{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Map Trove newspaper results by state\n", "\n", "Version 2 of the Trove API adds the `state` facet to the `newspapers` zone. This means we can easily get the number of articles from a search query published in each state." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "

If you haven't used one of these notebooks before, they're basically web pages in which you can write, edit, and run live code. They're meant to encourage experimentation, so don't feel nervous. Just try running a few cells and see what happens!.

\n", "\n", "

\n", " Some tips:\n", "

\n", "

\n", "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Add your API key" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Your API key is: \n" ] } ], "source": [ "# This creates a variable called 'api_key', paste your key between the quotes\n", "# <-- Then click the run icon \n", "api_key = ''\n", "\n", "# This displays a message with your key\n", "print('Your API key is: {}'.format(api_key))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Setting things up\n", "\n", "You don't need to edit anything here. Just run the cells to load the bits and pieces we need." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "RendererRegistry.enable('notebook')" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Import the libraries we need\n", "# <-- Click the run icon \n", "import requests\n", "import pandas as pd\n", "import os\n", "import altair as alt\n", "import json\n", "alt.renderers.enable('notebook')" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# Set up default parameters for our API query\n", "# <-- Click the run icon \n", "params = {\n", " 'zone': 'newspaper',\n", " 'encoding': 'json',\n", " 'facet': 'state',\n", " 'n': '1',\n", " 'key': api_key\n", "}\n", "\n", "api_url = 'http://api.trove.nla.gov.au/v2/result'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Construct your search\n", "\n", "This is where you set your search keywords. Change 'weather' in the cell below to anything you might enter in the Trove simple search box. For example:\n", "\n", "`params['q'] = 'weather AND wragge'`\n", "\n", "`params['q'] = '\"Clement Wragge\"'`\n", "\n", "`params['q'] = 'text:\"White Australia Policy\"'`\n", "\n", "`params['q'] = 'weather AND date:[1890-01-01T00:00:00Z TO 1920-12-11T00:00:00Z]'`\n", "\n", "You can also limit the results to specific categories. To only search for articles, include this line:\n", "\n", "`params['l-category'] = 'Article'`" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Enter your search parameters\n", "# This can be anything you'd enter in the Trove simple search box\n", "params['q'] = 'weather AND wragge date:[* TO 1954]'\n", "\n", "# Remove the \"#\" symbol from the line below to limit the results to the article category\n", "#params['l-category'] = 'Article'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Get the data from Trove\n", "\n", "Everything's set up, so just run the cells!\n", "\n", "### Make an API request" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# <-- Click the run icon \n", "response = requests.get(api_url, params=params)\n", "data = response.json()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Reformat the results" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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statetotal
0New South Wales18243
1Queensland17863
2Tasmania8236
3Victoria5734
4South Australia4155
5Western Australia1845
6Northern Territory47
7Australian Capital Territory5
\n", "
" ], "text/plain": [ " state total\n", "0 New South Wales 18243\n", "1 Queensland 17863\n", "2 Tasmania 8236\n", "3 Victoria 5734\n", "4 South Australia 4155\n", "5 Western Australia 1845\n", "6 Northern Territory 47\n", "7 Australian Capital Territory 5" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# <-- Click the run icon \n", "def format_facets(data):\n", " facets = data['response']['zone'][0]['facets']['facet']['term']\n", " df = pd.DataFrame(facets)\n", " df = df[['display', 'count']]\n", " df.columns = ['state', 'total']\n", " df['total'] = pd.to_numeric(df['total'], errors='coerce')\n", " df = df.replace('ACT', 'Australian Capital Territory')\n", " df = df[(df['state'] != 'National') & (df['state'] != 'International')]\n", " return df\n", "df = format_facets(data)\n", "df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Make some charts!\n", "\n", "Just run the cells!" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# Create a bar chart\n", "# <-- Click the run icon \n", "chart = alt.Chart(df).mark_bar(color='#084081').encode(\n", " x=alt.X('total', axis=alt.Axis(title='Total articles')),\n", " y=alt.Y('state', axis=alt.Axis(title='')),\n", " tooltip=[alt.Tooltip('total', title='Total articles')]\n", ").properties(width=300, height=200)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# Make a chloropleth map\n", "# <-- Click the run icon \n", "with open('data/aus_state.geojson', \"r\") as geo_file:\n", " geo_data = json.load(geo_file)\n", "map = alt.Chart(alt.Data(values=geo_data['features'])\n", " ).mark_geoshape(stroke='black', strokeWidth=0.2\n", " ).encode(color=alt.Color('total:Q', scale=alt.Scale(scheme='greenblue'), legend=alt.Legend(title='Total articles'))\n", " ).transform_lookup(lookup='properties.STATE_NAME', from_=alt.LookupData(df, 'state', ['total'])\n", " ).project(type='mercator'\n", " ).properties(width=400, height=400)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "var spec = {\"config\": {\"view\": {\"width\": 400, \"height\": 300}}, \"hconcat\": [{\"data\": {\"values\": [{\"type\": \"Feature\", \"geometry\": {\"type\": \"MultiPolygon\", \"coordinates\": [[[[159.07, -31.5023], [159.0664, -31.4993], [159.069, -31.4983], [159.07, -31.5023]]], [[[152.2311, -32.7089], [152.2263, -32.7076], [152.2298, -32.7053], [152.2311, -32.7089]]], [[[151.1691, -33.8487], [151.1693, -33.8466], [151.1738, -33.846], [151.1733, -33.8495], [151.1691, -33.8487]]], [[[152.3334, -32.6174], [152.3361, -32.6198], [152.3366, -32.6234], [152.3336, -32.6243], [152.331, -32.6207], [152.3334, -32.6174]]], [[[152.2231, -32.6858], [152.2276, -32.686], [152.2261, -32.6917], [152.2228, -32.6901], [152.2231, -32.6858]]], [[[151.2431, -33.5389], [151.2394, -33.5402], [151.2376, -33.5425], [151.2348, -33.5406], [151.2367, 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" }, "metadata": { "jupyter-vega": "#855b9288-3fdc-4024-8195-1f05a6b48b0c" }, "output_type": "display_data" }, { "data": { "text/plain": [] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Display the charts side by side\n", "# <-- Click the run icon \n", "alt.hconcat(map, chart).resolve_legend(\n", " color=\"independent\"\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Calculate proportions\n", "\n", "Of course, this is just the raw number of results. Some states have more newspapers, so we have to be careful about making comparisons. This time we'll divide the number of search results for each state by the total number of articles published in that state to see what proportion our search represents. This should provide a more meaningful basis for comparison.\n", "\n", "To calculate what proportion of the total number of articles the search results represent, we need to make another API request to find out how many articles were published over the same time frame. This time we'll leave the keywords out of the query. If you've set a date range, you'll want to keep it as the value for `params['q']`. Otherwise set `params['q']` to a string containing nothing but a space, eg:\n", "\n", "```\n", "params['q'] = ' '\n", "```\n", "\n", "or\n", "\n", "```\n", "params['q'] = 'date:[* TO 1954]'\n", "```" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "#params['q'] = ' '\n", "params['q'] = 'date:[* TO 1954]'\n", "response = requests.get(api_url, params=params)\n", "total_data = response.json()" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
statetotal_xtotal_yproportion
0New South Wales18243790684710.000231
1Queensland17863401020800.000445
2Tasmania8236153892860.000535
3Victoria5734375809040.000153
4South Australia4155240320360.000173
5Western Australia1845202027460.000091
6Northern Territory474090200.000115
7Australian Capital Territory57032440.000007
\n", "
" ], "text/plain": [ " state total_x total_y proportion\n", "0 New South Wales 18243 79068471 0.000231\n", "1 Queensland 17863 40102080 0.000445\n", "2 Tasmania 8236 15389286 0.000535\n", "3 Victoria 5734 37580904 0.000153\n", "4 South Australia 4155 24032036 0.000173\n", "5 Western Australia 1845 20202746 0.000091\n", "6 Northern Territory 47 409020 0.000115\n", "7 Australian Capital Territory 5 703244 0.000007" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Reformat the facets\n", "total_df = format_facets(total_data)\n", "# Merge the two dataframes, joining them on the 'state' column\n", "df = pd.merge(df, total_df, on='state', how='left')\n", "# Create a new column that contains the proportion of the total results this search represents\n", "df['proportion'] = df['total_x']/df['total_y']\n", "df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Make some better charts!\n", "\n", "Just run the cells!" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "# Create a bar chart\n", "# <-- Click the run icon \n", "chart2 = alt.Chart(df).mark_bar(color='#084081').encode(\n", " x=alt.X('proportion', axis=alt.Axis(title='Proportion of articles')),\n", " y=alt.Y('state', axis=alt.Axis(title='')),\n", " tooltip=[alt.Tooltip('proportion', title='Proportion')]\n", ").properties(width=300, height=200)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "map2 = alt.Chart(alt.Data(values=geo_data['features'])\n", " ).mark_geoshape(stroke='black', strokeWidth=0.2\n", " ).encode(color=alt.Color('proportion:Q', scale=alt.Scale(scheme='greenblue'), legend=alt.Legend(title='Proportion of articles'))\n", " ).transform_lookup(lookup='properties.STATE_NAME', from_=alt.LookupData(df, 'state', ['proportion'])\n", " ).project(type='mercator'\n", " ).properties(width=400, height=400)" ] }, { "cell_type": "code", "execution_count": 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" }, "metadata": { "jupyter-vega": "#cb448358-2753-4415-8d18-d1a9b5341443" }, "output_type": "display_data" }, { "data": { "text/plain": [] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Display the charts side by side\n", "# <-- Click the run icon \n", "alt.hconcat(map2, chart2).resolve_legend(\n", " color=\"independent\"\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.3" } }, "nbformat": 4, "nbformat_minor": 4 }