{
"cells": [
{
"cell_type": "markdown",
"id": "03c87582",
"metadata": {},
"source": [
"# DES Hub Netbacks - Country Competitiveness Comparison\n",
"\n",
"This script is used to compare the regas terminal competitiveness, averaged by country, across Europe\n",
"\n",
"For a full explanation of how to import our DES Hub Netbacks data, please refer to our Python Jupyter Notebook Code Samples:\n",
"\n",
"https://www.sparkcommodities.com/api/code-examples/jupyter.html"
]
},
{
"cell_type": "markdown",
"id": "21bd6181",
"metadata": {},
"source": [
"### Have any questions?\n",
"\n",
"If you have any questions regarding our API, or need help accessing specific datasets, please contact us at:\n",
"\n",
"__data@sparkcommodities.com__\n"
]
},
{
"cell_type": "markdown",
"id": "0037c795",
"metadata": {},
"source": [
"## 1. Importing Data\n",
"\n",
"Here we define the functions that allow us to retrieve the valid credentials to access the Spark API.\n",
"\n",
"This section can remain unchanged for most Spark API users."
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "5cbcba1b",
"metadata": {},
"outputs": [],
"source": [
"# import libraries for callin the API\n",
"import json\n",
"import os\n",
"import sys\n",
"import pandas as pd\n",
"from base64 import b64encode\n",
"from urllib.parse import urljoin\n",
"from pprint import pprint\n",
"import requests\n",
"from io import StringIO\n",
"import time\n",
"import numpy as np\n",
"import datetime\n",
"\n",
"try:\n",
" from urllib import request, parse\n",
" from urllib.error import HTTPError\n",
"except ImportError:\n",
" raise RuntimeError(\"Python 3 required\")"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "b7442d2b",
"metadata": {},
"outputs": [],
"source": [
"# defining query functions \n",
"API_BASE_URL = \"https://api.sparkcommodities.com\"\n",
"\n",
"\n",
"def retrieve_credentials(file_path=None):\n",
" \"\"\"\n",
" Find credentials either by reading the client_credentials file or reading\n",
" environment variables\n",
" \"\"\"\n",
" if file_path is None:\n",
" client_id = os.getenv(\"SPARK_CLIENT_ID\")\n",
" client_secret = os.getenv(\"SPARK_CLIENT_SECRET\")\n",
" if not client_id or not client_secret:\n",
" raise RuntimeError(\n",
" \"SPARK_CLIENT_ID and SPARK_CLIENT_SECRET environment vars required\"\n",
" )\n",
" else:\n",
" # Parse the file\n",
" if not os.path.isfile(file_path):\n",
" raise RuntimeError(\"The file {} doesn't exist\".format(file_path))\n",
"\n",
" with open(file_path) as fp:\n",
" lines = [l.replace(\"\\n\", \"\") for l in fp.readlines()]\n",
"\n",
" if lines[0] in (\"clientId,clientSecret\", \"client_id,client_secret\"):\n",
" client_id, client_secret = lines[1].split(\",\")\n",
" else:\n",
" print(\"First line read: '{}'\".format(lines[0]))\n",
" raise RuntimeError(\n",
" \"The specified file {} doesn't look like to be a Spark API client \"\n",
" \"credentials file\".format(file_path)\n",
" )\n",
"\n",
" print(\">>>> Found credentials!\")\n",
" print(\n",
" \">>>> Client_id={}****, client_secret={}****\".format(\n",
" client_id[:5], client_secret[:5]\n",
" )\n",
" )\n",
"\n",
" return client_id, client_secret\n",
"\n",
"\n",
"def do_api_post_query(uri, body, headers):\n",
" \"\"\"\n",
" OAuth2 authentication requires a POST request with client credentials before accessing the API. \n",
" This POST request will return an Access Token which will be used for the API GET request.\n",
" \"\"\"\n",
" url = urljoin(API_BASE_URL, uri)\n",
"\n",
" data = json.dumps(body).encode(\"utf-8\")\n",
"\n",
" # HTTP POST request\n",
" req = request.Request(url, data=data, headers=headers)\n",
" try:\n",
" response = request.urlopen(req)\n",
" except HTTPError as e:\n",
" print(\"HTTP Error: \", e.code)\n",
" print(e.read())\n",
" sys.exit(1)\n",
"\n",
" resp_content = response.read()\n",
"\n",
" # The server must return HTTP 201. Raise an error if this is not the case\n",
" assert response.status == 201, resp_content\n",
"\n",
" # The server returned a JSON response\n",
" content = json.loads(resp_content)\n",
"\n",
" return content\n",
"\n",
"\n",
"def do_api_get_query(uri, access_token):\n",
" \"\"\"\n",
" After receiving an Access Token, we can request information from the API.\n",
" \"\"\"\n",
" url = urljoin(API_BASE_URL, uri)\n",
"\n",
" headers = {\n",
" \"Authorization\": \"Bearer {}\".format(access_token),\n",
" \"accept\": \"application/json\",\n",
" }\n",
"\n",
" print(f\"Fetching {url}\")\n",
"\n",
" # HTTP GET request\n",
" req = request.Request(url, headers=headers)\n",
" try:\n",
" response = request.urlopen(req)\n",
" except HTTPError as e:\n",
" print(\"HTTP Error: \", e.code)\n",
" print(e.read())\n",
" sys.exit(1)\n",
"\n",
" resp_content = response.read()\n",
"\n",
" # The server must return HTTP 201. Raise an error if this is not the case\n",
" assert response.status == 200, resp_content\n",
"\n",
" # The server returned a JSON response\n",
" content = json.loads(resp_content)\n",
"\n",
" return content\n",
"\n",
"\n",
"def get_access_token(client_id, client_secret):\n",
" \"\"\"\n",
" Get a new access_token. Access tokens are the thing that applications use to make\n",
" API requests. Access tokens must be kept confidential in storage.\n",
"\n",
" # Procedure:\n",
"\n",
" Do a POST query with `grantType` and `scopes` in the body. A basic authorization\n",
" HTTP header is required. The \"Basic\" HTTP authentication scheme is defined in\n",
" RFC 7617, which transmits credentials as `clientId:clientSecret` pairs, encoded\n",
" using base64.\n",
" \"\"\"\n",
"\n",
" # Note: for the sake of this example, we choose to use the Python urllib from the\n",
" # standard lib. One should consider using https://requests.readthedocs.io/\n",
"\n",
" payload = \"{}:{}\".format(client_id, client_secret).encode()\n",
" headers = {\n",
" \"Authorization\": b64encode(payload).decode(),\n",
" \"Accept\": \"application/json\",\n",
" \"Content-Type\": \"application/json\",\n",
" }\n",
" body = {\n",
" \"grantType\": \"clientCredentials\",\n",
" \"scopes\": \"read:access,read:prices\"\n",
" }\n",
"\n",
" content = do_api_post_query(uri=\"/oauth/token/\", body=body, headers=headers)\n",
"\n",
" print(\n",
" \">>>> Successfully fetched an access token {}****, valid {} seconds.\".format(\n",
" content[\"accessToken\"][:5], content[\"expiresIn\"]\n",
" )\n",
" )\n",
"\n",
" return content[\"accessToken\"]"
]
},
{
"cell_type": "markdown",
"id": "9b4b250b",
"metadata": {},
"source": [
"## N.B. Credentials\n",
"\n",
"Here we call the above functions, and input the file path to our credentials.\n",
"\n",
"N.B. You must have downloaded your client credentials CSV file before proceeding. Please refer to the API documentation if you have not dowloaded them already."
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "3ec2647c",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
">>>> Found credentials!\n",
">>>> Client_id=01c23****, client_secret=80763****\n",
">>>> Successfully fetched an access token eyJhb****, valid 604799 seconds.\n"
]
}
],
"source": [
"# Insert file path to your client credentials here\n",
"client_id, client_secret = retrieve_credentials(file_path=\"/tmp/client_credentials.csv\")\n",
"\n",
"# Authenticate:\n",
"access_token = get_access_token(client_id, client_secret)"
]
},
{
"cell_type": "markdown",
"id": "e0328738",
"metadata": {},
"source": [
"## 2. DES Hub Netbacks - Data Import\n",
"\n",
"Calling the DES Hub Netbacks data, and sorting into a Historical DataFrame"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "35759cdd",
"metadata": {},
"outputs": [],
"source": [
"## Defining the function to import the data\n",
"\n",
"def fetch_deshub_releases(access_token, unit, limit=None, offset=None, terminal=None):\n",
" \n",
" query_params = \"?unit={}\".format(unit)\n",
" if limit is not None:\n",
" query_params += \"&limit={}\".format(limit)\n",
" if offset is not None:\n",
" query_params += \"&offset={}\".format(offset)\n",
" if terminal is not None:\n",
" query_params += \"&terminal={}\".format(terminal)\n",
"\n",
"\n",
" content = do_api_get_query(\n",
" uri=\"/beta/access/des-hub-netbacks/{}\".format(query_params), access_token=access_token\n",
" )\n",
"\n",
" return content\n",
"\n",
"\n",
"# Sorting the JSON into a Pandas DataFrame\n",
"\n",
"def deshub_organise_dataframe(data):\n",
"\n",
" # create columns\n",
" data_dict = {\n",
" 'Release Date':[],\n",
" 'Terminal':[],\n",
" 'Month Index':[],\n",
" 'Delivery Month':[],\n",
" 'DES Hub Netback - TTF Basis':[],\n",
" 'DES Hub Netback - Outright':[],\n",
" 'Total Regas':[],\n",
" 'Basic Slot (Berth)':[],\n",
" 'Basic Slot (Unload/Stor/Regas)':[],\n",
" 'Basic Slot (B/U/S/R)':[],\n",
" 'Additional Storage':[],\n",
" 'Additional Sendout':[],\n",
" 'Gas in Kind': [],\n",
" 'Entry Capacity':[],\n",
" 'Commodity Charge':[]\n",
" }\n",
"\n",
" # loop for each Terminal\n",
" for l in data['data']:\n",
" \n",
" # assigning values to each column\n",
" data_dict['Release Date'].append(l[\"releaseDate\"])\n",
" data_dict['Terminal'].append(data['metaData']['terminals'][l['terminalUuid']])\n",
" data_dict['Month Index'].append(l['monthIndex'])\n",
" data_dict['Delivery Month'].append(l['deliveryMonth'])\n",
"\n",
" data_dict['DES Hub Netback - TTF Basis'].append(float(l['netbackTtfBasis']))\n",
" data_dict['DES Hub Netback - Outright'].append(float(l['netbackOutright']))\n",
" data_dict['Total Regas'].append(float(l['totalRegasificationCost']))\n",
" data_dict['Basic Slot (Berth)'].append(float(l['slotBerth']))\n",
" data_dict['Basic Slot (Unload/Stor/Regas)'].append(float(l['slotUnloadStorageRegas']))\n",
" data_dict['Basic Slot (B/U/S/R)'].append(float(l['slotBerthUnloadStorageRegas']))\n",
" data_dict['Additional Storage'].append(float(l['additionalStorage']))\n",
" data_dict['Additional Sendout'].append(float(l['additionalSendout']))\n",
" data_dict['Gas in Kind'].append(float(l['gasInKind']))\n",
" data_dict['Entry Capacity'].append(float(l['entryCapacity']))\n",
" data_dict['Commodity Charge'].append(float(l['commodityCharge']))\n",
" \n",
" \n",
" # convert into dataframe\n",
" df = pd.DataFrame(data_dict)\n",
" \n",
" df['Delivery Month'] = pd.to_datetime(df['Delivery Month'])\n",
" df['Release Date'] = pd.to_datetime(df['Release Date'])\n",
"\n",
" # Create column that treats slot costs as sunk\n",
" df['DES Hub Netback - TTF Basis - Var Regas Costs Only'] = df['DES Hub Netback - TTF Basis'] \\\n",
" + df['Basic Slot (Unload/Stor/Regas)'] \\\n",
" + df['Basic Slot (Berth)'] \\\n",
" + df['Basic Slot (B/U/S/R)']\n",
" \n",
" return df\n"
]
},
{
"cell_type": "markdown",
"id": "4aa81e2c",
"metadata": {},
"source": [
"### Historical Data Function\n",
"\n",
"Currently, a maximum of 30 historical datasets can be called at one time due to the size of the data file. \n",
"\n",
"If more data points are required, the below code can be used. It calls 30 historical datasets at a time, but utilises the 'offset' parameter to call datasets further back in the historical database. To call more history, increase the 'n_offset' parameter in the first line of the code. The 'n_offset' parameter describes the number of historical data requests to be executed."
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "9fae6c01",
"metadata": {},
"outputs": [],
"source": [
"def loop_historical_data(token,n_offset):\n",
" # initalise first set of historical data and initialising dataframe\n",
" historical = fetch_deshub_releases(access_token, unit='usd-per-mmbtu', limit=30)\n",
" hist_df = deshub_organise_dataframe(historical)\n",
" terminal_list = list(historical['metaData']['terminals'].values())\n",
"\n",
" # Looping through earlier historical data and adding to the historical dataframe\n",
" for i in range(1,n_offset+1):\n",
" historical = fetch_deshub_releases(access_token, unit='usd-per-mmbtu', limit=30, offset=i*30)\n",
" hist_df = pd.concat([hist_df,deshub_organise_dataframe(historical)])\n",
"\n",
" return hist_df, terminal_list"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "8fcf6066",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=30\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=60\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=90\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=120\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=150\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=180\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=210\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=240\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=270\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=300\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=330\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=360\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=390\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=420\n",
"Fetching https://api.sparkcommodities.com/beta/access/des-hub-netbacks/?unit=usd-per-mmbtu&limit=30&offset=450\n"
]
}
],
"source": [
"loops = 15\n",
"hdf, deshub_terms = loop_historical_data(access_token,loops)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "41f80066",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"
\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" Release Date \n",
" Terminal \n",
" Month Index \n",
" Delivery Month \n",
" DES Hub Netback - TTF Basis \n",
" DES Hub Netback - Outright \n",
" Total Regas \n",
" Basic Slot (Berth) \n",
" Basic Slot (Unload/Stor/Regas) \n",
" Basic Slot (B/U/S/R) \n",
" Additional Storage \n",
" Additional Sendout \n",
" Gas in Kind \n",
" Entry Capacity \n",
" Commodity Charge \n",
" DES Hub Netback - TTF Basis - Var Regas Costs Only \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
" 2025-05-22 \n",
" adriatic \n",
" M+1 \n",
" 2025-06-01 \n",
" -0.515 \n",
" 11.502 \n",
" 1.424 \n",
" 0.057 \n",
" 1.114 \n",
" 0.0 \n",
" 0.0 \n",
" 0.031 \n",
" 0.098 \n",
" 0.124 \n",
" 0.0 \n",
" 0.656 \n",
" \n",
" \n",
" 1 \n",
" 2025-05-22 \n",
" adriatic \n",
" M+2 \n",
" 2025-07-01 \n",
" -0.444 \n",
" 11.627 \n",
" 1.425 \n",
" 0.057 \n",
" 1.114 \n",
" 0.0 \n",
" 0.0 \n",
" 0.031 \n",
" 0.099 \n",
" 0.124 \n",
" 0.0 \n",
" 0.727 \n",
" \n",
" \n",
" 2 \n",
" 2025-05-22 \n",
" adriatic \n",
" M+3 \n",
" 2025-08-01 \n",
" -0.623 \n",
" 11.515 \n",
" 1.424 \n",
" 0.057 \n",
" 1.114 \n",
" 0.0 \n",
" 0.0 \n",
" 0.031 \n",
" 0.098 \n",
" 0.124 \n",
" 0.0 \n",
" 0.548 \n",
" \n",
" \n",
" 3 \n",
" 2025-05-22 \n",
" adriatic \n",
" M+4 \n",
" 2025-09-01 \n",
" -0.696 \n",
" 11.589 \n",
" 1.424 \n",
" 0.057 \n",
" 1.114 \n",
" 0.0 \n",
" 0.0 \n",
" 0.031 \n",
" 0.098 \n",
" 0.124 \n",
" 0.0 \n",
" 0.475 \n",
" \n",
" \n",
" 4 \n",
" 2025-05-22 \n",
" adriatic \n",
" M+5 \n",
" 2025-10-01 \n",
" -0.830 \n",
" 11.580 \n",
" 1.424 \n",
" 0.057 \n",
" 1.114 \n",
" 0.0 \n",
" 0.0 \n",
" 0.031 \n",
" 0.098 \n",
" 0.124 \n",
" 0.0 \n",
" 0.341 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Release Date Terminal Month Index Delivery Month \\\n",
"0 2025-05-22 adriatic M+1 2025-06-01 \n",
"1 2025-05-22 adriatic M+2 2025-07-01 \n",
"2 2025-05-22 adriatic M+3 2025-08-01 \n",
"3 2025-05-22 adriatic M+4 2025-09-01 \n",
"4 2025-05-22 adriatic M+5 2025-10-01 \n",
"\n",
" DES Hub Netback - TTF Basis DES Hub Netback - Outright Total Regas \\\n",
"0 -0.515 11.502 1.424 \n",
"1 -0.444 11.627 1.425 \n",
"2 -0.623 11.515 1.424 \n",
"3 -0.696 11.589 1.424 \n",
"4 -0.830 11.580 1.424 \n",
"\n",
" Basic Slot (Berth) Basic Slot (Unload/Stor/Regas) Basic Slot (B/U/S/R) \\\n",
"0 0.057 1.114 0.0 \n",
"1 0.057 1.114 0.0 \n",
"2 0.057 1.114 0.0 \n",
"3 0.057 1.114 0.0 \n",
"4 0.057 1.114 0.0 \n",
"\n",
" Additional Storage Additional Sendout Gas in Kind Entry Capacity \\\n",
"0 0.0 0.031 0.098 0.124 \n",
"1 0.0 0.031 0.099 0.124 \n",
"2 0.0 0.031 0.098 0.124 \n",
"3 0.0 0.031 0.098 0.124 \n",
"4 0.0 0.031 0.098 0.124 \n",
"\n",
" Commodity Charge DES Hub Netback - TTF Basis - Var Regas Costs Only \n",
"0 0.0 0.656 \n",
"1 0.0 0.727 \n",
"2 0.0 0.548 \n",
"3 0.0 0.475 \n",
"4 0.0 0.341 "
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hdf.head(5)"
]
},
{
"cell_type": "markdown",
"id": "66b16cd0",
"metadata": {},
"source": [
"# 3. SparkNWE & SparkSWE - Data Import\n",
"\n",
"Calling the SparkNWE & SparkSWE front month prices (in TTF basis format) to compare against the terminal DES Hub netbacks and determine which terminals are \"in the money\""
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "1c4262ca",
"metadata": {},
"outputs": [],
"source": [
"# Calling contracts endpoint to import cargo data\n",
"def fetch_cargo_releases(access_token, ticker, limit=4, offset=None):\n",
"\n",
" print(\">>>> Get price releases for {}\".format(ticker))\n",
"\n",
" query_params = \"?limit={}\".format(limit)\n",
" if offset is not None:\n",
" query_params += \"&offset={}\".format(offset)\n",
"\n",
" content = do_api_get_query(\n",
" uri=\"/v1.0/contracts/{}/price-releases/{}\".format(ticker, query_params),\n",
" access_token=access_token,\n",
" )\n",
"\n",
" my_dict = content['data']\n",
" \n",
" return my_dict\n",
"\n",
"# Function to import data and then sort into a DataFrame\n",
"def cargo_to_dataframe(access_token, ticker, limit, month):\n",
"\n",
" # imports front month or forward curve prices, depending on the \"month\" user input\n",
" if month == 'M+1':\n",
" full_tick = ticker + '-b-f'\n",
" hist_data = fetch_cargo_releases(access_token, full_tick, limit)\n",
" else:\n",
" full_tick = ticker + '-b-fo'\n",
" hist_data = fetch_cargo_releases(access_token, full_tick, limit)\n",
" \n",
"\n",
" release_dates = []\n",
" period_start = []\n",
" ticker = []\n",
" spark = []\n",
"\n",
" spark_min = []\n",
" spark_max = []\n",
" cal_month = []\n",
"\n",
" # iterating through historical data points to fetch relevant data\n",
" for release in hist_data:\n",
" release_date = release[\"releaseDate\"]\n",
" ticker.append(release['contractId'])\n",
" release_dates.append(release_date)\n",
"\n",
" mi = int(month[-1])-2\n",
"\n",
" data_point = release['data'][0]['dataPoints'][mi]\n",
"\n",
" period_start_at = data_point[\"deliveryPeriod\"][\"startAt\"]\n",
" period_start.append(period_start_at)\n",
" \n",
" spark.append(data_point['derivedPrices']['usdPerMMBtu']['spark'])\n",
" spark_min.append(data_point['derivedPrices']['usdPerMMBtu']['sparkMin'])\n",
" spark_max.append(data_point['derivedPrices']['usdPerMMBtu']['sparkMax'])\n",
" \n",
" cal_month.append(datetime.datetime.strptime(period_start_at, '%Y-%m-%d').strftime('%b-%Y'))\n",
" \n",
"\n",
" # Converting into DataFrame\n",
" hist_df = pd.DataFrame({\n",
" 'Release Date': release_dates,\n",
" 'ticker': ticker,\n",
" 'Period Start': period_start,\n",
" 'Price': spark,\n",
" })\n",
" \n",
" \n",
" hist_df['Price'] = pd.to_numeric(hist_df['Price'])\n",
" hist_df['Release Date'] = pd.to_datetime(hist_df['Release Date'])\n",
"\n",
" hist_df['Release Date'] = hist_df['Release Date'].dt.tz_localize(None) \n",
"\n",
" return hist_df"
]
},
{
"cell_type": "markdown",
"id": "f7393260",
"metadata": {},
"source": [
"# 4. Analysis\n",
"\n",
"- Input contract month required\n",
"- Subtracting the SparkNWE/SWE prices from the DES Hub Netbacks to determine whether terminals are \"in\" or \"out of the money\".\n",
" - This will be labelled as \"WTP\", or the \"Willingness to Pay\" metric\n",
"- Averaging the WTP values by country to get a WTP metric for each country \n",
"- Plotting how Country WTP metrics have evolved over time"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "cfc1340d",
"metadata": {},
"outputs": [],
"source": [
"# Choose which forward month you'd like to analyse - either front month (\"M+1\") or any other month up until M+11\n",
"month = 'M+1'"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "1c4fe3ca",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
">>>> Get price releases for sparknwe-b-f\n",
"Fetching https://api.sparkcommodities.com/v1.0/contracts/sparknwe-b-f/price-releases/?limit=450\n",
">>>> Get price releases for sparkswe-b-f\n",
"Fetching https://api.sparkcommodities.com/v1.0/contracts/sparkswe-b-f/price-releases/?limit=450\n"
]
}
],
"source": [
"# Import NWE/SWE LNG prices\n",
"sparknwe = cargo_to_dataframe(access_token, 'sparknwe', loops*30, month=month)\n",
"sparkswe = cargo_to_dataframe(access_token, 'sparkswe', loops*30, month=month)\n",
"\n",
"# retrieve the same amount of historical data for SparkSWE as SparkNWE \n",
"sparkswe = sparkswe[sparkswe['Release Date'] >= sparknwe['Release Date'].iloc[-1]].copy()\n",
"\n",
"# Combine datasets and backfill SWE data as needed (due to reduced assessment frequency)\n",
"cargo_df = pd.merge(sparknwe, sparkswe, how='left', on='Release Date')\n",
"cargo_df['Price_y'] = cargo_df['Price_y'].bfill().copy()\n",
"\n",
"cargo_df = cargo_df[['Release Date', 'Price_x', 'Price_y']].copy()\n",
"cargo_df = cargo_df.rename(columns={'Price_x': 'SparkNWE',\n",
" 'Price_y': 'SparkSWE'})"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "a7036e7a",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" Release Date \n",
" SparkNWE \n",
" SparkSWE \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
" 2025-05-22 \n",
" -0.550 \n",
" -0.535 \n",
" \n",
" \n",
" 1 \n",
" 2025-05-21 \n",
" -0.565 \n",
" -0.565 \n",
" \n",
" \n",
" 2 \n",
" 2025-05-20 \n",
" -0.575 \n",
" -0.565 \n",
" \n",
" \n",
" 3 \n",
" 2025-05-19 \n",
" -0.590 \n",
" -0.615 \n",
" \n",
" \n",
" 4 \n",
" 2025-05-16 \n",
" -0.605 \n",
" -0.615 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Release Date SparkNWE SparkSWE\n",
"0 2025-05-22 -0.550 -0.535\n",
"1 2025-05-21 -0.565 -0.565\n",
"2 2025-05-20 -0.575 -0.565\n",
"3 2025-05-19 -0.590 -0.615\n",
"4 2025-05-16 -0.605 -0.615"
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cargo_df.head(5)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "7f44cd95",
"metadata": {},
"outputs": [],
"source": [
"# Defining which terminals belong to NWE or SWE, so that the relevant DES LNG price can be subtracted to calculate the terminals' WTP\n",
"terminal_region_dict = {\n",
" 'gate': 'nwe',\n",
" 'grain-lng': 'nwe',\n",
" 'zeebrugge': 'nwe',\n",
" 'south-hook': 'nwe',\n",
" 'dunkerque': 'nwe',\n",
" 'le-havre': 'nwe',\n",
" 'montoir': 'nwe',\n",
" 'eems-energy-terminal': 'nwe',\n",
" 'brunsbuttel': 'nwe',\n",
" 'deutsche-ostsee': 'nwe',\n",
" 'wilhelmshaven': 'nwe',\n",
" 'wilhelmshaven-2': 'nwe',\n",
" 'stade': 'nwe',\n",
" 'fos-cavaou': 'swe',\n",
" 'adriatic': 'swe',\n",
" 'olt-toscana': 'swe',\n",
" 'piombino': 'swe',\n",
" 'ravenna': 'swe',\n",
" 'tvb': 'swe'\n",
"}\n",
"\n",
"# Defining list of terminals for each country, to use for Country Averaging\n",
"terminal_country_dict = {\n",
" 'Netherlands': ['gate', 'eems-energy-terminal'],\n",
" 'UK': ['grain-lng', 'south-hook'],\n",
" 'Belgium': ['zeebrugge'],\n",
" 'France': ['dunkerque', 'le-havre', 'montoir', 'fos-cavaou'],\n",
" 'Germany': ['brunsbuttel', 'deutsche-ostsee', 'wilhelmshaven','wilhelmshaven-2', 'stade'],\n",
" 'Italy': ['adriatic', 'olt-toscana', 'piombino','ravenna'],\n",
" 'Spain': ['tvb']\n",
"}\n",
"\n"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "62688b87",
"metadata": {},
"outputs": [],
"source": [
"# Initialising the \"month\" dataframe, which uses the \"month\" user input to create a DataFrame with all the relevant DES Hub netbacks data for that month for each terminal\n",
"# the Gate DES Hub Netbacks data is used to set the \"Release Date\" and \"Delivery Month\" columns as Gate has the longest historical dataset\n",
"# Here, we also use the \"Variable Regas Costs only\" Netbacks, which considers slot costs sunk (defined in the \"deshub_organise_dataframe\" function)\n",
"month_df = hdf[(hdf['Terminal'] == 'gate') & (hdf['Month Index'] == month)][['Release Date', 'Delivery Month', 'DES Hub Netback - TTF Basis - Var Regas Costs Only']]\n",
"month_df = month_df.rename(columns={'DES Hub Netback - TTF Basis - Var Regas Costs Only':'gate'})\n",
"\n",
"# defining a new list of terminals without \"gate\" in it\n",
"terms2 = [x if x != 'gate' else None for x in deshub_terms]\n",
"\n",
"# iterating through list of terminals and adding data to the Terminal WTP dataframe\n",
"for t in terms2:\n",
" if t is not None:\n",
" tdf = hdf[(hdf['Terminal'] == t) & (hdf['Month Index'] == month)][['Release Date', 'DES Hub Netback - TTF Basis - Var Regas Costs Only']]\n",
" month_df = month_df.merge(tdf, on='Release Date', how='left')\n",
" month_df = month_df.rename(columns={'DES Hub Netback - TTF Basis - Var Regas Costs Only':t})\n",
"\n",
"# Calculating the Average, Minimum and Maximum WTP values for all terminals (i.e. for Europe)\n",
"month_df['Ave'] = month_df[deshub_terms].mean(axis=1)\n",
"month_df['Min'] = month_df[deshub_terms].min(axis=1)\n",
"month_df['Max'] = month_df[deshub_terms].max(axis=1)\n",
"\n",
"# Merging Cargo prices with the DataFrame, and backfilling data as needed so that the datasets are the same length (needed due to differing price release frequency)\n",
"month_df = month_df.merge(cargo_df, how='left', on='Release Date')\n",
"month_df['SparkNWE'] = month_df['SparkNWE'].bfill().copy()\n",
"month_df['SparkSWE'] = month_df['SparkSWE'].bfill().copy()"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "38ef8f5a",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" Release Date \n",
" Delivery Month \n",
" gate \n",
" adriatic \n",
" brunsbuttel \n",
" deutsche-ostsee \n",
" dunkerque \n",
" eems-energy-terminal \n",
" fos-cavaou \n",
" grain-lng \n",
" ... \n",
" stade \n",
" tvb \n",
" wilhelmshaven \n",
" wilhelmshaven-2 \n",
" zeebrugge \n",
" Ave \n",
" Min \n",
" Max \n",
" SparkNWE \n",
" SparkSWE \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
" 2025-05-22 \n",
" 2025-06-01 \n",
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" 0.043 \n",
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" 0.018 \n",
" -0.120 \n",
" -0.306 \n",
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" -0.512 \n",
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" -0.373 \n",
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" 0.048 \n",
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" -0.555 \n",
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" 0.047 \n",
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" 0.023 \n",
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" -0.341 \n",
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" \n",
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" 2025-06-01 \n",
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" -0.562 \n",
" -0.218 \n",
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5 rows × 26 columns
\n",
"
"
],
"text/plain": [
" Release Date Delivery Month gate adriatic brunsbuttel deutsche-ostsee \\\n",
"0 2025-05-22 2025-06-01 -0.125 0.656 0.018 -0.374 \n",
"1 2025-05-21 2025-06-01 -0.126 0.661 0.025 -0.371 \n",
"2 2025-05-20 2025-06-01 -0.125 0.657 0.023 -0.373 \n",
"3 2025-05-19 2025-06-01 -0.125 0.660 0.023 -0.362 \n",
"4 2025-05-16 2025-06-01 -0.124 0.654 0.032 -0.350 \n",
"\n",
" dunkerque eems-energy-terminal fos-cavaou grain-lng ... stade tvb \\\n",
"0 -0.503 -0.222 -0.534 -1.365 ... 0.043 -0.604 \n",
"1 -0.512 -0.224 -0.543 -1.378 ... 0.050 -0.628 \n",
"2 -0.514 -0.224 -0.545 -1.309 ... 0.048 -0.616 \n",
"3 -0.555 -0.219 -0.585 -1.331 ... 0.047 -0.647 \n",
"4 -0.562 -0.218 -0.592 -1.344 ... 0.056 -0.654 \n",
"\n",
" wilhelmshaven wilhelmshaven-2 zeebrugge Ave Min Max \\\n",
"0 0.018 -0.120 -0.306 -0.232474 -1.365 0.656 \n",
"1 0.025 -0.115 -0.367 -0.237895 -1.378 0.661 \n",
"2 0.023 -0.118 -0.367 -0.232105 -1.309 0.657 \n",
"3 0.023 -0.111 -0.341 -0.240211 -1.331 0.660 \n",
"4 0.032 -0.101 -0.358 -0.242526 -1.344 0.654 \n",
"\n",
" SparkNWE SparkSWE \n",
"0 -0.550 -0.535 \n",
"1 -0.565 -0.565 \n",
"2 -0.575 -0.565 \n",
"3 -0.590 -0.615 \n",
"4 -0.605 -0.615 \n",
"\n",
"[5 rows x 26 columns]"
]
},
"execution_count": 14,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"month_df.head(5)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "26c07bca",
"metadata": {},
"outputs": [],
"source": [
"# Creating a WTP dataframe, subtracting NWE/SWE prices from each terminals' DES Hub netbacks data.\n",
"# The use of NWE or SWE prices for each terminal is set by the \"terminal_region_dict\" defined earlier in the script \n",
"wtp_df = month_df[['Release Date', 'Delivery Month', 'SparkNWE', 'SparkSWE']].copy()\n",
"\n",
"for t in deshub_terms:\n",
" if terminal_region_dict[t] == 'nwe':\n",
" wtp_df[t] = month_df[t].copy() - month_df['SparkNWE'].copy()\n",
" elif terminal_region_dict[t] == 'swe':\n",
" wtp_df[t] = month_df[t].copy() - month_df['SparkSWE'].copy()\n",
" else:\n",
" wtp_df[t] = month_df[t].copy() - month_df['SparkNWE'].copy()"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "b53fb036",
"metadata": {},
"outputs": [],
"source": [
"# Averaging the data by country using the \"terminal_country_dict\", and saving as a separate dataframe ('countries_df')\n",
"countries = list(terminal_country_dict.keys())\n",
"countries_df = wtp_df[['Release Date', 'Delivery Month']].copy()\n",
"\n",
"for c in countries:\n",
" countries_df[c + ' Ave'] = wtp_df[terminal_country_dict[c]].mean(axis=1)\n",
" countries_df[c + ' Min'] = wtp_df[terminal_country_dict[c]].min(axis=1)\n",
" countries_df[c + ' Max'] = wtp_df[terminal_country_dict[c]].max(axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 21,
"id": "8a91152f",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Latest Assessment: 2025-05-22 00:00:00\n",
"Germany = 0.4670000000000001\n",
"UK = -0.7334999999999999\n",
"France = -0.05799999999999994\n"
]
},
{
"data": {
"image/png": 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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Plotting the Data for a subset of countries\n",
"\n",
"import matplotlib.pyplot as plt\n",
"import seaborn as sns\n",
"\n",
"fig, ax = plt.subplots(figsize=(15, 7))\n",
"\n",
"ax.hlines(0, countries_df['Release Date'].iloc[-1], countries_df['Release Date'].iloc[0], color='grey')\n",
"\n",
"# User input for which countries to plot, and associated plot colours\n",
"my_countries = ['Germany', 'UK', 'France']\n",
"colours = ['orange', 'firebrick', 'steelblue']\n",
"\n",
"print(\"Latest Assessment: \" + str(countries_df['Release Date'].iloc[0]))\n",
"\n",
"cz = 0\n",
"for c in my_countries:\n",
" ax.scatter(countries_df['Release Date'].iloc[0], countries_df[c + ' Ave'].iloc[0], color=colours[cz], marker='o', s=80)\n",
" print(c + ' = ' + str(countries_df[c + ' Ave'].iloc[0]))\n",
"\n",
" ax.plot(countries_df['Release Date'], countries_df[c + ' Ave'], linewidth=2.0, label=c, zorder=cz, color=colours[cz])\n",
" ax.plot(countries_df['Release Date'], countries_df[c + ' Min'], linewidth=1.0, alpha=0.06, color=colours[cz])\n",
" ax.plot(countries_df['Release Date'], countries_df[c + ' Max'], linewidth=1.0, alpha=0.06, color=colours[cz])\n",
" ax.fill_between(countries_df['Release Date'], countries_df[c + ' Min'], countries_df[c + ' Max'], alpha=0.2, color=colours[cz])\n",
" cz+=1\n",
"\n",
"# Shading <0 area of the chart\n",
"negrange = [countries_df['Release Date'].iloc[-1] -pd.Timedelta(20, unit='day'), countries_df['Release Date'].iloc[0] +pd.Timedelta(20, unit='day')]\n",
"\n",
"ax.plot(negrange,[-2.0,-2.0], color='red', alpha=0.05)\n",
"ax.plot(negrange,[0,0], color='red', alpha=0.05)\n",
"ax.fill_between(negrange, 0, -2.0, color='red', alpha=0.05)\n",
"\n",
"plt.xlim([countries_df['Release Date'].iloc[-1]-pd.Timedelta(7, unit='day'), countries_df['Release Date'].iloc[0]+pd.Timedelta(20, unit='day')])\n",
"plt.ylim(-1.7, 1)\n",
"\n",
"plt.title('Country Average WTP & Range')\n",
"plt.legend()\n",
"plt.grid()\n",
"\n",
"sns.despine(left=True, bottom=True)"
]
}
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