44-5.59-1.21-10.06
03Aberdeen1.391.060.710.260.260.06-0.32-0.33-0.97-0.69...-0.02-0.41-0.03-0.72-0.23-4.67-0.26-5.14-0.80-11.02
London1.340.950.820.060.000.00-0.41-0.39-0.64-0.52...0.051.29-0.08-1.80-0.27-5.44-0.26-5.28-1.04-12.95
04Aberdeen3.382.721.920.790.320.00-0.24-0.66-0.76-1.45...0.041.180.020.62-0.12-2.87-0.12-2.72-0.56-9.36
London6.956.755.652.762.660.72-0.03-0.20-0.23-1.30...-0.09-1.91-0.10-1.95-0.47-7.04-0.55-7.87-1.79-14.23
05Aberdeen8.787.245.671.671.420.09-0.21-1.54-0.55-3.11...-0.36-9.430.156.35-0.69-14.400.198.35-2.12-24.07
London14.3714.8911.258.514.883.600.030.52-0.28-3.12...-1.84-28.720.157.73-4.41-36.140.083.91-16.23-41.76
06Aberdeen12.1611.198.944.832.891.35-0.09-0.98-0.36-3.22...-0.95-20.620.083.45-1.32-24.09-0.00-0.14-4.55-34.76
London16.1016.3914.0310.639.055.270.020.29-0.15-2.07...-2.43-30.470.041.86-7.01-37.66-0.29-9.79-33.04-41.77
07Aberdeen12.1512.889.305.854.021.650.060.73-0.31-2.85...-2.70-36.280.126.50-9.81-45.11-0.08-3.64-245.24-49.51
London25.2118.9322.8110.3015.554.38-0.33-6.28-0.11-2.41...-0.31-2.700.223.16-3.47-8.850.233.32-51.57-11.18
08Aberdeen11.4511.508.824.584.132.370.000.04-0.30-2.63...-2.32-31.050.125.91-7.08-38.92-0.10-3.91-40.97-43.37
London22.4816.9619.9710.8813.455.21-0.33-5.53-0.13-2.51...-0.73-6.280.173.10-5.00-12.40-0.06-0.83-46.92-14.57
09Aberdeen3.244.741.390.770.290.170.321.50-1.34-1.86...-2.74-40.090.095.11-4.90-45.43-0.18-8.19-12.52-50.66
London10.2210.328.715.354.031.560.010.09-0.17-1.52...-2.71-31.33-0.03-1.20-8.28-38.27-0.36-11.29-38.49-41.80
10Aberdeen0.270.380.180.000.240.000.290.11-0.55-0.10...-0.27-6.41-0.25-5.88-0.96-14.61-1.16-15.99-2.84-22.01
London3.854.533.661.183.320.350.150.68-0.05-0.19...-0.77-11.56-0.42-7.85-2.65-19.23-4.72-21.86-12.53-24.53
11Aberdeen0.050.040.070.000.000.00-0.11-0.000.280.02...-0.05-0.82-0.16-2.45-0.55-6.37-0.57-6.53-1.48-10.69
London0.400.050.100.000.000.00-7.45-0.35-2.81-0.29...-0.01-0.15-0.08-1.62-0.61-8.43-0.61-8.42-2.35-15.54
12Aberdeen0.000.000.000.000.000.00NaN0.00NaN0.00...-0.23-2.81-0.17-2.26-0.69-6.27-0.75-6.55-1.51-9.19
London0.000.000.000.000.000.00NaN0.00NaN0.00...-0.10-1.46-0.20-2.79-0.75-7.03-0.71-6.86-1.75-10.48
\n", "

24 rows × 32 columns

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" ], "text/plain": [ " Building_Total_Cooling Energy Demand (kWh/m2) (summed) \\\n", " CM_0[CA_1 \n", "Month EPW_City_or_subcountry \n", "01 Aberdeen 0.00 \n", " London 0.12 \n", "02 Aberdeen 0.29 \n", " London 0.43 \n", "03 Aberdeen 1.39 \n", " London 1.34 \n", "04 Aberdeen 3.38 \n", " London 6.95 \n", "05 Aberdeen 8.78 \n", " London 14.37 \n", "06 Aberdeen 12.16 \n", " London 16.10 \n", "07 Aberdeen 12.15 \n", " London 25.21 \n", "08 Aberdeen 11.45 \n", " London 22.48 \n", "09 Aberdeen 3.24 \n", " London 10.22 \n", "10 Aberdeen 0.27 \n", " London 3.85 \n", "11 Aberdeen 0.05 \n", " London 0.40 \n", "12 Aberdeen 0.00 \n", " London 0.00 \n", "\n", " \\\n", " CM_3[CA_1 CM_0[CA_2 CM_3[CA_2 CM_0[CA_3 \n", "Month EPW_City_or_subcountry \n", "01 Aberdeen 0.00 0.00 0.00 0.00 \n", " London 0.00 0.04 0.00 0.00 \n", "02 Aberdeen 0.26 0.14 0.00 0.00 \n", " London 0.09 0.07 0.00 0.00 \n", "03 Aberdeen 1.06 0.71 0.26 0.26 \n", " London 0.95 0.82 0.06 0.00 \n", "04 Aberdeen 2.72 1.92 0.79 0.32 \n", " London 6.75 5.65 2.76 2.66 \n", "05 Aberdeen 7.24 5.67 1.67 1.42 \n", " London 14.89 11.25 8.51 4.88 \n", "06 Aberdeen 11.19 8.94 4.83 2.89 \n", " London 16.39 14.03 10.63 9.05 \n", "07 Aberdeen 12.88 9.30 5.85 4.02 \n", " London 18.93 22.81 10.30 15.55 \n", "08 Aberdeen 11.50 8.82 4.58 4.13 \n", " London 16.96 19.97 10.88 13.45 \n", "09 Aberdeen 4.74 1.39 0.77 0.29 \n", " London 10.32 8.71 5.35 4.03 \n", "10 Aberdeen 0.38 0.18 0.00 0.24 \n", " London 4.53 3.66 1.18 3.32 \n", "11 Aberdeen 0.04 0.07 0.00 0.00 \n", " London 0.05 0.10 0.00 0.00 \n", "12 Aberdeen 0.00 0.00 0.00 0.00 \n", " London 0.00 0.00 0.00 0.00 \n", "\n", " \\\n", " CM_3[CA_3 1-(CM_0[CA_1/CM_3[CA_1) \n", "Month EPW_City_or_subcountry \n", "01 Aberdeen 0.00 NaN \n", " London 0.00 -inf \n", "02 Aberdeen 0.00 -0.14 \n", " London 0.00 -3.98 \n", "03 Aberdeen 0.06 -0.32 \n", " London 0.00 -0.41 \n", "04 Aberdeen 0.00 -0.24 \n", " London 0.72 -0.03 \n", "05 Aberdeen 0.09 -0.21 \n", " London 3.60 0.03 \n", "06 Aberdeen 1.35 -0.09 \n", " London 5.27 0.02 \n", "07 Aberdeen 1.65 0.06 \n", " London 4.38 -0.33 \n", "08 Aberdeen 2.37 0.00 \n", " London 5.21 -0.33 \n", "09 Aberdeen 0.17 0.32 \n", " London 1.56 0.01 \n", "10 Aberdeen 0.00 0.29 \n", " London 0.35 0.15 \n", "11 Aberdeen 0.00 -0.11 \n", " London 0.00 -7.45 \n", "12 Aberdeen 0.00 NaN \n", " London 0.00 NaN \n", "\n", " \\\n", " CM_3[CA_1 - CM_0[CA_1 1-(CM_0[CA_1/CM_0[CA_2) \n", "Month EPW_City_or_subcountry \n", "01 Aberdeen 0.00 NaN \n", " London -0.12 -2.14 \n", "02 Aberdeen -0.04 -1.08 \n", " London -0.34 -5.36 \n", "03 Aberdeen -0.33 -0.97 \n", " London -0.39 -0.64 \n", "04 Aberdeen -0.66 -0.76 \n", " London -0.20 -0.23 \n", "05 Aberdeen -1.54 -0.55 \n", " London 0.52 -0.28 \n", "06 Aberdeen -0.98 -0.36 \n", " London 0.29 -0.15 \n", "07 Aberdeen 0.73 -0.31 \n", " London -6.28 -0.11 \n", "08 Aberdeen 0.04 -0.30 \n", " London -5.53 -0.13 \n", "09 Aberdeen 1.50 -1.34 \n", " London 0.09 -0.17 \n", "10 Aberdeen 0.11 -0.55 \n", " London 0.68 -0.05 \n", "11 Aberdeen -0.00 0.28 \n", " London -0.35 -2.81 \n", "12 Aberdeen 0.00 NaN \n", " London 0.00 NaN \n", "\n", " ... \\\n", " CM_0[CA_2 - CM_0[CA_1 ... \n", "Month EPW_City_or_subcountry ... \n", "01 Aberdeen 0.00 ... \n", " London -0.08 ... \n", "02 Aberdeen -0.15 ... \n", " London -0.36 ... \n", "03 Aberdeen -0.69 ... \n", " London -0.52 ... \n", "04 Aberdeen -1.45 ... \n", " London -1.30 ... \n", "05 Aberdeen -3.11 ... \n", " London -3.12 ... \n", "06 Aberdeen -3.22 ... \n", " London -2.07 ... \n", "07 Aberdeen -2.85 ... \n", " London -2.41 ... \n", "08 Aberdeen -2.63 ... \n", " London -2.51 ... \n", "09 Aberdeen -1.86 ... \n", " London -1.52 ... \n", "10 Aberdeen -0.10 ... \n", " London -0.19 ... \n", "11 Aberdeen 0.02 ... \n", " London -0.29 ... \n", "12 Aberdeen 0.00 ... \n", " London 0.00 ... \n", "\n", " Building_Total_Heating Energy Demand (kWh/m2) (summed) \\\n", " 1-(CM_0[CA_1/CM_3[CA_1) \n", "Month EPW_City_or_subcountry \n", "01 Aberdeen -0.26 \n", " London -0.08 \n", "02 Aberdeen -0.12 \n", " London 0.01 \n", "03 Aberdeen -0.02 \n", " London 0.05 \n", "04 Aberdeen 0.04 \n", " London -0.09 \n", "05 Aberdeen -0.36 \n", " London -1.84 \n", "06 Aberdeen -0.95 \n", " London -2.43 \n", "07 Aberdeen -2.70 \n", " London -0.31 \n", "08 Aberdeen -2.32 \n", " London -0.73 \n", "09 Aberdeen -2.74 \n", " London -2.71 \n", "10 Aberdeen -0.27 \n", " London -0.77 \n", "11 Aberdeen -0.05 \n", " London -0.01 \n", "12 Aberdeen -0.23 \n", " London -0.10 \n", "\n", " \\\n", " CM_3[CA_1 - CM_0[CA_1 1-(CM_0[CA_1/CM_0[CA_2) \n", "Month EPW_City_or_subcountry \n", "01 Aberdeen -3.05 -0.16 \n", " London -1.35 -0.12 \n", "02 Aberdeen -2.05 -0.09 \n", " London 0.17 -0.04 \n", "03 Aberdeen -0.41 -0.03 \n", " London 1.29 -0.08 \n", "04 Aberdeen 1.18 0.02 \n", " London -1.91 -0.10 \n", "05 Aberdeen -9.43 0.15 \n", " London -28.72 0.15 \n", "06 Aberdeen -20.62 0.08 \n", " London -30.47 0.04 \n", "07 Aberdeen -36.28 0.12 \n", " London -2.70 0.22 \n", "08 Aberdeen -31.05 0.12 \n", " London -6.28 0.17 \n", "09 Aberdeen -40.09 0.09 \n", " London -31.33 -0.03 \n", "10 Aberdeen -6.41 -0.25 \n", " London -11.56 -0.42 \n", "11 Aberdeen -0.82 -0.16 \n", " London -0.15 -0.08 \n", "12 Aberdeen -2.81 -0.17 \n", " London -1.46 -0.20 \n", "\n", " \\\n", " CM_0[CA_2 - CM_0[CA_1 1-(CM_0[CA_1/CM_3[CA_2) \n", "Month EPW_City_or_subcountry \n", "01 Aberdeen -2.11 -0.67 \n", " London -1.96 -0.54 \n", "02 Aberdeen -1.52 -0.37 \n", " London -0.78 -0.39 \n", "03 Aberdeen -0.72 -0.23 \n", " London -1.80 -0.27 \n", "04 Aberdeen 0.62 -0.12 \n", " London -1.95 -0.47 \n", "05 Aberdeen 6.35 -0.69 \n", " London 7.73 -4.41 \n", "06 Aberdeen 3.45 -1.32 \n", " London 1.86 -7.01 \n", "07 Aberdeen 6.50 -9.81 \n", " London 3.16 -3.47 \n", "08 Aberdeen 5.91 -7.08 \n", " London 3.10 -5.00 \n", "09 Aberdeen 5.11 -4.90 \n", " London -1.20 -8.28 \n", "10 Aberdeen -5.88 -0.96 \n", " London -7.85 -2.65 \n", "11 Aberdeen -2.45 -0.55 \n", " London -1.62 -0.61 \n", "12 Aberdeen -2.26 -0.69 \n", " London -2.79 -0.75 \n", "\n", " \\\n", " CM_3[CA_2 - CM_0[CA_1 1-(CM_0[CA_1/CM_0[CA_3) \n", "Month EPW_City_or_subcountry \n", "01 Aberdeen -6.02 -0.65 \n", " London -6.20 -0.58 \n", "02 Aberdeen -5.24 -0.39 \n", " London -5.15 -0.44 \n", "03 Aberdeen -4.67 -0.26 \n", " London -5.44 -0.26 \n", "04 Aberdeen -2.87 -0.12 \n", " London -7.04 -0.55 \n", "05 Aberdeen -14.40 0.19 \n", " London -36.14 0.08 \n", "06 Aberdeen -24.09 -0.00 \n", " London -37.66 -0.29 \n", "07 Aberdeen -45.11 -0.08 \n", " London -8.85 0.23 \n", "08 Aberdeen -38.92 -0.10 \n", " London -12.40 -0.06 \n", "09 Aberdeen -45.43 -0.18 \n", " London -38.27 -0.36 \n", "10 Aberdeen -14.61 -1.16 \n", " London -19.23 -4.72 \n", "11 Aberdeen -6.37 -0.57 \n", " London -8.43 -0.61 \n", "12 Aberdeen -6.27 -0.75 \n", " London -7.03 -0.71 \n", "\n", " \\\n", " CM_0[CA_3 - CM_0[CA_1 1-(CM_0[CA_1/CM_3[CA_3) \n", "Month EPW_City_or_subcountry \n", "01 Aberdeen -5.90 -1.11 \n", " London -6.50 -1.16 \n", "02 Aberdeen -5.43 -1.01 \n", " London -5.59 -1.21 \n", "03 Aberdeen -5.14 -0.80 \n", " London -5.28 -1.04 \n", "04 Aberdeen -2.72 -0.56 \n", " London -7.87 -1.79 \n", "05 Aberdeen 8.35 -2.12 \n", " London 3.91 -16.23 \n", "06 Aberdeen -0.14 -4.55 \n", " London -9.79 -33.04 \n", "07 Aberdeen -3.64 -245.24 \n", " London 3.32 -51.57 \n", "08 Aberdeen -3.91 -40.97 \n", " London -0.83 -46.92 \n", "09 Aberdeen -8.19 -12.52 \n", " London -11.29 -38.49 \n", "10 Aberdeen -15.99 -2.84 \n", " London -21.86 -12.53 \n", "11 Aberdeen -6.53 -1.48 \n", " London -8.42 -2.35 \n", "12 Aberdeen -6.55 -1.51 \n", " London -6.86 -1.75 \n", "\n", " \n", " CM_3[CA_3 - CM_0[CA_1 \n", "Month EPW_City_or_subcountry \n", "01 Aberdeen -7.88 \n", " London -9.53 \n", "02 Aberdeen -9.65 \n", " London -10.06 \n", "03 Aberdeen -11.02 \n", " London -12.95 \n", "04 Aberdeen -9.36 \n", " London -14.23 \n", "05 Aberdeen -24.07 \n", " London -41.76 \n", "06 Aberdeen -34.76 \n", " London -41.77 \n", "07 Aberdeen -49.51 \n", " London -11.18 \n", "08 Aberdeen -43.37 \n", " London -14.57 \n", "09 Aberdeen -50.66 \n", " London -41.80 \n", "10 Aberdeen -22.01 \n", " London -24.53 \n", "11 Aberdeen -10.69 \n", " London -15.54 \n", "12 Aberdeen -9.19 \n", " London -10.48 \n", "\n", "[24 rows x 32 columns]" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_monthly.wrangled_df_unstacked" ] }, { "cell_type": "markdown", "id": "006547d5", "metadata": {}, "source": [ "Let's make a different dataset to work with runperiod frequency." ] }, { "cell_type": "code", "execution_count": 25, "id": "6f544702", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "No zones have been excluded from level computations.\n", "All CSVs are for present scenario.\n" ] } ], "source": [ "from accim.data.postprocessing.main import Table\n", "dataset_runperiod = Table(\n", " #datasets=list Since we are not specifying any list, it will use all available CSVs in the folder\n", " source_frequency='hourly',\n", " frequency='runperiod',\n", " frequency_agg_func='sum', #this makes the sum or average when aggregating in days, months or runperiod; since the original CSV frequency is in hour, it won't make any aeffect\n", " standard_outputs=True,\n", " level=['building'],\n", " level_agg_func=['sum'],\n", " level_excluded_zones=[],\n", " split_epw_names=True, #to split EPW names based on the format Country_City_RCPscenario-YEar\n", " idf_path='TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf', # Any of the simulated IDFs, considering all of these are the same building and therefore have the same zones. Used to scan the zones and identify them in the CSVs.\n", ")\n", "\n", "dataset_runperiod.format_table(\n", " type_of_table='custom',\n", " custom_cols=[\n", " 'Building_Total_Cooling Energy Demand (kWh/m2) (summed)',\n", " 'Building_Total_Heating Energy Demand (kWh/m2) (summed)',\n", " ]\n", ")\n" ] }, { "cell_type": "markdown", "id": "c56ed52f", "metadata": {}, "source": [ "In this case, we are going to use the 'pivot' reshaping option:" ] }, { "cell_type": "code", "execution_count": 26, "id": "be3491c5", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\users\\sanga\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\accim\\data\\postprocessing\\main.py:1684: SettingWithCopyWarning: \n", "A value is trying to be set on a copy of a slice from a DataFrame.\n", "Try using .loc[row_indexer,col_indexer] = value instead\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", " self.df['col_to_pivot'] = 'temp'\n", "C:\\users\\sanga\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\accim\\data\\postprocessing\\main.py:1697: SettingWithCopyWarning: \n", "A value is trying to be set on a copy of a slice from a DataFrame.\n", "Try using .loc[row_indexer,col_indexer] = value instead\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", " self.df['col_to_pivot'] = wrangled_df_pivoted['col_to_pivot']\n", "C:\\users\\sanga\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\accim\\data\\postprocessing\\main.py:1777: FutureWarning: The provided callable is currently using DataFrameGroupBy.sum. In a future version of pandas, the provided callable will be used directly. To keep current behavior pass the string \"sum\" instead.\n", " wrangled_df_pivoted = wrangled_df_pivoted.pivot_table(\n" ] } ], "source": [ "dataset_runperiod.wrangled_table(\n", " reshaping='pivot',\n", " vars_to_gather=['ComfMod', 'CAT'],\n", " baseline='CM_0[CA_1',\n", " comparison_mode=['baseline compared to others'],\n", " comparison_cols=['relative', 'absolute']\n", ")" ] }, { "cell_type": "code", "execution_count": 27, "id": "09aa5fc7", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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col_to_pivotCM_0[CA_1CM_0[CA_2CM_0[CA_3CM_3[CA_1CM_3[CA_2CM_3[CA_31-(CM_0[CA_1/CM_3[CA_2)CM_3[CA_2 - CM_0[CA_11-(CM_0[CA_1/CM_0[CA_2)CM_0[CA_2 - CM_0[CA_11-(CM_0[CA_1/CM_3[CA_1)CM_3[CA_1 - CM_0[CA_11-(CM_0[CA_1/CM_0[CA_3)CM_0[CA_3 - CM_0[CA_11-(CM_0[CA_1/CM_3[CA_3)CM_3[CA_3 - CM_0[CA_1
Building_Total_Cooling Energy Demand (kWh/m2) (summed)154.66124.2466.51141.8668.4126.77-1.26-86.24-0.24-30.42-0.09-12.80-1.33-88.14-4.78-127.89
Building_Total_Heating Energy Demand (kWh/m2) (summed)680.07688.99547.22413.73274.22149.52-1.48-405.850.018.92-0.64-266.33-0.24-132.84-3.55-530.55
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" ], "text/plain": [ "col_to_pivot CM_0[CA_1 CM_0[CA_2 \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... 154.66 124.24 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... 680.07 688.99 \n", "\n", "col_to_pivot CM_0[CA_3 CM_3[CA_1 \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... 66.51 141.86 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... 547.22 413.73 \n", "\n", "col_to_pivot CM_3[CA_2 CM_3[CA_3 \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... 68.41 26.77 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... 274.22 149.52 \n", "\n", "col_to_pivot 1-(CM_0[CA_1/CM_3[CA_2) \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -1.26 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... -1.48 \n", "\n", "col_to_pivot CM_3[CA_2 - CM_0[CA_1 \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -86.24 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... -405.85 \n", "\n", "col_to_pivot 1-(CM_0[CA_1/CM_0[CA_2) \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -0.24 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... 0.01 \n", "\n", "col_to_pivot CM_0[CA_2 - CM_0[CA_1 \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -30.42 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... 8.92 \n", "\n", "col_to_pivot 1-(CM_0[CA_1/CM_3[CA_1) \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -0.09 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... -0.64 \n", "\n", "col_to_pivot CM_3[CA_1 - CM_0[CA_1 \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -12.80 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... -266.33 \n", "\n", "col_to_pivot 1-(CM_0[CA_1/CM_0[CA_3) \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -1.33 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... -0.24 \n", "\n", "col_to_pivot CM_0[CA_3 - CM_0[CA_1 \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -88.14 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... -132.84 \n", "\n", "col_to_pivot 1-(CM_0[CA_1/CM_3[CA_3) \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -4.78 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... -3.55 \n", "\n", "col_to_pivot CM_3[CA_3 - CM_0[CA_1 \n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -127.89 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... -530.55 " ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_runperiod.wrangled_df_pivoted" ] }, { "cell_type": "markdown", "id": "b263ab2c", "metadata": {}, "source": [ "Again, please remember we are working with Pandas Dataframe objects. That means we can modify the df we have generated. For instance, we can simplify it by removing all rows except those with 'CA_3' in the Category column, as shown below." ] }, { "cell_type": "code", "execution_count": 28, "id": "346e2b30", "metadata": {}, "outputs": [], "source": [ "dataset_runperiod.df = dataset_runperiod.df[\n", " dataset_runperiod.df['CAT'].isin(['CA_3'])\n", "]" ] }, { "cell_type": "code", "execution_count": 29, "id": "a08effea", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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ModelComfStandCATComfModHVACmodeVentCtrlVSToffsetMinOToffsetMaxWindSpeedASTtolNameSuffixEPWSourceEPW_Country_nameEPW_City_or_subcountryEPW_Scenario-YearEPW_ScenarioEPW_YearBuilding_Total_Cooling Energy Demand (kWh/m2) (summed)Building_Total_Heating Energy Demand (kWh/m2) (summed)
8TestModelCS_INT EN16798CA_3CM_0HM_2VC_0VO_0MT_50MW_50AT_0.1NS_XUnited-Kingdom_Aberdeen_PresentTestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[V...United-KingdomAberdeenPresentPresentPresent13.574438318.977783
9TestModelCS_INT EN16798CA_3CM_0HM_2VC_0VO_0MT_50MW_50AT_0.1NS_XUnited-Kingdom_London_PresentTestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[V...United-KingdomLondonPresentPresentPresent52.938830228.246073
10TestModelCS_INT EN16798CA_3CM_3HM_2VC_0VO_0MT_50MW_50AT_0.1NS_XUnited-Kingdom_Aberdeen_PresentTestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[V...United-KingdomAberdeenPresentPresentPresent5.68753292.602457
11TestModelCS_INT EN16798CA_3CM_3HM_2VC_0VO_0MT_50MW_50AT_0.1NS_XUnited-Kingdom_London_PresentTestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[V...United-KingdomLondonPresentPresentPresent21.08451156.917599
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" ], "text/plain": [ " Model ComfStand CAT ComfMod HVACmode VentCtrl VSToffset \\\n", "8 TestModel CS_INT EN16798 CA_3 CM_0 HM_2 VC_0 VO_0 \n", "9 TestModel CS_INT EN16798 CA_3 CM_0 HM_2 VC_0 VO_0 \n", "10 TestModel CS_INT EN16798 CA_3 CM_3 HM_2 VC_0 VO_0 \n", "11 TestModel CS_INT EN16798 CA_3 CM_3 HM_2 VC_0 VO_0 \n", "\n", " MinOToffset MaxWindSpeed ASTtol NameSuffix \\\n", "8 MT_50 MW_50 AT_0.1 NS_X \n", "9 MT_50 MW_50 AT_0.1 NS_X \n", "10 MT_50 MW_50 AT_0.1 NS_X \n", "11 MT_50 MW_50 AT_0.1 NS_X \n", "\n", " EPW \\\n", "8 United-Kingdom_Aberdeen_Present \n", "9 United-Kingdom_London_Present \n", "10 United-Kingdom_Aberdeen_Present \n", "11 United-Kingdom_London_Present \n", "\n", " Source EPW_Country_name \\\n", "8 TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[V... United-Kingdom \n", "9 TestModel[CS_INT EN16798[CA_3[CM_0[HM_2[VC_0[V... United-Kingdom \n", "10 TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[V... United-Kingdom \n", "11 TestModel[CS_INT EN16798[CA_3[CM_3[HM_2[VC_0[V... United-Kingdom \n", "\n", " EPW_City_or_subcountry EPW_Scenario-Year EPW_Scenario EPW_Year \\\n", "8 Aberdeen Present Present Present \n", "9 London Present Present Present \n", "10 Aberdeen Present Present Present \n", "11 London Present Present Present \n", "\n", " Building_Total_Cooling Energy Demand (kWh/m2) (summed) \\\n", "8 13.574438 \n", "9 52.938830 \n", "10 5.687532 \n", "11 21.084511 \n", "\n", " Building_Total_Heating Energy Demand (kWh/m2) (summed) \n", "8 318.977783 \n", "9 228.246073 \n", "10 92.602457 \n", "11 56.917599 " ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_runperiod.df" ] }, { "cell_type": "markdown", "id": "8c0d8b58", "metadata": {}, "source": [ "And now we could make a similar pivoted table as above, but simplified to show only CA_3:" ] }, { "cell_type": "code", "execution_count": 30, "id": "eca14cf0", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\users\\sanga\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\accim\\data\\postprocessing\\main.py:1777: FutureWarning: The provided callable is currently using DataFrameGroupBy.sum. In a future version of pandas, the provided callable will be used directly. To keep current behavior pass the string \"sum\" instead.\n", " wrangled_df_pivoted = wrangled_df_pivoted.pivot_table(\n" ] } ], "source": [ "dataset_runperiod.wrangled_table(\n", " reshaping='pivot',\n", " vars_to_gather=['ComfMod'],\n", " baseline='CM_0',\n", " comparison_mode=['baseline compared to others'],\n", " comparison_cols=['relative', 'absolute']\n", ")" ] }, { "cell_type": "code", "execution_count": 31, "id": "26974d01", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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col_to_pivotCM_0CM_31-(CM_0/CM_3)CM_3 - CM_0
Building_Total_Cooling Energy Demand (kWh/m2) (summed)66.5126.77-1.48-39.74
Building_Total_Heating Energy Demand (kWh/m2) (summed)547.22149.52-2.66-397.70
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" ], "text/plain": [ "col_to_pivot CM_0 CM_3 \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... 66.51 26.77 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... 547.22 149.52 \n", "\n", "col_to_pivot 1-(CM_0/CM_3) CM_3 - CM_0 \n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -1.48 -39.74 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... -2.66 -397.70 " ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_runperiod.wrangled_df_pivoted" ] }, { "cell_type": "markdown", "id": "6e349991", "metadata": {}, "source": [ "Another method to achieve this is generating a different Table object, only reading the CSV files with CA_3 in it name:" ] }, { "cell_type": "code", "execution_count": 32, "id": "c87f8116", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "No zones have been excluded from level computations.\n", "All CSVs are for present scenario.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\users\\sanga\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\accim\\data\\postprocessing\\main.py:1684: SettingWithCopyWarning: \n", "A value is trying to be set on a copy of a slice from a DataFrame.\n", "Try using .loc[row_indexer,col_indexer] = value instead\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", " self.df['col_to_pivot'] = 'temp'\n", "C:\\users\\sanga\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\accim\\data\\postprocessing\\main.py:1697: SettingWithCopyWarning: \n", "A value is trying to be set on a copy of a slice from a DataFrame.\n", "Try using .loc[row_indexer,col_indexer] = value instead\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", " self.df['col_to_pivot'] = wrangled_df_pivoted['col_to_pivot']\n", "C:\\users\\sanga\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\accim\\data\\postprocessing\\main.py:1777: FutureWarning: The provided callable is currently using DataFrameGroupBy.sum. In a future version of pandas, the provided callable will be used directly. To keep current behavior pass the string \"sum\" instead.\n", " wrangled_df_pivoted = wrangled_df_pivoted.pivot_table(\n" ] } ], "source": [ "import os\n", "from accim.data.postprocessing.main import Table\n", "\n", "dataset = [i for i in os.listdir() if i.endswith('.csv') and 'CA_3' in i]\n", "\n", "dataset_runperiod_simplified_1 = Table(\n", " datasets=dataset,\n", " source_frequency='hourly',\n", " frequency='runperiod',\n", " frequency_agg_func='sum',\n", " # this makes the sum or average when aggregating in days, months or runperiod; since the original CSV frequency is in hour, it won't make any aeffect\n", " standard_outputs=True,\n", " level=['building'],\n", " level_agg_func=['sum'],\n", " level_excluded_zones=[],\n", " split_epw_names=True, # to split EPW names based on the format Country_City_RCPscenario-YEar\n", " idf_path='TestModel[CS_INT EN16798[CA_1[CM_0[HM_2[VC_0[VO_0[MT_50[MW_50[AT_0.1[NS_X.idf', # Any of the simulated IDFs, considering all of these are the same building and therefore have the same zones. Used to scan the zones and identify them in the CSVs.\n", ")\n", "\n", "dataset_runperiod_simplified_1.format_table(\n", " type_of_table='custom',\n", " custom_cols=[\n", " 'Building_Total_Cooling Energy Demand (kWh/m2) (summed)',\n", " 'Building_Total_Heating Energy Demand (kWh/m2) (summed)',\n", " ]\n", ")\n", "\n", "dataset_runperiod_simplified_1.wrangled_table(\n", " reshaping='pivot',\n", " vars_to_gather=['ComfMod'],\n", " baseline='CM_0',\n", " comparison_mode=['baseline compared to others'],\n", " comparison_cols=['relative', 'absolute']\n", ")\n", "\n", "\n" ] }, { "cell_type": "markdown", "id": "a3ab604b", "metadata": {}, "source": [ "You can see below the resulting table is exactly the same:" ] }, { "cell_type": "code", "execution_count": 33, "id": "c5b6ed0f", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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col_to_pivotCM_0CM_31-(CM_0/CM_3)CM_3 - CM_0
Building_Total_Cooling Energy Demand (kWh/m2) (summed)66.5126.77-1.48-39.74
Building_Total_Heating Energy Demand (kWh/m2) (summed)547.22149.52-2.66-397.70
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" ], "text/plain": [ "col_to_pivot CM_0 CM_3 \\\n", "Building_Total_Cooling Energy Demand (kWh/m2) (... 66.51 26.77 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... 547.22 149.52 \n", "\n", "col_to_pivot 1-(CM_0/CM_3) CM_3 - CM_0 \n", "Building_Total_Cooling Energy Demand (kWh/m2) (... -1.48 -39.74 \n", "Building_Total_Heating Energy Demand (kWh/m2) (... -2.66 -397.70 " ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset_runperiod_simplified_1.wrangled_df_pivoted" ] }, { "cell_type": "markdown", "id": "3f76e7e3", "metadata": {}, "source": [ "You can finally export the table as xlsx format:" ] }, { "cell_type": "code", "execution_count": 34, "id": "46cdcd98", "metadata": {}, "outputs": [], "source": [ "dataset_runperiod_simplified_1.wrangled_df_pivoted.to_excel('building_energy_demand.xlsx')" ] }, { "cell_type": "markdown", "id": "4fe15368", "metadata": {}, "source": [ "Let's delete it now:" ] }, { "cell_type": "code", "execution_count": 35, "id": "c1d11ce9", "metadata": {}, "outputs": [], "source": [ "new_files = [i for i in os.listdir() if i not in previous_files]\n", "for i in new_files:\n", " os.remove(i)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.13" } }, "nbformat": 4, "nbformat_minor": 5 }