{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Subplot/Axes Positioning" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import autofig\n", "import numpy as np\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "#autofig.inline()" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "x = np.linspace(0,0.1,11)\n", "y = x**2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Automatic/Default Behavior" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here we'll force two different axes/subplots by creating a conflict in the yunits. By default, this will create two separate subplots stacked horizontally (three plots will then create a 2x2 grid, etc)." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, c='blue', yunit='km')\n", "autofig.plot(x, y, c='red', yunit='kg')\n", "mplfig = autofig.draw()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Custom Grid (subplot_grid), Default Order/Position" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To override the default grid (i.e. horizontal for the case of two subplots), you can pass a tuple (nrows, ncols) to the subplot_grid argument in draw. These available subplots will then be filled in the order of increasing axorder (when provided) unless axpos is defined." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, c='blue', yunit='km')\n", "autofig.plot(x, y, c='red', yunit='kg')\n", "mplfig = autofig.draw(subplot_grid=(1,2))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Custom Order (axorder), Automatic Positioning" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "By default, autofig will place your axes in a somewhat random, unpredictable, order within the figure." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, yunit='km', c='blue', axorder=2, label='plot #1', legend=True)\n", "autofig.plot(x, y, yunit='kg', c='red', axorder=1, label='plot #2', legend=True)\n", "mplfig = autofig.draw()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "However, to force the order at which the grid is filled, you can pass an integer to axorder. Here we'll force the plots to be drawn in the order they were called and then in reverse order." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, yunit='km', c='blue', axorder=1, label='plot #1, axorder=1', legend=True)\n", "autofig.plot(x, y, yunit='kg', c='red', axorder=2, label='plot #2, axorder=2', legend=True)\n", "mplfig = autofig.draw()" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, yunit='km', c='blue', axorder=2, label='plot #1, axorder=2', legend=True)\n", "autofig.plot(x, y, yunit='kg', c='red', axorder=1, label='plot #2, axorder=1', legend=True)\n", "mplfig = autofig.draw()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This same logic works when overriding the default grid." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, yunit='km', c='blue', axorder=1, label='plot #1, axorder=1', legend=True)\n", "autofig.plot(x, y, yunit='kg', c='red', axorder=2, label='plot #2, axorder=2', legend=True)\n", "mplfig = autofig.draw(subplot_grid=(1,2))" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, yunit='km', c='blue', axorder=2, label='plot #1, axorder=2', legend=True)\n", "autofig.plot(x, y, yunit='kg', c='red', axorder=1, label='plot #2, axorder=1', legend=True)\n", "mplfig = autofig.draw(subplot_grid=(1,2))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Using axorder to force new axes" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In these examples, we used different units to force the two plot calls into separate axes instances. However, sometimes you have multiple calls with no conflicts but wish them to be placed in separate axes/subplots anyways. To do so, you can force a conflict and provide the order they appear by providing different integers for axorder." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, c='blue')\n", "autofig.plot(x, y, c='red')\n", "mplfig = autofig.draw()" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, c='blue', axorder=2)\n", "autofig.plot(x, y, c='red', axorder=1)\n", "mplfig = autofig.draw()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Custom Positioning (axpos)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To set the custom positioning of an axes provide axpos as an int or tuple of three ints in the format of (nrows, ncols, index)." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, yunit='km', c='blue', axpos=222, label='axpos=222', legend=True)\n", "autofig.plot(x, y, yunit='kg', c='red', axpos=(1,2,1), label='axpos=121', legend=True)\n", "mplfig = autofig.draw()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Custom Order (axorder) and Positioning (axpos)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In the cases where axpos is defined, axorder still defines the order at which they are drawn. Therefore, if any of the subplots overlap, the axpos will define which are shown on top.\n", "\n", "Note that any axes instances without axpos will still fill the available grid (or the one provided by subplot_grid) according to axorder. Providing axpos for some, but not all, axes could result in unexpected and undesired results. As a general rule, if you provide axpos for some axes, you should provide it for all of them." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "autofig.reset()\n", "autofig.plot(x, y, yunit='km', c='blue', axpos=111, axorder=1)\n", "autofig.plot(x, y, yunit='kg', c='red', axpos=121, axorder=2)\n", "mplfig = autofig.draw()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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