{ "cells": [ { "cell_type": "code", "execution_count": null, "id": "c5f9e86e", "metadata": {}, "outputs": [], "source": [ "# Copyright 2026 Google LLC\n", "#\n", "# Licensed under the Apache License, Version 2.0 (the \"License\");\n", "# you may not use this file except in compliance with the License.\n", "# You may obtain a copy of the License at\n", "#\n", "# https://www.apache.org/licenses/LICENSE-2.0\n", "#\n", "# Unless required by applicable law or agreed to in writing, software\n", "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", "# See the License for the specific language governing permissions and\n", "# limitations under the License." ] }, { "cell_type": "markdown", "id": "71383fa0", "metadata": {}, "source": [ "# Unlock SQL and Python interoperability for BigQuery with %%bqsql magic\n", "\n", "In this tutorial, you will learn how to seamlessly chain data processing across\n", "SQL and Python code cells using `%%bqsql` IPython magic and BigQuery DataFrames\n", "(BigFrames). This interoperability is now available to all Jupyter users,\n", "whether you're in Colab, JupyterLab, or VS Code. \n", "\n", "While we begin by loading a local Excel dataset into a local Pandas DataFrame,\n", "the main focus is on how you can transition between Pandas' Python-centric API\n", "and BigQuery's SQL-centric engine. This hybrid workflow combines the best of\n", "both worlds: the expressive power of SQL for complex transformations and the\n", "versatile Python ecosystem for visualization and further analysis.\n", "\n", "Thanks to open-source packages like Jupyter, Pandas, BigFrames, and the\n", "[BigQuery sandbox](https://docs.cloud.google.com/bigquery/docs/sandbox), you can\n", "follow all steps in this guide for free\\* and without a credit card.\n", "\n", "_\\*See the [BigQuery sandbox](https://docs.cloud.google.com/bigquery/docs/sandbox) documentation for limitations._\n", "\n", "## The %%bqsql Magic\n", "\n", "Last year, Google introduced [SQL cells in Colab Enterprise\n", "notebooks](https://docs.cloud.google.com/colab/docs/sql-cells). Now, with the\n", "[%%bqsql cell\n", "magics](https://dataframes.bigquery.dev/notebooks/getting_started/magics.html)\n", "in BigQuery DataFrames, this same powerful interoperability is available to all\n", "Jupyter users, whether you're in Colab, JupyterLab, or VS Code. These magics\n", "allow you to write SQL queries that run directly on local pandas DataFrames,\n", "BigFrames DataFrames, or BigQuery tables.\n", "\n", "\n", "## Getting Started\n", "\n", "To get started,\n", "\n", "1. Enable the [BigQuery\n", " sandbox](https://docs.cloud.google.com/bigquery/docs/sandbox). Make note of your\n", " Google Cloud project ID.\n", "\n", "2. Set up a local Python development environment (see: [Setting up a Python\n", " development environment](https://docs.cloud.google.com/python/docs/setup)) for\n", " Google Cloud.\n", "\n", "3. Create and activate a venv to isolate Python dependencies.\n", " On Linux or macOS, use these commands (update to your preferred Python\n", " version):\n", "\n", " ```\n", " python3.12 -m venv ~/venv\n", " . ~/venv/bin/activate\n", " ```\n", "\n", "4. Install the Jupyter, bigframes, and python-calamine packages:\n", "\n", " ```\n", " pip install --upgrade jupyterlab bigframes python-calamine\n", " ```\n", "\n", "5. Start Jupyter Lab.\n", "\n", " ```\n", " jupyter lab\n", " ```\n", "\n", "6. Open a web browser to the URL listed in the output. It will be something like\n", " `http://localhost:8888/lab?token=somesupersecretvaluehere`.\n", "\n", "7. Create a new notebook using the Jupyter Lab UI.\n" ] }, { "cell_type": "code", "execution_count": null, "id": "d00aeb28", "metadata": {}, "outputs": [], "source": [ "%pip install python-calamine pandas bigframes" ] }, { "cell_type": "markdown", "id": "5ba39d0d", "metadata": {}, "source": [ "## Accessing the Dataset\n", "\n", "In this tutorial, you'll analyze the [USDA wheat\n", "data](https://www.ers.usda.gov/data-products/wheat-data). Use the standard\n", "`requests` package to download the data to a temporary file, mimicking a typical\n", "local data analysis workflow.\n" ] }, { "cell_type": "code", "execution_count": 1, "id": "fb1dfdc2", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "\n", "import tempfile\n", "\n", "import requests\n", "\n", "url = \"https://www.ers.usda.gov/media/5706/wheat-data-all-years.xlsx?v=52690\"\n", "\n", "tmp = tempfile.NamedTemporaryFile(delete=True)\n", "\n", "with requests.get(url, stream=True) as r:\n", " r.raise_for_status()\n", " for chunk in r.iter_content(chunk_size=8192):\n", " tmp.write(chunk)\n", "\n", "tmp.flush()\n", "tmp.seek(0)" ] }, { "cell_type": "markdown", "id": "50f896bb", "metadata": {}, "source": [ "Use the `pyarrow` `dtype_backend` when preparing local Pandas data for SQL\n", "processing. This ensures more consistent handling of NULL values and seamless\n", "schema mapping when you hand off the data to the BigQuery SQL engine. For this\n", "example, read the 'Table05' sheet, which contains annual wheat supply and\n", "disappearance data:\n" ] }, { "cell_type": "code", "execution_count": 2, "id": "8a8a137b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Marketing year 1/Time periodBeginning stocksProductionImports 2/Total supply 3/Food useSeed useFeed and residual useTotal domestic use 3/Exports 2/Total disappearance 3/Ending stocks
01950/51MY Jun-May496.01019.011.01526.0580.0--109.0689.0345.01034.0492.0
11951/52MY Jun-May492.0988.030.01510.0585.0--110.0695.0485.01180.0330.0
21952/53MY Jun-May330.01306.024.01660.0578.0--78.0656.0332.0988.0672.0
31953/54MY Jun-May672.01173.06.01851.0556.0--87.0643.0214.0857.0994.0
41954/55MY Jun-May994.0984.03.01981.0552.0--53.0605.0267.0872.01109.0
..........................................
2811/ June–May. Latest data may be preliminary or...<NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA>
2822/ Includes flour and selected other products ...<NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA>
2833/ Totals may not add due to rounding.<NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA>
284Source: USDA, Economic Research Service, based...<NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA>
285Updated: May 12, 2026<NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA>
\n", "

286 rows × 13 columns

\n", "
" ], "text/plain": [ " Marketing year 1/ Time period \\\n", "0 1950/51 MY Jun-May \n", "1 1951/52 MY Jun-May \n", "2 1952/53 MY Jun-May \n", "3 1953/54 MY Jun-May \n", "4 1954/55 MY Jun-May \n", ".. ... ... \n", "281 1/ June–May. Latest data may be preliminary or... \n", "282 2/ Includes flour and selected other products ... \n", "283 3/ Totals may not add due to rounding. \n", "284 Source: USDA, Economic Research Service, based... \n", "285 Updated: May 12, 2026 \n", "\n", " Beginning stocks Production Imports 2/ Total supply 3/ Food use \\\n", "0 496.0 1019.0 11.0 1526.0 580.0 \n", "1 492.0 988.0 30.0 1510.0 585.0 \n", "2 330.0 1306.0 24.0 1660.0 578.0 \n", "3 672.0 1173.0 6.0 1851.0 556.0 \n", "4 994.0 984.0 3.0 1981.0 552.0 \n", ".. ... ... ... ... ... \n", "281 \n", "282 \n", "283 \n", "284 \n", "285 \n", "\n", " Seed use Feed and residual use Total domestic use 3/ Exports 2/ \\\n", "0 -- 109.0 689.0 345.0 \n", "1 -- 110.0 695.0 485.0 \n", "2 -- 78.0 656.0 332.0 \n", "3 -- 87.0 643.0 214.0 \n", "4 -- 53.0 605.0 267.0 \n", ".. ... ... ... ... \n", "281 \n", "282 \n", "283 \n", "284 \n", "285 \n", "\n", " Total disappearance 3/ Ending stocks \n", "0 1034.0 492.0 \n", "1 1180.0 330.0 \n", "2 988.0 672.0 \n", "3 857.0 994.0 \n", "4 872.0 1109.0 \n", ".. ... ... \n", "281 \n", "282 \n", "283 \n", "284 \n", "285 \n", "\n", "[286 rows x 13 columns]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "\n", "import pandas as pd\n", "\n", "df = pd.read_excel(\n", " tmp,\n", " sheet_name=\"Table05\",\n", " dtype_backend=\"pyarrow\",\n", " engine=\"calamine\",\n", " header=1, # Skip the first row.\n", ")\n", "tmp.close()\n", "df" ] }, { "cell_type": "markdown", "id": "1a7ec573", "metadata": {}, "source": [ "## Preparing the data\n", "\n", "Before querying the local DataFrame with SQL, ensure that the column names are\n", "SQL-friendly. BigQuery supports [flexible column\n", "names](https://docs.cloud.google.com/bigquery/docs/schemas#flexible-column-names),\n", "allowing most unicode characters, but special characters like \"/\" and \"\\\" must\n", "be removed or replaced.\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "d5674020", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Marketing year 1Time periodBeginning stocksProductionImports 2Total supply 3Food useSeed useFeed and residual useTotal domestic use 3Exports 2Total disappearance 3Ending stocks
01950/51MY Jun-May496.01019.011.01526.0580.0--109.0689.0345.01034.0492.0
11951/52MY Jun-May492.0988.030.01510.0585.0--110.0695.0485.01180.0330.0
21952/53MY Jun-May330.01306.024.01660.0578.0--78.0656.0332.0988.0672.0
31953/54MY Jun-May672.01173.06.01851.0556.0--87.0643.0214.0857.0994.0
41954/55MY Jun-May994.0984.03.01981.0552.0--53.0605.0267.0872.01109.0
..........................................
2811/ June–May. Latest data may be preliminary or...<NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA>
2822/ Includes flour and selected other products ...<NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA>
2833/ Totals may not add due to rounding.<NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA>
284Source: USDA, Economic Research Service, based...<NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA>
285Updated: May 12, 2026<NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA><NA>
\n", "

286 rows × 13 columns

\n", "
" ], "text/plain": [ " Marketing year 1 Time period \\\n", "0 1950/51 MY Jun-May \n", "1 1951/52 MY Jun-May \n", "2 1952/53 MY Jun-May \n", "3 1953/54 MY Jun-May \n", "4 1954/55 MY Jun-May \n", ".. ... ... \n", "281 1/ June–May. Latest data may be preliminary or... \n", "282 2/ Includes flour and selected other products ... \n", "283 3/ Totals may not add due to rounding. \n", "284 Source: USDA, Economic Research Service, based... \n", "285 Updated: May 12, 2026 \n", "\n", " Beginning stocks Production Imports 2 Total supply 3 Food use \\\n", "0 496.0 1019.0 11.0 1526.0 580.0 \n", "1 492.0 988.0 30.0 1510.0 585.0 \n", "2 330.0 1306.0 24.0 1660.0 578.0 \n", "3 672.0 1173.0 6.0 1851.0 556.0 \n", "4 994.0 984.0 3.0 1981.0 552.0 \n", ".. ... ... ... ... ... \n", "281 \n", "282 \n", "283 \n", "284 \n", "285 \n", "\n", " Seed use Feed and residual use Total domestic use 3 Exports 2 \\\n", "0 -- 109.0 689.0 345.0 \n", "1 -- 110.0 695.0 485.0 \n", "2 -- 78.0 656.0 332.0 \n", "3 -- 87.0 643.0 214.0 \n", "4 -- 53.0 605.0 267.0 \n", ".. ... ... ... ... \n", "281 \n", "282 \n", "283 \n", "284 \n", "285 \n", "\n", " Total disappearance 3 Ending stocks \n", "0 1034.0 492.0 \n", "1 1180.0 330.0 \n", "2 988.0 672.0 \n", "3 857.0 994.0 \n", "4 872.0 1109.0 \n", ".. ... ... \n", "281 \n", "282 \n", "283 \n", "284 \n", "285 \n", "\n", "[286 rows x 13 columns]" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.columns = [name.replace(\"/\", \"\") for name in df.columns]\n", "df" ] }, { "cell_type": "markdown", "id": "b50c5798", "metadata": {}, "source": [ "## Filtering with Pandas\n", "\n", "Perform a basic filter using standard Python/Pandas syntax to remove rows with missing data. This represents the initial Python-only stage of a processing chain.\n" ] }, { "cell_type": "code", "execution_count": 4, "id": "1dbad481", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Marketing year 1Time periodBeginning stocksProductionImports 2Total supply 3Food useSeed useFeed and residual useTotal domestic use 3Exports 2Total disappearance 3Ending stocks
01950/51MY Jun-May496.01019.011.01526.0580.0--109.0689.0345.01034.0492.0
11951/52MY Jun-May492.0988.030.01510.0585.0--110.0695.0485.01180.0330.0
21952/53MY Jun-May330.01306.024.01660.0578.0--78.0656.0332.0988.0672.0
31953/54MY Jun-May672.01173.06.01851.0556.0--87.0643.0214.0857.0994.0
41954/55MY Jun-May994.0984.03.01981.0552.0--53.0605.0267.0872.01109.0
..........................................
2752025/26MY Jun-May854.7341984.537125.02964.271960.059.7100.01119.7910.02029.7934.571
2762025/26Q1 Jun-Aug854.7341984.53730.5932869.864241.0912.653239.522483.266252.58735.8462134.018
2772025/26Q2 Sep-Nov2134.0180.030.0782164.096245.5839.658-54.047231.191255.802486.9931677.103
2782025/26Q3 Dec-Feb1677.1030.032.3631709.466230.9751.75-24.747207.978201.291409.2691300.197
2792026/27MY Jun-May934.5711561.322140.02635.893960.05980.01099.0775.01874.0761.893
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280 rows × 13 columns

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" ], "text/plain": [ " Marketing year 1 Time period Beginning stocks Production Imports 2 \\\n", "0 1950/51 MY Jun-May 496.0 1019.0 11.0 \n", "1 1951/52 MY Jun-May 492.0 988.0 30.0 \n", "2 1952/53 MY Jun-May 330.0 1306.0 24.0 \n", "3 1953/54 MY Jun-May 672.0 1173.0 6.0 \n", "4 1954/55 MY Jun-May 994.0 984.0 3.0 \n", ".. ... ... ... ... ... \n", "275 2025/26 MY Jun-May 854.734 1984.537 125.0 \n", "276 2025/26 Q1 Jun-Aug 854.734 1984.537 30.593 \n", "277 2025/26 Q2 Sep-Nov 2134.018 0.0 30.078 \n", "278 2025/26 Q3 Dec-Feb 1677.103 0.0 32.363 \n", "279 2026/27 MY Jun-May 934.571 1561.322 140.0 \n", "\n", " Total supply 3 Food use Seed use Feed and residual use \\\n", "0 1526.0 580.0 -- 109.0 \n", "1 1510.0 585.0 -- 110.0 \n", "2 1660.0 578.0 -- 78.0 \n", "3 1851.0 556.0 -- 87.0 \n", "4 1981.0 552.0 -- 53.0 \n", ".. ... ... ... ... \n", "275 2964.271 960.0 59.7 100.0 \n", "276 2869.864 241.091 2.653 239.522 \n", "277 2164.096 245.58 39.658 -54.047 \n", "278 1709.466 230.975 1.75 -24.747 \n", "279 2635.893 960.0 59 80.0 \n", "\n", " Total domestic use 3 Exports 2 Total disappearance 3 Ending stocks \n", "0 689.0 345.0 1034.0 492.0 \n", "1 695.0 485.0 1180.0 330.0 \n", "2 656.0 332.0 988.0 672.0 \n", "3 643.0 214.0 857.0 994.0 \n", "4 605.0 267.0 872.0 1109.0 \n", ".. ... ... ... ... \n", "275 1119.7 910.0 2029.7 934.571 \n", "276 483.266 252.58 735.846 2134.018 \n", "277 231.191 255.802 486.993 1677.103 \n", "278 207.978 201.291 409.269 1300.197 \n", "279 1099.0 775.0 1874.0 761.893 \n", "\n", "[280 rows x 13 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "full_rows = df[~df['Beginning stocks'].isna()]\n", "full_rows" ] }, { "cell_type": "markdown", "id": "e914ce69", "metadata": {}, "source": [ "## Interoperate with SQL using the BigQuery SQL magics (%%bqsql)\n", "\n", "The BigQuery DataFrames library provides the `%%bqsql` magic, which acts as the bridge between your Python and SQL environments. It allows the BigQuery query engine to directly reference and query your local Pandas DataFrames (by implicitly uploading them as temporary tables) as well as actual BigQuery tables and external tables in GCS (Parquet, Iceberg, CSV).\n", "\n", "To enable this integration in your notebook, load the `bigframes` extension. This is already completed in BigQuery Studio, Colab Enterprise, and Colab notebooks. For other environments, such as VS Code and Jupyter Lab, run the following cell:\n" ] }, { "cell_type": "code", "execution_count": 5, "id": "3d837a5e", "metadata": {}, "outputs": [], "source": [ "%load_ext bigframes\n" ] }, { "cell_type": "markdown", "id": "315a53b5", "metadata": {}, "source": [ "To ensure the correct Google Cloud project is billed for query usage, including free tier usage, configure the project ID used by the magics. Even in the free sandbox tier, a project ID is required to allocate query resources. If you don't set it explicitly, BigFrames will try to discover it from your environment (e.g., your Application Default Credentials).\n" ] }, { "cell_type": "code", "execution_count": 8, "id": "ffe5757c", "metadata": {}, "outputs": [], "source": [ "import bigframes.pandas as bpd\n", "\n", "PROJECT_ID = \"\" # @param {type:\"string\"}\n", "bpd.options.bigquery.project = PROJECT_ID\n" ] }, { "cell_type": "markdown", "id": "fe174ed2", "metadata": {}, "source": [ "### Querying Local Pandas DataFrames with SQL\n", "\n", "With the project configured, you can now run SQL queries directly against your local Pandas DataFrame (`full_rows`) as if it were a table in BigQuery. Simply reference the variable name inside braces `{full_rows}` in your SQL query.\n" ] }, { "cell_type": "code", "execution_count": 9, "id": "fbbf52d6", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " Query processed 0 Bytes. [Job bigframes-dev:US.c3c67902-6a45-492a-9491-a91daddaada1 details]\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "Load job c22ec1ce-09da-4ea1-b0a0-f28eee65aa20 is DONE. Open Job" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "\n", " Query processed 30.0 kB in a moment of slot time.\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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Marketing year 1Time periodBeginning stocksProductionImports 2Total supply 3Food useSeed useFeed and residual useTotal domestic use 3Exports 2Total disappearance 3Ending stocks
01980/81Q2 Sep-Nov2714.00.00.62714.6162.1764.865242.965379.335622.32092.3
11987/88Q2 Sep-Nov2976.4620.04.5252980.987193.04858-79.082171.966308.453480.4192500.568
22014/15Q2 Sep-Nov1907.220.034.5511941.771248.18748.802-92.585204.404207.737412.1411529.63
31976/77Q2 Sep-Nov2385.20.00.52385.7153.064-2.795214.205277.295491.51894.2
41994/95Q2 Sep-Nov2069.4940.021.4232090.917229.29760.954-28.64261.611338.202599.8131491.104
52002/03Q2 Sep-Nov1748.9870.023.0871772.074237.75454.599-74.678217.675234.53452.2051319.869
62007/08Q2 Sep-Nov1716.9270.021.4861738.413245.02659.915-119.882185.059421.416606.4751131.938
72025/26Q2 Sep-Nov2134.0180.030.0782164.096245.5839.658-54.047231.191255.802486.9931677.103
81995/96Q2 Sep-Nov1881.0990.016.2521897.351232.15164.356-98.182198.325360.759559.0841338.267
92001/02Q2 Sep-Nov2155.8140.029.042184.854245.08851.601-23.073273.616287.783561.3991623.455
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[280 rows x 13 columns in total]" ], "text/plain": [ " Marketing year 1 Time period Beginning stocks Production Imports 2 \\\n", "0 1980/81 Q2 Sep-Nov 2714.0 0.0 0.6 \n", "1 1987/88 Q2 Sep-Nov 2976.462 0.0 4.525 \n", "2 2014/15 Q2 Sep-Nov 1907.22 0.0 34.551 \n", "3 1976/77 Q2 Sep-Nov 2385.2 0.0 0.5 \n", "4 1994/95 Q2 Sep-Nov 2069.494 0.0 21.423 \n", "5 2002/03 Q2 Sep-Nov 1748.987 0.0 23.087 \n", "6 2007/08 Q2 Sep-Nov 1716.927 0.0 21.486 \n", "7 2025/26 Q2 Sep-Nov 2134.018 0.0 30.078 \n", "8 1995/96 Q2 Sep-Nov 1881.099 0.0 16.252 \n", "9 2001/02 Q2 Sep-Nov 2155.814 0.0 29.04 \n", "\n", " Total supply 3 Food use Seed use Feed and residual use \\\n", "0 2714.6 162.1 76 4.865 \n", "1 2980.987 193.048 58 -79.082 \n", "2 1941.771 248.187 48.802 -92.585 \n", "3 2385.7 153.0 64 -2.795 \n", "4 2090.917 229.297 60.954 -28.64 \n", "5 1772.074 237.754 54.599 -74.678 \n", "6 1738.413 245.026 59.915 -119.882 \n", "7 2164.096 245.58 39.658 -54.047 \n", "8 1897.351 232.151 64.356 -98.182 \n", "9 2184.854 245.088 51.601 -23.073 \n", "\n", " Total domestic use 3 Exports 2 Total disappearance 3 Ending stocks \n", "0 242.965 379.335 622.3 2092.3 \n", "1 171.966 308.453 480.419 2500.568 \n", "2 204.404 207.737 412.141 1529.63 \n", "3 214.205 277.295 491.5 1894.2 \n", "4 261.611 338.202 599.813 1491.104 \n", "5 217.675 234.53 452.205 1319.869 \n", "6 185.059 421.416 606.475 1131.938 \n", "7 231.191 255.802 486.993 1677.103 \n", "8 198.325 360.759 559.084 1338.267 \n", "9 273.616 287.783 561.399 1623.455 \n", "...\n", "\n", "[280 rows x 13 columns]" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%bqsql\n", "SELECT * FROM {full_rows}\n" ] }, { "cell_type": "markdown", "id": "2fcd5284", "metadata": {}, "source": [ "You should see the results from full_rows.\n", "\n", "\n", "## Chaining SQL and Python: Saving SQL Results\n", "\n", "The true power of the `%%bqsql` magic lies in chaining. By providing a destination variable name as an argument to `%%bqsql` (e.g., `%%bqsql destination_var`), the query result is saved as a BigQuery DataFrame (a.k.a. BigFrames DataFrame) to that variable. \n", "\n", "This DataFrame lives on the BigQuery engine but behaves like a Pandas DataFrame in Python. You can immediately use it in subsequent Python cells, or reference it again in another SQL cell. This allows you to build a multi-step, hybrid processing pipeline.\n", "\n", "Filter the data to only yearly entries using SQL, and save the result into a new BigFrames DataFrame named `yearly`:\n" ] }, { "cell_type": "code", "execution_count": 10, "id": "75fe0e10", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " Query processed 0 Bytes in a moment of slot time. [Job bigframes-dev:US.71850fc1-147f-44f7-b4c0-b94592f55639 details]\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "Load job aaa74c26-b3ff-422f-a670-93222188fe9f is DONE. Open Job" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "\n", " Query processed 30.0 kB in a moment of slot time.\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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Marketing year 1Time periodBeginning stocksProductionImports 2Total supply 3Food useSeed useFeed and residual useTotal domestic use 3Exports 2Total disappearance 3Ending stocks
01955/56MY Jun-May1109.0937.010.02056.0553.0--51.0604.0322.0926.01130.0
11957/58MY Jun-May1004.0956.010.01970.0547.0--43.0590.0418.01008.0962.0
21954/55MY Jun-May994.0984.03.01981.0552.0--53.0605.0267.0872.01109.0
31951/52MY Jun-May492.0988.030.01510.0585.0--110.0695.0485.01180.0330.0
41956/57MY Jun-May1130.01005.08.02143.0541.0--57.0598.0541.01139.01004.0
51950/51MY Jun-May496.01019.011.01526.0580.0--109.0689.0345.01034.0492.0
61962/63MY Jun-May1420.61092.05.32517.9502.761.434.7598.8649.41248.21269.7
71959/60MY Jun-May1368.01118.07.02493.0558.0--49.0607.0502.01109.01384.0
81963/64MY Jun-May1269.71146.84.02420.5487.964.928.6581.4845.61427.0993.5
91953/54MY Jun-May672.01173.06.01851.0556.0--87.0643.0214.0857.0994.0
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[77 rows x 13 columns in total]" ], "text/plain": [ " Marketing year 1 Time period Beginning stocks Production Imports 2 \\\n", "0 1955/56 MY Jun-May 1109.0 937.0 10.0 \n", "1 1957/58 MY Jun-May 1004.0 956.0 10.0 \n", "2 1954/55 MY Jun-May 994.0 984.0 3.0 \n", "3 1951/52 MY Jun-May 492.0 988.0 30.0 \n", "4 1956/57 MY Jun-May 1130.0 1005.0 8.0 \n", "5 1950/51 MY Jun-May 496.0 1019.0 11.0 \n", "6 1962/63 MY Jun-May 1420.6 1092.0 5.3 \n", "7 1959/60 MY Jun-May 1368.0 1118.0 7.0 \n", "8 1963/64 MY Jun-May 1269.7 1146.8 4.0 \n", "9 1953/54 MY Jun-May 672.0 1173.0 6.0 \n", "\n", " Total supply 3 Food use Seed use Feed and residual use \\\n", "0 2056.0 553.0 -- 51.0 \n", "1 1970.0 547.0 -- 43.0 \n", "2 1981.0 552.0 -- 53.0 \n", "3 1510.0 585.0 -- 110.0 \n", "4 2143.0 541.0 -- 57.0 \n", "5 1526.0 580.0 -- 109.0 \n", "6 2517.9 502.7 61.4 34.7 \n", "7 2493.0 558.0 -- 49.0 \n", "8 2420.5 487.9 64.9 28.6 \n", "9 1851.0 556.0 -- 87.0 \n", "\n", " Total domestic use 3 Exports 2 Total disappearance 3 Ending stocks \n", "0 604.0 322.0 926.0 1130.0 \n", "1 590.0 418.0 1008.0 962.0 \n", "2 605.0 267.0 872.0 1109.0 \n", "3 695.0 485.0 1180.0 330.0 \n", "4 598.0 541.0 1139.0 1004.0 \n", "5 689.0 345.0 1034.0 492.0 \n", "6 598.8 649.4 1248.2 1269.7 \n", "7 607.0 502.0 1109.0 1384.0 \n", "8 581.4 845.6 1427.0 993.5 \n", "9 643.0 214.0 857.0 994.0 \n", "...\n", "\n", "[77 rows x 13 columns]" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%bqsql yearly\n", "SELECT *\n", "FROM {full_rows}\n", "WHERE STARTS_WITH(`Time period`, 'MY')\n" ] }, { "cell_type": "markdown", "id": "19a70e9e", "metadata": {}, "source": [ "### Chaining Step 2: Complex SQL Transformation on the BigFrames DataFrame\n", "\n", "Now, you can chain another SQL operation. Reference the `yearly` BigFrames DataFrame that you just created, extract the year using SQL regular expressions, cast it to a timestamp, and save the results into a new BigFrames DataFrame named `timeseries`.\n", "\n", "Notice how you are building a chain: Local Pandas -> [SQL filter] -> BigFrames `yearly` -> [SQL transform] -> BigFrames `timeseries`.\n" ] }, { "cell_type": "code", "execution_count": 11, "id": "8fbb5224", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " Query processed 0 Bytes in a moment of slot time. [Job bigframes-dev:US.fdcdabc9-e1a3-47e6-ab27-9e19d9aaa106 details]\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "Load job ec6be16a-722d-4151-b7a6-5e410557577d is DONE. Open Job" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "\n", " Query processed 8.3 kB in a moment of slot time.\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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Time periodBeginning stocksProductionImports 2Total supply 3Food useSeed useFeed and residual useTotal domestic use 3Exports 2Total disappearance 3Ending stocksyear
0MY Jun-May1004.0956.010.01970.0547.0--43.0590.0418.01008.0962.01957-01-01 00:00:00+00:00
1MY Jun-May672.01173.06.01851.0556.0--87.0643.0214.0857.0994.01953-01-01 00:00:00+00:00
2MY Jun-May496.01019.011.01526.0580.0--109.0689.0345.01034.0492.01950-01-01 00:00:00+00:00
3MY Jun-May330.01306.024.01660.0578.0--78.0656.0332.0988.0672.01952-01-01 00:00:00+00:00
4MY Jun-May962.01457.08.02427.0561.0--48.0609.0450.01059.01368.01958-01-01 00:00:00+00:00
5MY Jun-May994.0984.03.01981.0552.0--53.0605.0267.0872.01109.01954-01-01 00:00:00+00:00
6MY Jun-May492.0988.030.01510.0585.0--110.0695.0485.01180.0330.01951-01-01 00:00:00+00:00
7MY Jun-May1130.01005.08.02143.0541.0--57.0598.0541.01139.01004.01956-01-01 00:00:00+00:00
8MY Jun-May1109.0937.010.02056.0553.0--51.0604.0322.0926.01130.01955-01-01 00:00:00+00:00
9MY Jun-May1368.01118.07.02493.0558.0--49.0607.0502.01109.01384.01959-01-01 00:00:00+00:00
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10 rows × 13 columns

\n", "
[77 rows x 13 columns in total]" ], "text/plain": [ " Time period Beginning stocks Production Imports 2 Total supply 3 \\\n", "0 MY Jun-May 1004.0 956.0 10.0 1970.0 \n", "1 MY Jun-May 672.0 1173.0 6.0 1851.0 \n", "2 MY Jun-May 496.0 1019.0 11.0 1526.0 \n", "3 MY Jun-May 330.0 1306.0 24.0 1660.0 \n", "4 MY Jun-May 962.0 1457.0 8.0 2427.0 \n", "5 MY Jun-May 994.0 984.0 3.0 1981.0 \n", "6 MY Jun-May 492.0 988.0 30.0 1510.0 \n", "7 MY Jun-May 1130.0 1005.0 8.0 2143.0 \n", "8 MY Jun-May 1109.0 937.0 10.0 2056.0 \n", "9 MY Jun-May 1368.0 1118.0 7.0 2493.0 \n", "\n", " Food use Seed use Feed and residual use Total domestic use 3 Exports 2 \\\n", "0 547.0 -- 43.0 590.0 418.0 \n", "1 556.0 -- 87.0 643.0 214.0 \n", "2 580.0 -- 109.0 689.0 345.0 \n", "3 578.0 -- 78.0 656.0 332.0 \n", "4 561.0 -- 48.0 609.0 450.0 \n", "5 552.0 -- 53.0 605.0 267.0 \n", "6 585.0 -- 110.0 695.0 485.0 \n", "7 541.0 -- 57.0 598.0 541.0 \n", "8 553.0 -- 51.0 604.0 322.0 \n", "9 558.0 -- 49.0 607.0 502.0 \n", "\n", " Total disappearance 3 Ending stocks year \n", "0 1008.0 962.0 1957-01-01 00:00:00+00:00 \n", "1 857.0 994.0 1953-01-01 00:00:00+00:00 \n", "2 1034.0 492.0 1950-01-01 00:00:00+00:00 \n", "3 988.0 672.0 1952-01-01 00:00:00+00:00 \n", "4 1059.0 1368.0 1958-01-01 00:00:00+00:00 \n", "5 872.0 1109.0 1954-01-01 00:00:00+00:00 \n", "6 1180.0 330.0 1951-01-01 00:00:00+00:00 \n", "7 1139.0 1004.0 1956-01-01 00:00:00+00:00 \n", "8 926.0 1130.0 1955-01-01 00:00:00+00:00 \n", "9 1109.0 1384.0 1959-01-01 00:00:00+00:00 \n", "...\n", "\n", "[77 rows x 13 columns]" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%bqsql timeseries\n", "SELECT\n", " * EXCEPT (`Marketing year 1`),\n", " TIMESTAMP(CONCAT(\n", " REGEXP_EXTRACT(`Marketing year 1`, r'([0-9]+)\\/'),\n", " '-01-01')) AS `year`\n", "FROM {yearly}\n" ] }, { "cell_type": "markdown", "id": "76ba8a7d", "metadata": {}, "source": [ "## Chaining Back to Python: Visualizing BigFrames Data\n", "\n", "Now that you've completed some SQL transformations, you can chain back to Python for visualization. Because BigFrames DataFrames implement the Pandas API, you can call standard visualization methods (like `.plot.line()`) directly on the `timeseries` DataFrame without downloading the full dataset first. The computations happen in BigQuery, and only the summarized chart data is sent back to the notebook.\n" ] }, { "cell_type": "code", "execution_count": 12, "id": "d3ff4eec", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " Query processed 8.8 kB in a moment of slot time.\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "Load job c6b4d65a-4555-4efc-9f8b-7156f4c62835 is DONE. Open Job" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "timeseries.set_index('year').sort_index().plot.line()\n" ] }, { "cell_type": "markdown", "id": "4b15e937", "metadata": {}, "source": [ "### Downloading to Local Pandas (Optional Handoff)\n", "\n", "If you need to use local Python libraries that are not supported by BigFrames (such as custom plotting libraries or local ML frameworks), you can explicitly download the final transformed remote DataFrame into a standard local Pandas DataFrame using `.to_pandas()`:\n" ] }, { "cell_type": "code", "execution_count": 13, "id": "97757974", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Time periodBeginning stocksProductionImports 2Total supply 3Food useSeed useFeed and residual useTotal domestic use 3Exports 2Total disappearance 3Ending stocks
year
1950-01-01 00:00:00+00:00MY Jun-May496.01019.011.01526.0580.0--109.0689.0345.01034.0492.0
1951-01-01 00:00:00+00:00MY Jun-May492.0988.030.01510.0585.0--110.0695.0485.01180.0330.0
1952-01-01 00:00:00+00:00MY Jun-May330.01306.024.01660.0578.0--78.0656.0332.0988.0672.0
1953-01-01 00:00:00+00:00MY Jun-May672.01173.06.01851.0556.0--87.0643.0214.0857.0994.0
1954-01-01 00:00:00+00:00MY Jun-May994.0984.03.01981.0552.0--53.0605.0267.0872.01109.0
.......................................
2022-01-01 00:00:00+00:00MY Jun-May674.4311649.713121.5852445.729971.67768.36975.5031115.549760.6121876.161569.568
2023-01-01 00:00:00+00:00MY Jun-May569.5681803.942137.7982511.308961.30362.04685.6171108.966705.9081814.874696.434
2024-01-01 00:00:00+00:00MY Jun-May696.4341978.697148.9542824.085969.49361.1112.8631143.456825.8951969.351854.734
2025-01-01 00:00:00+00:00MY Jun-May854.7341984.537125.02964.271960.059.7100.01119.7910.02029.7934.571
2026-01-01 00:00:00+00:00MY Jun-May934.5711561.322140.02635.893960.05980.01099.0775.01874.0761.893
\n", "

77 rows × 12 columns

\n", "
" ], "text/plain": [ " Time period Beginning stocks Production \\\n", "year \n", "1950-01-01 00:00:00+00:00 MY Jun-May 496.0 1019.0 \n", "1951-01-01 00:00:00+00:00 MY Jun-May 492.0 988.0 \n", "1952-01-01 00:00:00+00:00 MY Jun-May 330.0 1306.0 \n", "1953-01-01 00:00:00+00:00 MY Jun-May 672.0 1173.0 \n", "1954-01-01 00:00:00+00:00 MY Jun-May 994.0 984.0 \n", "... ... ... ... \n", "2022-01-01 00:00:00+00:00 MY Jun-May 674.431 1649.713 \n", "2023-01-01 00:00:00+00:00 MY Jun-May 569.568 1803.942 \n", "2024-01-01 00:00:00+00:00 MY Jun-May 696.434 1978.697 \n", "2025-01-01 00:00:00+00:00 MY Jun-May 854.734 1984.537 \n", "2026-01-01 00:00:00+00:00 MY Jun-May 934.571 1561.322 \n", "\n", " Imports 2 Total supply 3 Food use Seed use \\\n", "year \n", "1950-01-01 00:00:00+00:00 11.0 1526.0 580.0 -- \n", "1951-01-01 00:00:00+00:00 30.0 1510.0 585.0 -- \n", "1952-01-01 00:00:00+00:00 24.0 1660.0 578.0 -- \n", "1953-01-01 00:00:00+00:00 6.0 1851.0 556.0 -- \n", "1954-01-01 00:00:00+00:00 3.0 1981.0 552.0 -- \n", "... ... ... ... ... \n", "2022-01-01 00:00:00+00:00 121.585 2445.729 971.677 68.369 \n", "2023-01-01 00:00:00+00:00 137.798 2511.308 961.303 62.046 \n", "2024-01-01 00:00:00+00:00 148.954 2824.085 969.493 61.1 \n", "2025-01-01 00:00:00+00:00 125.0 2964.271 960.0 59.7 \n", "2026-01-01 00:00:00+00:00 140.0 2635.893 960.0 59 \n", "\n", " Feed and residual use Total domestic use 3 \\\n", "year \n", "1950-01-01 00:00:00+00:00 109.0 689.0 \n", "1951-01-01 00:00:00+00:00 110.0 695.0 \n", "1952-01-01 00:00:00+00:00 78.0 656.0 \n", "1953-01-01 00:00:00+00:00 87.0 643.0 \n", "1954-01-01 00:00:00+00:00 53.0 605.0 \n", "... ... ... \n", "2022-01-01 00:00:00+00:00 75.503 1115.549 \n", "2023-01-01 00:00:00+00:00 85.617 1108.966 \n", "2024-01-01 00:00:00+00:00 112.863 1143.456 \n", "2025-01-01 00:00:00+00:00 100.0 1119.7 \n", "2026-01-01 00:00:00+00:00 80.0 1099.0 \n", "\n", " Exports 2 Total disappearance 3 Ending stocks \n", "year \n", "1950-01-01 00:00:00+00:00 345.0 1034.0 492.0 \n", "1951-01-01 00:00:00+00:00 485.0 1180.0 330.0 \n", "1952-01-01 00:00:00+00:00 332.0 988.0 672.0 \n", "1953-01-01 00:00:00+00:00 214.0 857.0 994.0 \n", "1954-01-01 00:00:00+00:00 267.0 872.0 1109.0 \n", "... ... ... ... \n", "2022-01-01 00:00:00+00:00 760.612 1876.161 569.568 \n", "2023-01-01 00:00:00+00:00 705.908 1814.874 696.434 \n", "2024-01-01 00:00:00+00:00 825.895 1969.351 854.734 \n", "2025-01-01 00:00:00+00:00 910.0 2029.7 934.571 \n", "2026-01-01 00:00:00+00:00 775.0 1874.0 761.893 \n", "\n", "[77 rows x 12 columns]" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pddf = timeseries.set_index('year').sort_index().to_pandas()\n", "pddf\n" ] }, { "cell_type": "markdown", "id": "9c1242ab", "metadata": {}, "source": [ "## Conclusion: The Power of Hybrid Chaining\n", "\n", "By leveraging BigQuery DataFrames and the `%%bqsql` magic, you have built a powerful, interoperable pipeline that seamlessly transitions between SQL and Python.\n", "\n", "This hybrid approach offers several key benefits:\n", "- **Optimal Tool Selection**: Use SQL for what it does best (complex queries, window functions, regex extractions on large sets) and Python for what it does best (visualization, statistical analysis, ML, orchestrating workflow).\n", "- **Improved Readability**: Instead of massive, unreadable SQL queries with dozens of CTEs, or long, complex Pandas method chains, you can split your pipeline into logical steps, alternating between SQL and Python.\n", "- **Seamless Scaling**: The exact same `%%bqsql` code can scale from a tiny local Pandas DataFrame to billions of rows in a production BigQuery table. You only need to swap the initial local Pandas DataFrame with a BigQuery DataFrame reference.\n", "\n", "\n", "## Next Steps\n", "\n", "In addition to the `%%bqsql` cell magic, BigFrames also registers a **BigQuery Accessor** on standard Pandas DataFrames, allowing you to run SQL scalar functions directly on local pandas data. \n", "\n", "For example, you can call powerful Google Cloud community UDFs from [BigQuery Utils](https://github.com/GoogleCloudPlatform/bigquery-utils/tree/master/udfs#bigquery-udfs), [BigFunctions](https://unytics.io/bigfunctions/bigfunctions/#function-categories), or [CARTO Analytics Toolbox for BigQuery](https://docs.carto.com/data-and-analysis/analytics-toolbox-for-bigquery) using `df.bigquery.sql_scalar(...)`:\n" ] }, { "cell_type": "markdown", "id": "6a7928bd", "metadata": {}, "source": [ "### Scaling Up: Advanced BigQuery Features\n", "\n", "While the BigQuery sandbox offers a powerful environment to test these hybrid Python-SQL workflows for free, some advanced features like BigQuery Machine Learning (BQML) are restricted. By connecting a billing account to your Google Cloud project, you can unlock advanced capabilities such as `ML.FORECAST` (or the `AI.FORECAST` function) to predict time-series data using Google's state-of-the-art foundational models directly from your SQL/Python chain.\n", "\n", "### Feedback & Community\n", "\n", "The BigFrames team would love to hear your feedback on the hybrid Python-SQL experience:\n", "* **Email**: [bigframes-feedback@google.com](mailto:bigframes-feedback@google.com)\n", "* **Issues**: File bug reports or feature requests on the [open-source BigFrames repository](https://github.com/googleapis/google-cloud-python/issues).\n", "* **Updates**: To receive news and updates, subscribe to the [BigFrames email list](https://docs.google.com/forms/d/10EnDyYdYUW9HvelHYuBRC8L3GdGVl3rX0aroinbRZyc/edit?resourcekey=0-QUsnpzF91gm9hsp04rSA6Q).\n" ] }, { "cell_type": "code", "execution_count": null, "id": "bc1a6dbe-170e-4380-83da-779f37e1c00a", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.14.3" } }, "nbformat": 4, "nbformat_minor": 5 }