diff --git a/Output analysis/analysis_genmix_cost_emi.ipynb b/Output analysis/analysis_genmix_cost_emi.ipynb new file mode 100644 index 0000000..f5f7ec0 --- /dev/null +++ b/Output analysis/analysis_genmix_cost_emi.ipynb @@ -0,0 +1,517 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import csv\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.dates as mdates\n", + "import datetime\n", + "from pandas.plotting import register_matplotlib_converters\n", + "register_matplotlib_converters()" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "run_no = 1 #'altered'\n", + "rundays = 365\n", + "runhours = rundays*24\n", + "\n", + "hr_range = pd.date_range('1/1/2016', periods=runhours, freq='H')\n", + "day_range = pd.date_range('1/1/2016', periods=rundays, freq='D')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Annual generation mix" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "###Observed statistics (EDC, 2016)\n", + "gen_obs = [2750, 2570, 411, 792, 158, 38, 0]\n", + "indx = ['hydro', 'coal', 'oil','viet', 'thai', 'laos', 'slack']\n", + "\n", + "df_gen_gwh = pd.DataFrame(gen_obs,columns=['obs'])\n", + "df_gen_gwh.index = indx\n", + "##df_gen_gwh" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "mwh = pd.read_csv('out_camb_R'+str(run_no)+'_2016_mwh.csv',header=0)\n", + "hydro = pd.read_csv('out_camb_R'+str(run_no)+'_2016_hydro.csv',header=0)\n", + "hydro_import = pd.read_csv('out_camb_R'+str(run_no)+'_2016_hydro_import.csv',header=0) " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "###Include Generator_type to the mwh data\n", + "df_gen_param = pd.read_csv('data_camb_genparams.csv',header=0)\n", + "\n", + "gen_name = df_gen_param['name']\n", + "gen_type = df_gen_param['typ']\n", + "\n", + "for x in range(len(gen_name)):\n", + " mwh.loc[mwh.Generator == gen_name[x], 'Type'] = gen_type[x]\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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obssim
hydro27502784.532011
coal25702644.672009
oil411359.070243
viet792796.285118
thai158100.332169
laos3841.278288
slack00.000000
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" + ], + "text/plain": [ + " obs sim\n", + "hydro 2750 2784.532011\n", + "coal 2570 2644.672009\n", + "oil 411 359.070243\n", + "viet 792 796.285118\n", + "thai 158 100.332169\n", + "laos 38 41.278288\n", + "slack 0 0.000000" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "### Annual generation mix\n", + "y_disp = (mwh.groupby(['Type'])['Value'].sum())/1000\n", + "y_hydro = sum(hydro['Value'])/1000\n", + "y_hydro_import = sum(hydro_import['Value'])/1000\n", + "\n", + "simhydro = y_hydro\n", + "simcoal = y_disp['coal_st']\n", + "simoil = y_disp['oil_ic'] + y_disp['oil_st']\n", + "simviet = y_disp['imp_viet']\n", + "simthai = y_disp['imp_thai']\n", + "simlaos = y_hydro_import\n", + "simslack = y_disp['slack'] \n", + "\n", + "df_gen_gwh['sim'] = [simhydro,simcoal,simoil,simviet,simthai,simlaos,simslack]\n", + "\n", + "df_gen_gwh" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Daily generation mix" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['coal_st', 'imp_thai', 'imp_viet', 'oil_ic', 'oil_st', 'slack'], dtype='object', name='Type')" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "types = y_disp.index\n", + "types" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "###Generations by fuel type and time\n", + "disp_hourly = mwh.groupby(['Type','Time'])['Value'].sum()\n", + "\n", + "##Hourly TS of dispatchables\n", + "ts_disp_hourly = []\n", + "for i in range (len(types)):\n", + " ts_disp_hourly.append(pd.Series(disp_hourly[types[i]].values, index=hr_range))\n", + "\n", + "\n", + "##Daily TS of dispatchables (in GWh)\n", + "disp_daily = []\n", + "for i in range (len(types)): \n", + " disp_daily.append(ts_disp_hourly[i].resample('D').sum()/1000)\n", + " \n", + "##disp_daily" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "##Hourly TS of hydro\n", + "hydro_hourly = hydro.groupby(['Time'])['Value'].sum()\n", + "hydro_import_hourly = hydro_import.groupby(['Time'])['Value'].sum()\n", + "\n", + "ts_hydro = pd.Series(hydro_hourly.values, index=hr_range)\n", + "ts_hydro_import = pd.Series(hydro_import_hourly.values, index=hr_range)\n", + "\n", + "##Daily TS of hydro (in GWh)\n", + "hydro_daily = ts_hydro.resample('D').sum()/1000\n", + "hydro_import_daily = ts_hydro_import.resample('D').sum()/1000" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Plot daily generation mix" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "### Plot Daily generation by resource-type\n", + "daily_coal = disp_daily[0]\n", + "daily_imprt = disp_daily[1] +disp_daily[2] + hydro_import_daily\n", + "daily_oil = disp_daily[3] +disp_daily[4]\n", + "daily_hydro = hydro_daily\n", + "daily_slack = disp_daily[5]\n", + "\n", + "fig, (ax1) = plt.subplots(nrows=1,ncols=1) ##,figsize=(6,4)\n", + "\n", + "ax1.stackplot(day_range,daily_hydro,daily_coal,hydro_import_daily,\n", + " disp_daily[1],disp_daily[2],daily_oil,daily_slack,\n", + " labels=['hydro','coal','import (Laos)','import (Thailand)','import (Vietnam)','oil','slack'])\n", + "##ax1.set_xticks(rotation=90)\n", + "##ax1.set_xlabel('Day')\n", + "ax1.set_ylabel('Electricity generation (GWh/day)')\n", + "#ax1.set_ylim(0,20.5)\n", + "ax1.legend(loc=(0.04,1.01),ncol=3)\n", + "\n", + "# Set the locator\n", + "locator = mdates.MonthLocator() # every month\n", + "# Specify the format - %b gives us Jan, Feb...\n", + "fmt = mdates.DateFormatter('%b')\n", + "X = plt.gca().xaxis\n", + "X.set_major_locator(locator)\n", + "# Specify formatter\n", + "X.set_major_formatter(fmt)\n", + "\n", + "##plt.savefig('fig_daily_generation_curgrid.eps', format='eps',dpi=1200,bbox_inches = \"tight\") ##" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Annual operating costs" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "gen_name = df_gen_param['name']\n", + "gen_type = df_gen_param['typ']\n", + "gen_maxcap = df_gen_param['maxcap']\n", + "gen_heat_rate = df_gen_param['heat_rate']\n", + "gen_var_om = df_gen_param['var_om']\n", + "gen_fix_om = df_gen_param['fix_om']\n", + "gen_st_cost = df_gen_param['st_cost']" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "###Calibrated fuel_prices (from objective function)\n", + "fuel_typ = ['coal_st','oil_ic','oil_st','imp_viet','imp_thai','slack']\n", + "cal_fuel_price = [5.2,6.0,6.0,65,66,1000] ##price excluding slack\n", + "hydro_imp_price = 48 ##(usd/mwh)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "for x in range(len(fuel_typ)):\n", + " df_gen_param.loc[df_gen_param.typ == fuel_typ[x], 'fu_price'] = cal_fuel_price[x]\n", + "\n", + "fu_price = df_gen_param['fu_price']" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "df_gen_on = pd.read_csv('out_camb_R'+str(run_no)+'_2016_on.csv',header=0)\n", + "df_gen_switch = pd.read_csv('out_camb_R'+str(run_no)+'_2016_switch.csv',header=0)\n", + "\n", + "thermo_bygen = (mwh.groupby(['Generator','Time'])['Value'].sum())\n", + "on_bygen = (df_gen_on.groupby(['Generator','Time'])['Value'].sum())\n", + "switch_bygen = (df_gen_switch.groupby(['Generator','Time'])['Value'].sum())\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "###Annual total cost by each dispatchable unit\n", + "tt_cost_unit = []\n", + "\n", + "for i in range(len(gen_name)):\n", + " fx_cost = gen_maxcap[i]*gen_fix_om[i]*on_bygen[gen_name[i]]\n", + " st_cost = gen_maxcap[i]*gen_st_cost[i]*switch_bygen[gen_name[i]]\n", + " vr_cost = thermo_bygen[gen_name[i]]*(gen_heat_rate[i]*fu_price[i]+gen_var_om[i])\n", + "\n", + " tt_cost = fx_cost + st_cost + vr_cost\n", + "\n", + " tt_cost_unit.append(sum(tt_cost)) ##total cost by each unit\n", + "\n", + " \n", + "df_tt_cost_unit = pd.DataFrame(tt_cost_unit)\n", + "df_tt_cost_unit.index = gen_name\n", + "df_tt_cost_unit.columns = ['annual cost ($)']\n", + "##df_tt_cost_unit" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1.9813578126486455" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "###Annual cost for hydropower import\n", + "cost_hydro_import = sum(hydro_import['Value'])*hydro_imp_price/(10**6) ##million dollars\n", + "cost_hydro_import" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "243.2553686345892" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "###Annual total cost for entire system\n", + "y_syscost = sum(tt_cost_unit[:-1])/(10**6) + cost_hydro_import ##million dollars excluding slack_cost\n", + "\n", + "y_syscost" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Annual CO2 Emissions" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(2.7504588891024895, 0.2621212776051299, 3.0125801667076195)" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "###CO2 emission rates according to EPPO/EIA/Mittal\n", + "co2_coal_rate = 1.04 ##tonne/mwh\n", + "co2_oil_rate = 0.73 ##tonne/mwh\n", + "\n", + "ann_coal_mwh = (simcoal)*(10**3)\n", + "ann_oil_mwh = (simoil)*(10**3)\n", + "\n", + "ann_co2_coal = ann_coal_mwh * co2_coal_rate/(10**6) ##in megatonnes\n", + "ann_co2_oil = ann_oil_mwh * co2_oil_rate/(10**6) ##in megatonnes\n", + "\n", + "ann_co2_Mtonnes = ann_co2_coal + ann_co2_oil\n", + "\n", + "ann_co2_coal,ann_co2_oil,ann_co2_Mtonnes" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Output analysis/analysis_srsv_nrsv.ipynb b/Output analysis/analysis_srsv_nrsv.ipynb new file mode 100644 index 0000000..542f7e4 --- /dev/null +++ b/Output analysis/analysis_srsv_nrsv.ipynb @@ -0,0 +1,136 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline \n", + "import os\n", + "import csv\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "run_no = 1 \n", + "rundays = 365\n", + "runhours = rundays*24\n", + "\n", + "hr_range = pd.date_range('1/1/2001', periods=runhours, freq='H')\n", + "day_range = pd.date_range('1/1/2001', periods=rundays, freq='D')" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "df_gen = pd.read_csv('data_camb_genparams.csv',header=0)\n", + "df_load = pd.read_csv('data_camb_load_2016.csv',header=0)\n", + " \n", + "sys_load = (df_load.iloc[:,4:].sum(axis=1)).values\n", + "#reserve = (sys_load*0.15).values" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "gen_name = df_gen['name']\n", + "gen_type = df_gen['typ']" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(9.010021695594252, 19.18987059712856)" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "srsv = pd.read_csv('out_camb_R'+str(run_no)+'_2016_srsv.csv',header=0)\n", + "nrsv = pd.read_csv('out_camb_R'+str(run_no)+'_2016_nrsv.csv',header=0)\n", + " \n", + "###Include Generator_type to the srsv data\n", + "for x in range(len(gen_name)):\n", + " srsv.loc[srsv.Generator == gen_name[x], 'Type'] = gen_type[x]\n", + " nrsv.loc[nrsv.Generator == gen_name[x], 'Type'] = gen_type[x]\n", + " \n", + "####Reserve_GWh by Type\n", + "srsv_bytype = round(srsv.groupby(['Type'])['Value'].sum()/1000,1)\n", + "nrsv_bytype = round(nrsv.groupby(['Type'])['Value'].sum()/1000,1)\n", + " \n", + "\n", + "###Reserve_ratios by Time only\n", + "srsv_bytime = srsv.groupby(['Time'])['Value'].sum().values\n", + "nrsv_bytime = nrsv.groupby(['Time'])['Value'].sum().values\n", + "trsv_bytime = srsv_bytime +nrsv_bytime \n", + " \n", + "srsv_ratio = srsv_bytime*100/sys_load\n", + "nrsv_ratio = nrsv_bytime*100/sys_load\n", + "trsv_ratio = trsv_bytime*100/sys_load\n", + "\n", + "avg_srsv = np.mean(srsv_ratio)\n", + "avg_trsv = np.mean(trsv_ratio)\n", + "\n", + "\n", + "avg_srsv,avg_trsv" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Output analysis/analysis_transmission.ipynb b/Output analysis/analysis_transmission.ipynb new file mode 100644 index 0000000..ea5d1e2 --- /dev/null +++ b/Output analysis/analysis_transmission.ipynb @@ -0,0 +1,581 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import csv\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "run_no = 1\n", + "rundays = 365\n", + "runhours = rundays*24\n", + "\n", + "hr_range = pd.date_range('1/1/2016', periods=runhours, freq='H')\n", + "day_range = pd.date_range('1/1/2016', periods=rundays, freq='D')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "line_data = pd.read_csv('data_camb_transparam.csv',header=0)\n", + "vlt_angle = pd.read_csv('out_camb_R'+str(run_no)+'_2016_vlt_angle.csv',header=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "32" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "####======== Lists of Nodes of the Power System ========########\n", + "h_nodes = ['TTYh','LRCh','ATYh','KIR1h','KIR3h','KMCh']\n", + "h_imports = ['Salabam']\n", + "##s_nodes = ['solar1','solar2']\n", + "##w_nodes =['wind1','wind2']\n", + "\n", + "gd_nodes = ['GS1','GS2','GS3','GS5','GS7','KPCM','KPT','SHV','SRP'] ##Thermoplant nodes with demand\n", + "gn_nodes = ['STH','Thai','Viet'] ##Thermoplants nodes without demand\n", + "\n", + "g_nodes = gd_nodes + gn_nodes\n", + "##print ('Gen_Nodes:',len(g_nodes))\n", + "\n", + "td_nodes = ['GS4','GS6','BTB','BMC','STR','TKO','KPS'] ##Transformers with demand\n", + "tn_nodes = ['IE','KPCG','OSM','PRST'] ##Transformers without demand\n", + "\n", + "d_nodes = gd_nodes + td_nodes\n", + "##print ('Demand_Nodes:',len(d_nodes))\n", + "\n", + "all_nodes = h_nodes + h_imports + gn_nodes + gd_nodes + tn_nodes + td_nodes ## + s_nodes + w_nodes\n", + "##print ('Total_Nodes:',len(all_nodes))\n", + "\n", + "indx = 0\n", + "\n", + "trans_data = [[] for n in range(4)]\n", + "trans_mwh = []\n", + "trans_usage = []\n", + "\n", + "import warnings\n", + "warnings.filterwarnings('ignore')\n", + "\n", + "for x in all_nodes:\n", + " for y in all_nodes:\n", + " if (line_data.loc[(line_data.source==x) & (line_data.sink==y),'linesus'].values) > 0: ##\n", + " indx += 1\n", + " \n", + " sus = line_data.loc[(line_data.source==x) & (line_data.sink==y),'linesus'].values ##single value\n", + " cap = line_data.loc[(line_data.source==x) & (line_data.sink==y),'linemva'].values ##single value\n", + " \n", + " vlt_angle_x = vlt_angle.loc[vlt_angle['Node']==x,'Value'].values ##all hourly values \n", + " vlt_angle_y = vlt_angle.loc[vlt_angle['Node']==y,'Value'].values ##all hourly values \n", + " \n", + " vlt_angle_diff = vlt_angle_x - vlt_angle_y\n", + " \n", + " line_trans = vlt_angle_diff * sus\n", + " line_usage = abs(line_trans)*100/cap ##percentage of line_usage\n", + " \n", + " trans_data[0].append(x)\n", + " trans_data[1].append(y)\n", + " \n", + " trans_data[2].append(sus[0])\n", + " trans_data[3].append(cap[0]) \n", + " \n", + " trans_mwh.append(line_trans)\n", + " trans_usage.append(line_usage) \n", + "\n", + " #print (indx, x, y,sus) \n", + "\n", + "len(trans_mwh)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "### Yearly mean of trans & usage\n", + "trans_mean = np.mean(trans_mwh,axis=1)\n", + "usage_mean = np.mean(trans_usage,axis=1)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# N-1 Violations" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "### Hourly n-1 violations\n", + "n1_hourly = np.zeros((len(trans_usage),len(trans_usage[0])))\n", + "\n", + "for i in range(len(trans_usage)):\n", + " for j in range(len(trans_usage[0])):\n", + " if trans_usage[i][j]>=75:\n", + " n1_hourly[i][j] += 1\n", + "\n", + "##TS of hourly n-1 violations\n", + "ts_n1_hourly = []\n", + "for i in range(len(trans_usage)):\n", + " ts_n1_hourly.append(pd.Series(n1_hourly[i], index=hr_range))\n", + "\n", + "##Monthly n-1 violations\n", + "n1_monthly = []\n", + "for i in range (len(trans_usage)): \n", + " n1_monthly.append((ts_n1_hourly[i].resample('M').sum()).values)\n", + "\n", + "##Annual n-1 violations\n", + "n1_yearly = []\n", + "for i in range (len(trans_usage)):\n", + " n1_yearly.append(sum(n1_hourly[i])) " + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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sourcesinklinesuslinemvaavg_line_usage (%)n1_yearly
0LRChTTYh0.07117225.666110
1LRChOSM0.065120816.91690
2ATYhOSM0.1717221.514040
3KIR1hKIR3h0.0841705.862610
4KIR1hKPS0.0411708.782210
5KMChKPT0.2286048.05810
6SalabamSTR0.3051702.563950
7ThaiIE0.7336041.754050
8VietTKO0.0560413.9210
9GS1GS30.25623810.67260
10GS1KPS0.066856.39510
11GS2GS30.25623815.59630
12GS5GS10.76823813.57870
13GS7GS40.07347615.72880
14KPTSTH0.03286028.81580
15SHVSTH0.29260427.10850
16IEBMC0.0686041.754050
17KPCGPRST0.03417228.339620
18OSMPRST0.021172213.38140
19PRSTBTB0.02317225.269330
20GS4GS10.08323844.52150
21GS4GS20.09623849.62850
22GS4GS60.0717223.882850
23GS6GS50.05917223.964960
24GS6KPCM0.02917222.076260
25GS6KPCG0.05917228.339620
26BMCSRP0.03430215.99370
27BMCBTB0.0556048.956620
28STRKPCM0.7682381.923920
29TKOKPT0.03560446.77990
30TKOGS40.05786041.040
31KPSGS50.0731704.01160
\n", + "
" + ], + "text/plain": [ + " source sink linesus linemva avg_line_usage (%) n1_yearly\n", + "0 LRCh TTYh 0.071 1722 5.66611 0\n", + "1 LRCh OSM 0.065 1208 16.9169 0\n", + "2 ATYh OSM 0.17 1722 1.51404 0\n", + "3 KIR1h KIR3h 0.084 170 5.86261 0\n", + "4 KIR1h KPS 0.041 170 8.78221 0\n", + "5 KMCh KPT 0.228 604 8.0581 0\n", + "6 Salabam STR 0.305 170 2.56395 0\n", + "7 Thai IE 0.733 604 1.75405 0\n", + "8 Viet TKO 0.05 604 13.921 0\n", + "9 GS1 GS3 0.256 238 10.6726 0\n", + "10 GS1 KPS 0.066 85 6.3951 0\n", + "11 GS2 GS3 0.256 238 15.5963 0\n", + "12 GS5 GS1 0.768 238 13.5787 0\n", + "13 GS7 GS4 0.073 476 15.7288 0\n", + "14 KPT STH 0.032 860 28.8158 0\n", + "15 SHV STH 0.292 604 27.1085 0\n", + "16 IE BMC 0.068 604 1.75405 0\n", + "17 KPCG PRST 0.034 1722 8.33962 0\n", + "18 OSM PRST 0.021 1722 13.3814 0\n", + "19 PRST BTB 0.023 1722 5.26933 0\n", + "20 GS4 GS1 0.083 238 44.5215 0\n", + "21 GS4 GS2 0.096 238 49.6285 0\n", + "22 GS4 GS6 0.07 1722 3.88285 0\n", + "23 GS6 GS5 0.059 1722 3.96496 0\n", + "24 GS6 KPCM 0.029 1722 2.07626 0\n", + "25 GS6 KPCG 0.059 1722 8.33962 0\n", + "26 BMC SRP 0.034 302 15.9937 0\n", + "27 BMC BTB 0.055 604 8.95662 0\n", + "28 STR KPCM 0.768 238 1.92392 0\n", + "29 TKO KPT 0.035 604 46.7799 0\n", + "30 TKO GS4 0.057 860 41.04 0\n", + "31 KPS GS5 0.073 170 4.0116 0" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "yearly_trans = [trans_data[0],trans_data[1],trans_data[2],trans_data[3],usage_mean,n1_yearly]\n", + "cols = ['source','sink','linesus','linemva','avg_line_usage (%)','n1_yearly']\n", + "\n", + "df_yearly_trans = pd.DataFrame(yearly_trans).transpose()\n", + "df_yearly_trans.columns = cols\n", + "\n", + "df_yearly_trans" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "df_yearly_trans.to_csv('Result_R'+str(run_no)+'_trans_usage_n1.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Output analysis/data_camb_genparams.csv b/Output analysis/data_camb_genparams.csv new file mode 100644 index 0000000..8982f06 --- /dev/null +++ b/Output analysis/data_camb_genparams.csv @@ -0,0 +1,22 @@ +name,typ,node,maxcap,mincap,heat_rate,var_om,fix_om,st_cost,ramp,minup,mindn,deratef +KAMPONG_CHAM_GTS,oil_ic,KPCM,10.74,4,10.33,3.17,1.5,50,11,1,1,1 +KAMPOT_CPP,oil_ic,KPT,24,9,10.33,3.17,1.5,50,24,1,1,1 +KEANSVAY,coal_st,GS7,10.1,4,10.05,4.6,2.7,90,10,10,10,1 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+60569,KIR1h,2034,569.095362105 +60570,KIR1h,2035,554.857671923 +60571,KIR1h,2036,553.966748733 +60572,KIR1h,2037,552.38209728 +60573,KIR1h,2038,565.27415639 +60574,KIR1h,2039,583.375830963 +60575,KIR1h,2040,593.9025971 +60576,KIR3h,2017,812.806710608 +60577,KIR3h,2018,819.332428312 +60578,KIR3h,2019,827.19084024 +60579,KIR3h,2020,830.899448362 +60580,KIR3h,2021,831.997332705 +60581,KIR3h,2022,827.261165963 +60582,KIR3h,2023,791.257965625 +60583,KIR3h,2024,754.293326236 +60584,KIR3h,2025,749.579268834 +60585,KIR3h,2026,749.688348523 +60586,KIR3h,2027,752.631704032 +60587,KIR3h,2028,755.41124742 +60588,KIR3h,2029,749.903698407 +60589,KIR3h,2030,746.944867216 +60590,KIR3h,2031,751.164472075 +60591,KIR3h,2032,755.154072427 +60592,KIR3h,2033,770.161635769 +60593,KIR3h,2034,778.742757938 +60594,KIR3h,2035,764.505067756 +60595,KIR3h,2036,763.614144567 +60596,KIR3h,2037,762.029493113 +60597,KIR3h,2038,774.921552223 +60598,KIR3h,2039,793.023226796 +60599,KIR3h,2040,803.549992934 +60600,KMCh,2017,17559.2082743 +60601,KMCh,2018,17564.1224126 +60602,KMCh,2019,17089.9082382 +60603,KMCh,2020,16577.0033731 +60604,KMCh,2021,16438.7807479 +60605,KMCh,2022,17045.9149666 +60606,KMCh,2023,18817.2465996 +60607,KMCh,2024,20793.6511829 +60608,KMCh,2025,20647.2319663 +60609,KMCh,2026,20647.9337918 +60610,KMCh,2027,20739.4581533 +60611,KMCh,2028,20815.6094084 +60612,KMCh,2029,20657.0806285 +60613,KMCh,2030,20583.5467332 +60614,KMCh,2031,20674.2908498 +60615,KMCh,2032,20768.6682155 +60616,KMCh,2033,20507.6747408 +60617,KMCh,2034,20011.8092471 +60618,KMCh,2035,20785.8841173 +60619,KMCh,2036,20821.8131872 +60620,KMCh,2037,20775.5953207 +60621,KMCh,2038,20240.9478383 +60622,KMCh,2039,19205.6121986 +60623,KMCh,2040,18581.9977749 +60624,Salabam,2017,-924.41230564 +60625,Salabam,2018,-862.448324436 +60626,Salabam,2019,-782.450144903 +60627,Salabam,2020,-757.150078296 +60628,Salabam,2021,-747.457385051 +60629,Salabam,2022,-782.189410705 +60630,Salabam,2023,-1073.60646452 +60631,Salabam,2024,-1249.72084188 +60632,Salabam,2025,-961.838706026 +60633,Salabam,2026,-964.137213587 +60634,Salabam,2027,-1134.99341876 +60635,Salabam,2028,-1277.56801114 +60636,Salabam,2029,-973.654592135 +60637,Salabam,2030,-837.760631146 +60638,Salabam,2031,-961.068668922 +60639,Salabam,2032,-1148.0126867 +60640,Salabam,2033,-1204.94625992 +60641,Salabam,2034,-1142.94768381 +60642,Salabam,2035,-1241.04561894 +60643,Salabam,2036,-1244.983043 +60644,Salabam,2037,-1190.43983916 +60645,Salabam,2038,-1167.80043093 +60646,Salabam,2039,-1040.08165578 +60647,Salabam,2040,-965.406175196 +60648,STH,2017,28037.6078357 +60649,STH,2018,28058.146974 +60650,STH,2019,27258.5777215 +60651,STH,2020,26411.2978564 +60652,STH,2021,26185.5752312 +60653,STH,2022,27186.4594499 +60654,STH,2023,29214.396161 +60655,STH,2024,31043.9257443 +60656,STH,2025,30825.6315277 +60657,STH,2026,30826.3333532 +60658,STH,2027,30961.6077147 +60659,STH,2028,31075.2589698 +60660,STH,2029,30838.6051899 +60661,STH,2030,30730.6962946 +60662,STH,2031,30862.0654112 +60663,STH,2032,31003.3177769 +60664,STH,2033,30826.6993022 +60665,STH,2034,30362.0838085 +60666,STH,2035,31065.2739131 +60667,STH,2036,31088.8826705 +60668,STH,2037,30994.3034758 +60669,STH,2038,30575.5973997 +60670,STH,2039,29605.88676 +60671,STH,2040,29022.8973363 +60672,Thai,2017,-4752.42416584 +60673,Thai,2018,-4509.45644638 +60674,Thai,2019,-4113.02450681 +60675,Thai,2020,-4027.63116396 +60676,Thai,2021,-3893.57973284 +60677,Thai,2022,-4103.7798548 +60678,Thai,2023,-5672.69811234 +60679,Thai,2024,-5314.52914588 +60680,Thai,2025,2279.23086956 +60681,Thai,2026,2376.8490924 +60682,Thai,2027,-2330.08795914 +60683,Thai,2028,-6112.88448945 +60684,Thai,2029,2003.26463219 +60685,Thai,2030,5648.54160367 +60686,Thai,2031,2025.21617565 +60687,Thai,2032,-2968.10154766 +60688,Thai,2033,-6875.75391939 +60689,Thai,2034,-6470.0427661 +60690,Thai,2035,-7101.84093448 +60691,Thai,2036,-7131.10001793 +60692,Thai,2037,-5498.72227462 +60693,Thai,2038,-6666.58826995 +60694,Thai,2039,-5826.25288937 +60695,Thai,2040,-5375.05037251 +60696,Viet,2017,7274.4855857 +60697,Viet,2018,7217.21233114 +60698,Viet,2019,7029.03708536 +60699,Viet,2020,6816.13222021 +60700,Viet,2021,6757.90959499 +60701,Viet,2022,7010.75809948 +60702,Viet,2023,10039.8378395 +60703,Viet,2024,14478.1696729 +60704,Viet,2025,14428.8933134 +60705,Viet,2026,14429.595139 +60706,Viet,2027,14461.1195004 +60707,Viet,2028,14485.8421841 +60708,Viet,2029,14433.0276899 +60709,Viet,2030,14408.0652231 +60710,Viet,2031,14441.6664826 +60711,Viet,2032,14473.1867055 +60712,Viet,2033,13652.0690165 +60713,Viet,2034,12564.4060228 +60714,Viet,2035,14321.5648216 +60715,Viet,2036,14431.50032 +60716,Viet,2037,14477.5459535 +60717,Viet,2038,13070.194614 +60718,Viet,2039,10787.0850457 +60719,Viet,2040,9409.81365775 +60720,GS1,2017,0.0 +60721,GS1,2018,0.0 +60722,GS1,2019,0.0 +60723,GS1,2020,0.0 +60724,GS1,2021,0.0 +60725,GS1,2022,0.0 +60726,GS1,2023,0.0 +60727,GS1,2024,0.0 +60728,GS1,2025,0.0 +60729,GS1,2026,0.0 +60730,GS1,2027,0.0 +60731,GS1,2028,0.0 +60732,GS1,2029,0.0 +60733,GS1,2030,0.0 +60734,GS1,2031,0.0 +60735,GS1,2032,0.0 +60736,GS1,2033,0.0 +60737,GS1,2034,0.0 +60738,GS1,2035,0.0 +60739,GS1,2036,0.0 +60740,GS1,2037,0.0 +60741,GS1,2038,0.0 +60742,GS1,2039,0.0 +60743,GS1,2040,0.0 +60744,GS2,2017,219.704771456 +60745,GS2,2018,172.175189026 +60746,GS2,2019,155.061781884 +60747,GS2,2020,149.660354715 +60748,GS2,2021,147.546146915 +60749,GS2,2022,154.664490943 +60750,GS2,2023,265.785672772 +60751,GS2,2024,286.970481881 +60752,GS2,2025,233.871264944 +60753,GS2,2026,233.285607605 +60754,GS2,2027,265.977028009 +60755,GS2,2028,292.317735262 +60756,GS2,2029,235.823606419 +60757,GS2,2030,210.607255524 +60758,GS2,2031,221.296887162 +60759,GS2,2032,255.94949795 +60760,GS2,2033,247.593702444 +60761,GS2,2034,239.173816266 +60762,GS2,2035,254.842692329 +60763,GS2,2036,256.01565032 +60764,GS2,2037,248.307335329 +60765,GS2,2038,242.914720951 +60766,GS2,2039,225.177381313 +60767,GS2,2040,214.793649138 +60768,GS3,2017,32.6844169781 +60769,GS3,2018,11.849313263 +60770,GS3,2019,-10.5062184332 +60771,GS3,2020,-11.0584945174 +60772,GS3,2021,-11.7249734176 +60773,GS3,2022,-10.5095514035 +60774,GS3,2023,25.910414511 +60775,GS3,2024,13.8465690656 +60776,GS3,2025,-24.0311644028 +60777,GS3,2026,-24.5193055724 +60778,GS3,2027,-1.1423453706 +60779,GS3,2028,17.6920707562 +60780,GS3,2029,-22.6643686654 +60781,GS3,2030,-40.741294113 +60782,GS3,2031,-28.9511657938 +60783,GS3,2032,-4.20298540018 +60784,GS3,2033,-4.52346127808 +60785,GS3,2034,-4.04590436705 +60786,GS3,2035,-4.02396633557 +60787,GS3,2036,-3.82811233989 +60788,GS3,2037,-10.6119573357 +60789,GS3,2038,-4.32388952449 +60790,GS3,2039,-3.23162184361 +60791,GS3,2040,-2.17348793113 +60792,GS5,2017,-57.5698513537 +60793,GS5,2018,-53.3633477789 +60794,GS5,2019,-47.9891113683 +60795,GS5,2020,-46.4069671368 +60796,GS5,2021,-45.686338045 +60797,GS5,2022,-47.8552034844 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+60830,GS7,2031,616.059308844 +60831,GS7,2032,657.961651394 +60832,GS7,2033,689.00558788 +60833,GS7,2034,644.935545959 +60834,GS7,2035,714.846276393 +60835,GS7,2036,718.681922665 +60836,GS7,2037,705.012349785 +60837,GS7,2038,665.553949699 +60838,GS7,2039,571.492861976 +60839,GS7,2040,515.271422046 +60840,KPCM,2017,-936.48379215 +60841,KPCM,2018,-874.780227613 +60842,KPCM,2019,-795.042464745 +60843,KPCM,2020,-770.002814805 +60844,KPCM,2021,-760.310121561 +60845,KPCM,2022,-794.781730548 +60846,KPCM,2023,-1084.50607603 +60847,KPCM,2024,-1258.66732839 +60848,KPCM,2025,-969.873734203 +60849,KPCM,2026,-972.04203343 +60850,KPCM,2027,-1143.54928027 +60851,KPCM,2028,-1286.64470598 +60852,KPCM,2029,-981.689620311 +60853,KPCM,2030,-845.274825989 +60854,KPCM,2031,-969.103697098 +60855,KPCM,2032,-1156.69875655 +60856,KPCM,2033,-1214.80420477 +60857,KPCM,2034,-1153.19625366 +60858,KPCM,2035,-1250.64314712 +60859,KPCM,2036,-1254.58057118 +60860,KPCM,2037,-1199.77695067 +60861,KPCM,2038,-1177.91879244 +60862,KPCM,2039,-1051.11147562 +60863,KPCM,2040,-976.956828373 +60864,KPT,2017,17436.0453357 +60865,KPT,2018,17440.959474 +60866,KPT,2019,16966.7452996 +60867,KPT,2020,16453.8404345 +60868,KPT,2021,16315.6178093 +60869,KPT,2022,16922.7520281 +60870,KPT,2023,18694.083661 +60871,KPT,2024,20670.4882443 +60872,KPT,2025,20524.0690277 +60873,KPT,2026,20524.7708532 +60874,KPT,2027,20616.2952147 +60875,KPT,2028,20692.4464698 +60876,KPT,2029,20533.9176899 +60877,KPT,2030,20460.3837946 +60878,KPT,2031,20551.1279112 +60879,KPT,2032,20645.5052769 +60880,KPT,2033,20384.5118022 +60881,KPT,2034,19888.6463085 +60882,KPT,2035,20662.7211787 +60883,KPT,2036,20698.6502486 +60884,KPT,2037,20652.4323821 +60885,KPT,2038,20117.7848997 +60886,KPT,2039,19082.44926 +60887,KPT,2040,18458.8348363 +60888,SHV,2017,28819.2859179 +60889,SHV,2018,28841.537385 +60890,SHV,2019,28045.0503243 +60891,SHV,2020,27199.1403221 +60892,SHV,2021,26973.7601627 +60893,SHV,2022,27972.9320527 +60894,SHV,2023,29987.1701336 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