{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "### Forecast Revisions with TimeDB\n", "\n", "This notebook demonstrates how to work with overlapping forecast revisions in TimeDB.\n", "\n", "#### What you'll learn:\n", "1. **Creating overlapping forecasts** - Multiple forecasts for the same series with different known_time\n", "2. **Reading all forecast revisions** - Querying all versions of forecasts with a single query\n", "3. **Visualizing forecast revisions** - Plotting overlapping forecasts to see how they evolve\n", "\n", "**Key Concepts:**\n", "- `known_time`: When the forecast was made (batch_start_time)\n", "- `valid_time`: The time period the forecast predicts\n", "- Overlapping forecasts: Multiple forecasts made at different times predicting the same future periods\n", "- Series identification: Each series has a unique combination of name, unit, and labels\n", "\n", "## Part 1: Setup and Create Database Schema\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Creating database schema...\n", "✓ Schema created successfully\n" ] } ], "source": [ "# Import timedb SDK\n", "import timedb as td\n", "\n", "# Import pandas for data manipulation and matplotlib for plotting\n", "import pandas as pd\n", "import numpy as np\n", "from datetime import datetime, timedelta, timezone\n", "import matplotlib.pyplot as plt\n", "\n", "td.delete()\n", "td.create()\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "✓ Got/created forecast series (series_id: a161b2fd-029d-49fa-ac45-55dbdc8d0b83)\n", " name=\"forecast\", unit=\"MW\", labels={\"type\": \"power_forecast\", \"model\": \"sinus_with_error\"}\n", "✓ Got/created actual series (series_id: feafad38-e0a8-43a5-84cf-79e2204180ff)\n", " name=\"actual\", unit=\"MW\", labels={\"type\": \"power_actual\"}\n" ] } ], "source": [ "\n", "# Create series for forecast and actual values\n", "# Use different names to distinguish between forecast and actual\n", "# get_or_create_series returns existing series if it already exists with same name/unit/labels\n", "forecast_series_id = td.get_or_create_series(\n", " name='forecast',\n", " unit='MW',\n", " labels={'type': 'power_forecast', 'model': 'sinus_with_error'},\n", " description='Forecasted power values with overlapping revisions'\n", ")\n", "\n", "actual_series_id = td.get_or_create_series(\n", " name='actual',\n", " unit='MW',\n", " labels={'type': 'power_actual'},\n", " description='Actual power values (ground truth)'\n", ")\n", "\n", "print(f'✓ Got/created forecast series (series_id: {forecast_series_id})')\n", "print(f' name=\"forecast\", unit=\"MW\", labels={{\"type\": \"power_forecast\", \"model\": \"sinus_with_error\"}}')\n", "print(f'✓ Got/created actual series (series_id: {actual_series_id})')\n", "print(f' name=\"actual\", unit=\"MW\", labels={{\"type\": \"power_actual\"}}')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Part 2: Create 4 Forecasts with Shifting Valid Times\n", "\n", "We'll create 4 forecasts in a loop, where each forecast's `valid_time` range starts at its `known_time`. The `batch_start_time` will default to the current time when the script runs. All forecasts:\n", "- Use the same series_id (with name='forecast', unit='MW', labels={'type': 'power_forecast', 'model': 'sinus_with_error'})\n", "- Have a 3-day horizon with hourly resolution (72 hours)\n", "- Have `known_time` set 1 day apart\n", "- Each forecast's `valid_time` starts at its `known_time`, so later forecasts are shifted forward in time\n" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Creating 4 forecasts...\n", "Forecast horizon: 72 hours (3 days)\n", "Each forecast's valid_time starts at its known_time\n", "\n", "Data values inserted successfully.\n", "✓ Forecast 1/4 created\n", " known_time: 2025-01-01 00:00:00+00:00\n", " valid_time range: 2025-01-01 00:00:00+00:00 to 2025-01-03 23:00:00+00:00\n", " Batch ID: 5f89e0a7-2c19-4d6a-832c-b26483697419\n", "\n", "Data values inserted successfully.\n", "✓ Forecast 2/4 created\n", " known_time: 2025-01-02 00:00:00+00:00\n", " valid_time range: 2025-01-02 00:00:00+00:00 to 2025-01-04 23:00:00+00:00\n", " Batch ID: ffe5a911-bed5-4728-bfcd-e87a2534b9fe\n", "\n", "Data values inserted successfully.\n", "✓ Forecast 3/4 created\n", " known_time: 2025-01-03 00:00:00+00:00\n", " valid_time range: 2025-01-03 00:00:00+00:00 to 2025-01-05 23:00:00+00:00\n", " Batch ID: 6c28f629-2601-41ec-9548-b48e6d053869\n", "\n", "Data values inserted successfully.\n", "✓ Forecast 4/4 created\n", " known_time: 2025-01-04 00:00:00+00:00\n", " valid_time range: 2025-01-04 00:00:00+00:00 to 2025-01-06 23:00:00+00:00\n", " Batch ID: cc292874-cf7b-4ce2-9f15-05522ae42052\n", "\n", "✓ All 4 forecasts created successfully!\n", "Each forecast uses the same series_id: a161b2fd-029d-49fa-ac45-55dbdc8d0b83\n", "Series metadata: name='forecast', unit='MW', labels={'type': 'power_forecast', 'model': 'sinus_with_error'}\n", "\n", "============================================================\n", "Inserting actual values (true sinus function)...\n", "============================================================\n", "Data values inserted successfully.\n", "✓ Actual values inserted successfully!\n", " Series ID: feafad38-e0a8-43a5-84cf-79e2204180ff\n", " Valid time range: 2025-01-01 00:00:00+00:00 to 2025-01-06 23:00:00+00:00\n", " Number of data points: 144\n", " Batch ID: 01d5c25c-eb59-44ff-b12a-8d04265c52a8\n", "\n", "Forecast series: name='forecast', unit='MW', labels={'type': 'power_forecast', 'model': 'sinus_with_error'}\n", "Actual series: name='actual', unit='MW', labels={'type': 'power_actual'}\n", "Each forecast's valid_time starts at its known_time, shifted forward by 1 day for each subsequent forecast\n" ] } ], "source": [ "# Base time for first forecast\n", "base_valid_time = datetime(2025, 1, 1, 0, 0, tzinfo=timezone.utc)\n", "\n", "# Forecast horizon: 3 days with hourly resolution\n", "forecast_horizon_hours = 72\n", "\n", "# Number of forecasts to create\n", "num_forecasts = 4\n", "\n", "# Store forecast metadata\n", "forecast_metadata = []\n", "\n", "print(f\"Creating {num_forecasts} forecasts...\")\n", "print(f\"Forecast horizon: {forecast_horizon_hours} hours (3 days)\")\n", "print(f\"Each forecast's valid_time starts at its known_time\")\n", "print()\n", "\n", "series_ids_map = None\n", "\n", "for i in range(num_forecasts):\n", " # Each forecast's known_time is 1 day apart, starting from base_valid_time\n", " known_time = base_valid_time + timedelta(days=i)\n", " \n", " # Each forecast's valid_time range starts at its known_time\n", " # Generate valid_time range (3 days, hourly) starting from known_time\n", " valid_times = [known_time + timedelta(hours=j) for j in range(forecast_horizon_hours)]\n", " \n", " # Generate forecast values: sinus function base + random walk error\n", " # This makes forecasts look realistic - following a pattern with small forecast errors\n", " \n", " # Base sinus function parameters\n", " base_power = 100.0 # Mean power level\n", " amplitude = 30.0 # Amplitude of sinus function (daily pattern)\n", " period_hours = 24 # Period of sinus (24 hours for daily pattern)\n", " \n", " # Generate sinus function for the base pattern\n", " # Use hours from start of valid_time range as x-axis\n", " hours_from_start = np.arange(forecast_horizon_hours)\n", " sinus_base = base_power + amplitude * np.sin(2 * np.pi * hours_from_start / period_hours)\n", " \n", " # Add random walk error - small relative to sinus amplitude\n", " # Error represents forecast uncertainty that accumulates over time\n", " np.random.seed(42 + i) # Different seed for each forecast for reproducibility\n", " error_std = amplitude * 0.03 # Error std is 1% of sinus amplitude (small relative to pattern)\n", " error_steps = np.random.normal(0, error_std, forecast_horizon_hours)\n", " error_walk = np.cumsum(error_steps)\n", " \n", " # Combine sinus base with error walk\n", " forecast_values = sinus_base + error_walk\n", " forecast_values = np.round(forecast_values, 2).tolist()\n", " \n", " # Create DataFrame (column name 'forecast' matches series name)\n", " df_forecast = pd.DataFrame({\n", " \"valid_time\": valid_times,\n", " \"forecast\": forecast_values\n", " })\n", " \n", " # Insert forecast - batch_start_time defaults to current time\n", " # known_time is the start of this forecast's valid_time range\n", " if i == 0:\n", " # First forecast: use explicit series_id\n", " result = td.insert_batch(\n", " df=df_forecast,\n", " known_time=known_time,\n", " series_ids={\"forecast\": forecast_series_id}\n", " )\n", " series_ids_map = result.series_ids\n", " else:\n", " # Subsequent forecasts: reuse the same series_id\n", " result = td.insert_batch(\n", " df=df_forecast,\n", " known_time=known_time,\n", " series_ids=series_ids_map\n", " )\n", " series_ids_map = result.series_ids\n", "\n", " forecast_metadata.append({\n", " \"forecast_num\": i + 1,\n", " \"known_time\": known_time,\n", " \"valid_time_start\": valid_times[0],\n", " \"valid_time_end\": valid_times[-1],\n", " \"batch_id\": result.batch_id,\n", " \"series_id\": forecast_series_id\n", " })\n", " \n", " print(f\"✓ Forecast {i+1}/{num_forecasts} created\")\n", " print(f\" known_time: {known_time}\")\n", " print(f\" valid_time range: {valid_times[0]} to {valid_times[-1]}\")\n", " print(f\" Batch ID: {result.batch_id}\")\n", " print()\n", "\n", "print(f\"✓ All {num_forecasts} forecasts created successfully!\")\n", "print(f\"Each forecast uses the same series_id: {forecast_series_id}\")\n", "print(f\"Series metadata: name='forecast', unit='MW', labels={{'type': 'power_forecast', 'model': 'sinus_with_error'}}\")\n", "\n", "# Now insert the true sinus function as \"actual\" (flat time series without revisions)\n", "print(\"\\n\" + \"=\" * 60)\n", "print(\"Inserting actual values (true sinus function)...\")\n", "print(\"=\" * 60)\n", "\n", "# Calculate the overall valid_time range covering all forecasts\n", "# We'll insert actual values for the entire range\n", "start_valid = base_valid_time\n", "end_valid = base_valid_time + timedelta(days=num_forecasts - 1) + timedelta(hours=forecast_horizon_hours)\n", "\n", "# Generate all valid_times for the actual series\n", "actual_valid_times = []\n", "current_time = start_valid\n", "while current_time < end_valid:\n", " actual_valid_times.append(current_time)\n", " current_time += timedelta(hours=1)\n", "\n", "# Generate actual values using the true sinus function (no error)\n", "base_power = 100.0\n", "amplitude = 30.0\n", "period_hours = 24\n", "\n", "hours_from_start = np.arange(len(actual_valid_times))\n", "actual_values = base_power + amplitude * np.sin(2 * np.pi * hours_from_start / period_hours)\n", "actual_values = np.round(actual_values, 2).tolist()\n", "\n", "# Create DataFrame for actual values (column name 'actual' matches series name)\n", "df_actual = pd.DataFrame({\n", " \"valid_time\": actual_valid_times,\n", " \"actual\": actual_values\n", "})\n", "\n", "# Insert actual values with known_time set to the last valid_time\n", "# This represents when the actual values become known (after all data is collected)\n", "actual_known_time = actual_valid_times[-1]\n", "result_actual = td.insert_batch(\n", " df=df_actual,\n", " known_time=actual_known_time,\n", " series_ids={\"actual\": actual_series_id}\n", ")\n", "\n", "print(f\"✓ Actual values inserted successfully!\")\n", "print(f\" Series ID: {actual_series_id}\")\n", "print(f\" Valid time range: {actual_valid_times[0]} to {actual_valid_times[-1]}\")\n", "print(f\" Number of data points: {len(actual_valid_times)}\")\n", "print(f\" Batch ID: {result_actual.batch_id}\")\n", "print(f\"\\nForecast series: name='forecast', unit='MW', labels={{'type': 'power_forecast', 'model': 'sinus_with_error'}}\")\n", "print(f\"Actual series: name='actual', unit='MW', labels={{'type': 'power_actual'}}\")\n", "print(f\"Each forecast's valid_time starts at its known_time, shifted forward by 1 day for each subsequent forecast\")\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Part 3: Read All Forecast Revisions\n", "\n", "Now we'll read back all forecast revisions using `td.read_values_flat()`.\n", "This returns the latest forecast for each valid_time (most recent based on known_time) in a single query.\n" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "✓ Read 144 data points\n", "DataFrame shape: (144, 2)\n", "Index: valid_time\n", "Columns: ['forecast', 'actual']\n", "\n", "This shows the latest forecast values for each valid_time.\n", "\n", "First few rows:\n" ] }, { "data": { "application/vnd.microsoft.datawrangler.viewer.v0+json": { "columns": [ { "name": "valid_time", "rawType": "datetime64[ns, UTC]", "type": "unknown" }, { "name": "forecast", "rawType": "float64", "type": "float" }, { "name": "actual", "rawType": "float64", "type": "float" } ], "ref": "f611c66a-1be7-4c8e-bdf4-b8792b52614f", "rows": [ [ "2025-01-01 00:00:00+00:00", "100.45", "100.0" ], [ "2025-01-01 01:00:00+00:00", "108.09", "107.76" ], [ "2025-01-01 02:00:00+00:00", "115.91", "115.0" ], [ "2025-01-01 03:00:00+00:00", "123.49", "121.21" ], [ "2025-01-01 04:00:00+00:00", "128.05", "125.98" ], [ "2025-01-01 05:00:00+00:00", "130.83", "128.98" ], [ "2025-01-01 06:00:00+00:00", "133.28", "130.0" ], [ "2025-01-01 07:00:00+00:00", "132.94", "128.98" ], [ "2025-01-01 08:00:00+00:00", "129.53", "125.98" ], [ "2025-01-01 09:00:00+00:00", "125.25", "121.21" ] ], "shape": { "columns": 2, "rows": 10 } }, "text/html": [ "
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" ], "text/plain": [ "name forecast actual\n", "valid_time \n", "2025-01-01 00:00:00+00:00 100.45 100.00\n", "2025-01-01 01:00:00+00:00 108.09 107.76\n", "2025-01-01 02:00:00+00:00 115.91 115.00\n", "2025-01-01 03:00:00+00:00 123.49 121.21\n", "2025-01-01 04:00:00+00:00 128.05 125.98\n", "2025-01-01 05:00:00+00:00 130.83 128.98\n", "2025-01-01 06:00:00+00:00 133.28 130.00\n", "2025-01-01 07:00:00+00:00 132.94 128.98\n", "2025-01-01 08:00:00+00:00 129.53 125.98\n", "2025-01-01 09:00:00+00:00 125.25 121.21" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Read latest forecast values (flat mode)\n", "# This returns the most recent forecast for each valid_time based on known_time\n", "\n", "# Calculate the overall valid_time range covering all forecasts\n", "# First forecast starts at base_valid_time, last forecast ends at base_valid_time + (num_forecasts-1) days + forecast_horizon_hours\n", "start_valid = base_valid_time\n", "end_valid = base_valid_time + timedelta(days=num_forecasts - 1) + timedelta(hours=forecast_horizon_hours)\n", "\n", "df_flat = td.read_values_flat(\n", " start_valid=start_valid,\n", " end_valid=end_valid\n", ")\n", "\n", "print(f\"✓ Read {len(df_flat)} data points\")\n", "print(f\"DataFrame shape: {df_flat.shape}\")\n", "print(f\"Index: {df_flat.index.name}\")\n", "print(f\"Columns: {list(df_flat.columns)}\")\n", "print(f\"\\nThis shows the latest forecast values for each valid_time.\")\n", "print(f\"\\nFirst few rows:\")\n", "df_flat.head(10)\n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "✓ Latest forecast and actual values plotted successfully!\n" ] } ], "source": [ "# Plot the latest forecast and actual values (flat mode)\n", "plt.figure(figsize=(14, 7))\n", "\n", "# Plot forecast and actual\n", "plt.plot(df_flat.index, df_flat['forecast'], marker='o', markersize=2, linewidth=1.5, \n", " label='Latest Forecast', alpha=0.7, color='blue')\n", "plt.plot(df_flat.index, df_flat['actual'], marker='s', markersize=2, linewidth=2, \n", " label='Actual (True Sinus)', alpha=0.9, color='red')\n", "\n", "plt.xlabel('Valid Time', fontsize=12)\n", "plt.ylabel('Power [MW]', fontsize=12)\n", "plt.title('Latest Forecast vs Actual Values (Flat Mode)', fontsize=14, fontweight='bold')\n", "plt.grid(True, alpha=0.3)\n", "plt.legend()\n", "plt.xticks(rotation=45)\n", "plt.tight_layout()\n", "plt.show()\n", "\n", "print(\"✓ Latest forecast and actual values plotted successfully!\")\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Part 4: Read All Forecast Revisions (Overlapping Mode)\n", "\n", "Now let's read all forecast revisions using `td.read_values_overlapping()`.\n", "This returns all forecasts with both `known_time` and `valid_time`, showing how\n", "forecasts evolve over time. This is useful for analyzing forecast revisions and backtesting.\n" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Reading all forecast revisions (overlapping mode)...\n", "============================================================\n", "✓ Read 432 data points\n", "\n", "DataFrame shape: (432, 2)\n", "\n", "Index levels: ['known_time', 'valid_time']\n", "\n", "Columns: ['forecast', 'actual']\n", "\n", "This shows all forecast revisions, including all known_time values.\n", "\n", "First few rows:\n" ] }, { "data": { "application/vnd.microsoft.datawrangler.viewer.v0+json": { "columns": [ { "name": "('known_time', 'valid_time')", "rawType": "object", "type": "unknown" }, { "name": "forecast", "rawType": "float64", "type": "float" }, { "name": "actual", "rawType": "float64", "type": "float" } ], "ref": "059acbb4-8760-4fdb-b577-b4e547d953cc", "rows": [ [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 00:00:00+0000', tz='UTC'))", "100.45", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 01:00:00+0000', tz='UTC'))", "108.09", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 02:00:00+0000', tz='UTC'))", "115.91", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 03:00:00+0000', tz='UTC'))", "123.49", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 04:00:00+0000', tz='UTC'))", "128.05", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 05:00:00+0000', tz='UTC'))", "130.83", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 06:00:00+0000', tz='UTC'))", "133.28", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 07:00:00+0000', tz='UTC'))", "132.94", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 08:00:00+0000', tz='UTC'))", "129.53", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 09:00:00+0000', tz='UTC'))", "125.25", null ] ], "shape": { "columns": 2, "rows": 10 } }, "text/html": [ "
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" ], "text/plain": [ "name forecast actual\n", "known_time valid_time \n", "2025-01-01 00:00:00+00:00 2025-01-01 00:00:00+00:00 100.45 NaN\n", " 2025-01-01 01:00:00+00:00 108.09 NaN\n", " 2025-01-01 02:00:00+00:00 115.91 NaN\n", " 2025-01-01 03:00:00+00:00 123.49 NaN\n", " 2025-01-01 04:00:00+00:00 128.05 NaN\n", " 2025-01-01 05:00:00+00:00 130.83 NaN\n", " 2025-01-01 06:00:00+00:00 133.28 NaN\n", " 2025-01-01 07:00:00+00:00 132.94 NaN\n", " 2025-01-01 08:00:00+00:00 129.53 NaN\n", " 2025-01-01 09:00:00+00:00 125.25 NaN" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Read all forecast revisions (overlapping mode)\n", "print(\"Reading all forecast revisions (overlapping mode)...\")\n", "print(\"=\" * 60)\n", "\n", "# Calculate the overall valid_time range covering all forecasts\n", "# First forecast starts at base_valid_time, last forecast ends at base_valid_time + (num_forecasts-1) days + forecast_horizon_hours\n", "start_valid = base_valid_time\n", "end_valid = base_valid_time + timedelta(days=num_forecasts - 1) + timedelta(hours=forecast_horizon_hours)\n", "\n", "df_overlapping = td.read_values_overlapping(\n", " start_valid=start_valid,\n", " end_valid=end_valid\n", ")\n", "\n", "print(f\"✓ Read {len(df_overlapping)} data points\")\n", "print(f\"\\nDataFrame shape: {df_overlapping.shape}\")\n", "print(f\"\\nIndex levels: {df_overlapping.index.names}\")\n", "print(f\"\\nColumns: {list(df_overlapping.columns)}\")\n", "print(f\"\\nThis shows all forecast revisions, including all known_time values.\")\n", "print(f\"\\nFirst few rows:\")\n", "df_overlapping.head(10)\n" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Plotting 4 forecast revisions...\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "✓ All forecast revisions and actual values plotted successfully!\n" ] } ], "source": [ "# Plot all overlapping forecasts and actual values\n", "plt.figure(figsize=(16, 9))\n", "\n", "# Separate forecast and actual data\n", "df_forecast_overlapping = df_overlapping[['forecast']].dropna()\n", "df_actual_overlapping = df_overlapping[['actual']].dropna()\n", "\n", "# Get unique known_times from the forecast series only (exclude actual's known_time)\n", "# Each known_time in the forecast series represents a different forecast revision\n", "unique_known_times = df_forecast_overlapping.index.get_level_values(\"known_time\").unique()\n", "unique_known_times = sorted(unique_known_times)\n", "\n", "print(f\"Plotting {len(unique_known_times)} forecast revisions...\")\n", "\n", "# Plot each forecast revision with dashed blue lines\n", "for idx, known_time in enumerate(unique_known_times):\n", " # Get all values for this known_time\n", " forecast_data = df_forecast_overlapping.xs(known_time, level=\"known_time\")\n", " \n", " # Extract valid_time and values\n", " valid_times_plot = forecast_data.index\n", " values = forecast_data['forecast'].values\n", " \n", " # Plot this forecast revision with dashed blue line\n", " label = f\"Forecast {idx+1} (known_time: {known_time.strftime('%Y-%m-%d %H:%M')})\"\n", " plt.plot(valid_times_plot, values, linewidth=1.5, linestyle='--', \n", " label=label, color='blue', alpha=0.5)\n", "\n", "# Plot the latest forecast from flat data (read_values_flat) with solid blue line\n", "plt.plot(df_flat.index, df_flat['forecast'], linewidth=2, linestyle='-', \n", " label='Latest Forecast (flat)', color='blue', alpha=0.9, zorder=5)\n", "\n", "# Plot actual values\n", "# Actual values will have the same known_time (when they were inserted)\n", "# Get unique valid_times and actual values (they should be the same across known_times)\n", "actual_data = df_actual_overlapping.reset_index()\n", "# Group by valid_time and take the first value (they should all be the same)\n", "actual_data = actual_data.groupby('valid_time')['actual'].first().sort_index()\n", "\n", "plt.plot(actual_data.index, actual_data.values, \n", " linewidth=2.5, label='Actual (True Sinus)', alpha=0.9, color='red', zorder=10)\n", "\n", "# Formatting\n", "plt.xlabel('Valid Time (forecasted period)', fontsize=12)\n", "plt.ylabel('Power [MW]', fontsize=12)\n", "plt.title('All Overlapping Forecast Revisions vs Actual Values', fontsize=14, fontweight='bold')\n", "plt.grid(True, alpha=0.3)\n", "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left', fontsize=9)\n", "plt.xticks(rotation=45)\n", "plt.tight_layout()\n", "plt.show()\n", "\n", "print(\"✓ All forecast revisions and actual values plotted successfully!\")\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "✓ DataFrame with (known_time, valid_time) index and 'forecast' column\n", "\n", "DataFrame shape: (432, 2)\n", "\n", "Index levels: ['known_time', 'valid_time']\n", "\n", "Column: ['forecast', 'actual']\n", "\n", "First few rows:\n" ] }, { "data": { "application/vnd.microsoft.datawrangler.viewer.v0+json": { "columns": [ { "name": "('known_time', 'valid_time')", "rawType": "object", "type": "unknown" }, { "name": "forecast", "rawType": "float64", "type": "float" }, { "name": "actual", "rawType": "float64", "type": "float" } ], "ref": "9e9d4bcb-0c64-4989-a7fc-e3c7ff6457e4", "rows": [ [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 00:00:00+0000', tz='UTC'))", "100.45", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 01:00:00+0000', tz='UTC'))", "108.09", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 02:00:00+0000', tz='UTC'))", "115.91", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 03:00:00+0000', tz='UTC'))", "123.49", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 04:00:00+0000', tz='UTC'))", "128.05", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 05:00:00+0000', tz='UTC'))", "130.83", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 06:00:00+0000', tz='UTC'))", "133.28", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 07:00:00+0000', tz='UTC'))", "132.94", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 08:00:00+0000', tz='UTC'))", "129.53", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 09:00:00+0000', tz='UTC'))", "125.25", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 10:00:00+0000', tz='UTC'))", "118.62", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 11:00:00+0000', tz='UTC'))", "110.96", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 12:00:00+0000', tz='UTC'))", "103.41", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 13:00:00+0000', tz='UTC'))", "93.93", null ], [ "(Timestamp('2025-01-01 00:00:00+0000', tz='UTC'), Timestamp('2025-01-01 14:00:00+0000', tz='UTC'))", "85.14", null ] ], "shape": { "columns": 2, "rows": 15 } }, "text/html": [ "
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" ], "text/plain": [ "name forecast actual\n", "known_time valid_time \n", "2025-01-01 00:00:00+00:00 2025-01-01 00:00:00+00:00 100.45 NaN\n", " 2025-01-01 01:00:00+00:00 108.09 NaN\n", " 2025-01-01 02:00:00+00:00 115.91 NaN\n", " 2025-01-01 03:00:00+00:00 123.49 NaN\n", " 2025-01-01 04:00:00+00:00 128.05 NaN\n", " 2025-01-01 05:00:00+00:00 130.83 NaN\n", " 2025-01-01 06:00:00+00:00 133.28 NaN\n", " 2025-01-01 07:00:00+00:00 132.94 NaN\n", " 2025-01-01 08:00:00+00:00 129.53 NaN\n", " 2025-01-01 09:00:00+00:00 125.25 NaN\n", " 2025-01-01 10:00:00+00:00 118.62 NaN\n", " 2025-01-01 11:00:00+00:00 110.96 NaN\n", " 2025-01-01 12:00:00+00:00 103.41 NaN\n", " 2025-01-01 13:00:00+00:00 93.93 NaN\n", " 2025-01-01 14:00:00+00:00 85.14 NaN" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# The DataFrame from read_values_overlapping already has the correct structure:\n", "# - Index: (known_time, valid_time) - double index\n", "# - Columns: series_key (in this case \"power\")\n", "# No reshaping needed!\n", "\n", "df_forecast_revisions = df_overlapping\n", "\n", "print(f\"✓ DataFrame with (known_time, valid_time) index and '{list(df_forecast_revisions.columns)[0]}' column\")\n", "print(f\"\\nDataFrame shape: {df_forecast_revisions.shape}\")\n", "print(f\"\\nIndex levels: {df_forecast_revisions.index.names}\")\n", "print(f\"\\nColumn: {list(df_forecast_revisions.columns)}\")\n", "print(f\"\\nFirst few rows:\")\n", "df_forecast_revisions.head(15)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Summary\n", "\n", "This notebook demonstrated:\n", "\n", "1. **Creating overlapping forecasts**: Multiple forecasts for the same series with different `known_time` values\n", "2. **Using explicit series creation**: Created separate series for forecasts and actuals with descriptive names and labels\n", "3. **Reading latest values**: Using `td.read_values_flat()` to get the most recent forecast for each valid_time\n", "4. **Reading all revisions**: Using `td.read_values_overlapping()` to get all forecast versions\n", "\n", "**Key Takeaways:**\n", "- `known_time` represents when the forecast was made (batch_start_time)\n", "- `valid_time` represents the time period being forecasted\n", "- `read_values_flat()` returns the latest forecast values (one per valid_time) with series names as columns\n", "- `read_values_overlapping()` returns all forecast revisions with index `(known_time, valid_time)` and series names as columns\n", "- Series are distinguished by their name, unit, and labels - use descriptive names for clarity\n", "- Overlapping forecasts allow you to track how predictions change as new information becomes available\n" ] } ], "metadata": { "kernelspec": { "display_name": "timedb", "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": "3.14.2" } }, "nbformat": 4, "nbformat_minor": 2 }