diff --git a/notebooks/animation.ipynb b/notebooks/animation.ipynb index bdedf9de..5ff859f0 100644 --- a/notebooks/animation.ipynb +++ b/notebooks/animation.ipynb @@ -25,13 +25,7 @@ "source": [ "## Overview\n", "\n", - "Summary text here\n", - "\n", - "1. \n", - "NCL_animate_1\n", - "\n", - "Please note:\n", - " - Executing this script will not display a gif, but you have the option to uncomment a line at the bottom that will save a gif in the same directory as this script.\n" + "Summary text here\n" ] }, { @@ -55,18 +49,6 @@ "---" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Animation Fundamentals with matplotlib\n", - "First, let's go over some of the basics of how animation works with matplotlib.\n", - "\n", - "There are two different methods of animating with matplotlib:\n", - "1. Function animation iteratively modifies data on a pre-existing frame to produce an animation\n", - "2. Artist animations pulls from a list of artists to draw in each frame to produce an animation\n" - ] - }, { "cell_type": "code", "execution_count": 1, @@ -90,32 +72,85 @@ "import geocat.viz as gv" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Animation fundamentals with matplotlib\n", + "\n", + "There are two different methods of creating animations with matplotlib:\n", + "1. Function animation iteratively modifies data on a pre-existing figure to produce an animation\n", + "2. Artist animations pulls from a list of pre-made [artists](https://matplotlib.org/stable/api/artist_api.html#matplotlib.artist.Artist) to draw in each frame to produce an animation\n", + "\n", + "Generally, function animation is easier to use, but artist animation can be more flexible for certain applications. We'll cover both methods in this notebook." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Animating within jupyter notebooks\n", + "Before we get into either type of animation, we're going to alter [matplotlib's runtime configuration settings](https://matplotlib.org/stable/users/explain/customizing.html) (or `rcParams`) to allow us to use matplotlib's animation functions within jupyter notebooks. This next cell is not necessary if you want to create animations in a script or just want to save the animation to a file.\n", + "\n", + "Here, we're changing default animation html output setting to `\"jshtml\"`, which creates a JavaScript animation that can be displayed in a jupyter notebook. The default setting is `\"none\"`." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "plt.rcParams[\"animation.html\"] = \"jshtml\"" + ] + }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Artist Animation\n", - "Before we get into those steps, let's get some stuff to animate\n", + "Artist animation uses pre-made artists to cycle through to produce an animation.\n", + "\n", + "In this example, we're going to plot images using matplotlib's [`imshow`](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.imshow.html) function and save the resulting artist object to a list. Then, we'll use the [`ArtistAnimation`](https://matplotlib.org/stable/api/_as_gen/matplotlib.animation.ArtistAnimation.html) function to create an animation from that list of artists.\n", + "\n", + "### Data\n", + "Before we get into those steps, let's get some images to animate. First, we'll be looking at some [GeoColor](https://www.star.nesdis.noaa.gov/GOES/documents/QuickGuide_CIRA_Geocolor_20171019.pdf) satellite imagery from [GOES-16](https://eospso.nasa.gov/missions/geostationary-operational-environmental-satellite-16).\n", + "\n", + "In this repository, there is a script, `notebooks/scripts/goes_getter.py`, that will download hourly images from the last 24 hours from the [GOES-16 archive](https://cdn.star.nesdis.noaa.gov/GOES16/ABI/FD/GEOCOLOR/) if you'd like to play around with this yourself. We have already downloaded some images for this example in the `notebooks/data/goes16_hr/` directory and will be using those for this part of the notebook." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "\n", "### Get the images into a list\n", - "First, we need to ge the images from the directory into a list. We know the only files in this directory are the images we want to plot, so let's get get a list of all the files from that path using `os.listdir()`." + "First, we need to ge the images from the directory into a list. We know the only files in this directory are the images we want to plot, so let's get get a list of all the files ending in `.jpg` from that path using `os.listdir()`.\n", + "\n", + "We'll also sort them using the built in `sorted` function to make sure that our list of images ends up in chronological order." ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ - "plt.rcParams[\"animation.html\"] = \"jshtml\"\n", - "dpi = 100\n", - "im_dir = \"./images/goes16_hr/\"\n", - "im_paths = sorted([p for p in os.listdir(im_dir) if p.endswith(\".jpg\")])\n" + "im_dir = \"./data/goes16_hr/\"\n", + "im_paths = sorted([p for p in os.listdir(im_dir) if p.endswith(\".jpg\")])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating the figure\n", + "Now, we need to set up the figure we'll be plotting our animation on." ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -130,23 +165,100 @@ } ], "source": [ - "fig = plt.figure(figsize=tuple(t/dpi for t in Image.open(im_dir + im_paths[0]).size), dpi=dpi)\n", + "dpi = 100\n", + "figsize = tuple(t / dpi for t in Image.open(im_dir + im_paths[0]).size)\n", + "fig = plt.figure(figsize=figsize, dpi=dpi)\n", "ax = fig.add_axes([0, 0, 1, 1]) # span the whole figure\n", "ax.set_axis_off()" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First, we set out dpi to be 100. This is technically not necessary at this point in creating the animation, but we're going to use it to set the size of the figure. Since we're plotting images, we want to make sure that the figure size is the same size as the images we're plotting.\n", + "\n", + "Next, we're going to figure out what our figsize should be based on the dpi and the size of the images we're about to plot. `tuple(t / dpi for t in Image.open(im_dir + im_paths[0]).size)` divides each dimension of the size of the image by the intended dpi and then returns the result as a tuple. We then use that tuple to create our figsize.\n", + "\n", + "Next, we create the figure using `plt.figure()` and the `figsize` and `dpi` we just calculated.\n", + "\n", + "Then, we create the axes object using `fig.add_axes([0, 0, 1, 1])`. This adds axes to our figure that span the entire range of the figure, allowing the images plot on these axes to take up the entire figure space.\n", + "\n", + "Finally, we turn off the axes using `ax.axis(\"off\")`. This is because we don't want to see axes on our final image plot.\n", + "\n", + "Running the above cell should have produced a blank figure in the jupyter notebook. This is expected since we've only created a blank figure to plot on, but haven't actually plotted anything yet.\n", + "\n", + ":::{tip}\n", + "Customizing the figure size, dpi, and axes is not necessary for creating an artist animation, but it will make our end result look nicer.\n", + ":::" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating a list of artists\n", + "Now that we have a list of the filepaths for all the images we want to plot and axes to plot them on, we can use `imshow` to plot each image and save the resulting artist object to a list." + ] + }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "ims = [[ax.imshow(Image.open(im_dir + im_path), animated=True)] for im_path in im_paths]" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A couple of things to note here:\n", + "- You may notice that we're using list generation to create our final list, `ims`. But what might not be obvious is that we're actually making a list of lists. Each created `implot` object is put into its own one-item list, and then all of those lists are used to create `ims`. This is because `ArtistAnimation` expects a list of lists, where each inner list is a list of artists to be plotted in a single frame.\n", + "- We're using a kwarg you may not have seen before using `imshow`: `animated=True`. This allows the artist to only be drawn when called as part of an animation. This is a kwarg that is common to all artist objects." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating the artist animation\n", + "Now that we've set up our figure and list (of lists) of artists, we can create the animation using `ArtistAnimation`." + ] + }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "ani = animation.ArtistAnimation(fig, ims, interval=150, repeat_delay=1000)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "`ArtistAnimation` takes two required arguments: \n", + "- the figure to plot on (`fig` in our case) and \n", + "- the list of pre-created artist objects (`ims`) to plot. \n", + "\n", + "We've also provided a few optional arguments:\n", + "- `interval`: The time between frames in milliseconds. We've set this to 150 milliseconds, or 0.15 seconds.\n", + "- `repeat_delay`: The time in milliseconds to wait before repeating the animation. We've set this to 1000 milliseconds, or 1 second." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "And that's it! We've created an animation in matplotlib using artist animation. Let's take a look at it." + ] + }, + { + "cell_type": "code", + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -337,42 +449,42 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"anim2040b86f397e40cb93b48194e742a588.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -382,9 +494,9 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_imgd2edc3b02d8043ad8ebf4798ebbd70c3\";\n", - " var slider_id = \"_anim_sliderd2edc3b02d8043ad8ebf4798ebbd70c3\";\n", - " var loop_select_id = \"_anim_loop_selectd2edc3b02d8043ad8ebf4798ebbd70c3\";\n", + " var img_id = \"_anim_img2040b86f397e40cb93b48194e742a588\";\n", + " var slider_id = \"_anim_slider2040b86f397e40cb93b48194e742a588\";\n", + " var loop_select_id = \"_anim_loop_select2040b86f397e40cb93b48194e742a588\";\n", " var frames = new Array(24);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaAAAAD6CAYAAADnVJN8AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", @@ -102839,60 +102951,111 @@ " /* set a timeout to make sure all the above elements are created before\n", " the object is initialized. */\n", " setTimeout(function() {\n", - " animd2edc3b02d8043ad8ebf4798ebbd70c3 = new Animation(frames, img_id, slider_id, 80.0,\n", + " anim2040b86f397e40cb93b48194e742a588 = new Animation(frames, img_id, slider_id, 149.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n", "\n" ], "text/plain": [ - "" + "" ] }, - "execution_count": 15, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "ani = animation.ArtistAnimation(fig, ims, interval=80, blit=True, repeat_delay=1000)\n", "ani" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Saving the animation\n", + "If displaying your animation in a jupyter notebook was your end goal, then you're done! But if you want to save your animation to a file for later use, you can use the `save` method of the `ArtistAnimation` object." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "MovieWriter ffmpeg unavailable; using Pillow instead.\n" + ] + } + ], + "source": [ + "ani.save(\"goes16_hr.gif\")" + ] + }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Function animation\n", - "Say we have some images that we want to visualize as an animation. For example, the images in the `notebooks/images/goes16` directory of this repository. We can use the `FuncAnimation` class from matplotlib to create an animation from these images.\n", "\n", - "The steps for function animation in matplotlib are generally:\n", + "The steps for function animation in matplotlib are:\n", "1. Set up all the artists that will be used in the animation and the initial frame of the animation\n", "2. Create a function that updates the data in the plot to create each frame of the animation\n", "3. Create a `FuncAnimation` object with the the previously created elements\n", - "4. Save and/or display the animation\n" + "4. Display and save the animation\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Data\n", + "For this example, we're going to be looking at sample surface temperature data from our sample data repository, [geocat-datafiles](https://github.com/NCAR/geocat-datafiles)." ] }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "ds = xr.open_dataset(gdf.get(\"netcdf_files/meccatemp.cdf\"))\n", - "tas = ds.t" + "t = ds.t" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating the figure\n", + "The first step in creating a function animation is to create the figure that will be used to plot the animation.\n", + "\n", + "Since we're working with data represented by latitude and longitude coordinates, we're going to set up our figure and axes using [Cartopy](https://scitools.org.uk/cartopy/docs/latest/)." ] }, { "cell_type": "code", - "execution_count": 92, + "execution_count": 10, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", "text/plain": [ - "
" + "" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" ] }, "metadata": {}, @@ -102901,39 +103064,142 @@ ], "source": [ "# Set up Axes with Cartopy Projection\n", - "fig = plt.figure(figsize=(10, 8))\n", - "ax = plt.axes(projection=ccrs.Orthographic(-80, 35))\n", - "ax.coastlines(linewidths=0.5)\n", + "fig = plt.figure()\n", + "ax = plt.axes(projection=ccrs.PlateCarree())\n", + "ax.coastlines()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Just like before, we used `plt.figure()` to create the figure. Then, we used `plt.axes` with the `projection` kwarg set to `ccrs.PlateCarree()` to create the axes object. This sets up the axes to use the [Plate Carree](https://scitools.org.uk/cartopy/docs/latest/reference/projections.html#cartopy.crs.PlateCarree) projection.\n", "\n", - "vmin = tas.min()\n", - "vmax = tas.max()\n", + "Finally, we used `ax.coastlines()` to add coastlines to the plot." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating the initial frame\n", + "Now that we have our figure and axes set up, we can plot the initial frame of our animation." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "vmin = t.min()\n", + "vmax = t.max()\n", "levels = 30\n", "\n", "# create initial plot that we will update\n", - "tas[0, :, :].plot.contourf(ax=ax, transform=ccrs.PlateCarree(), vmin=vmin, vmax=vmax, levels=levels, cmap=\"inferno\")\n", + "t[0, :, :].plot.contourf(\n", + " ax=ax,\n", + " transform=ccrs.PlateCarree(),\n", + " vmin=vmin,\n", + " vmax=vmax,\n", + " levels=levels,\n", + " cmap=\"inferno\",\n", + " cbar_kwargs={\n", + " \"location\": \"bottom\",\n", + " },\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In addition to plotting the initial frame, we also set up the colorbar. In order for every frame of the animation to use the same colorbar, we need to create the colorbar before we create the animation.\n", "\n", + "The `vmin` and `vmax` arguments of `plt.contourf` are set to the minimum and maximum values of the data, instead of each individual time slice. This ensures that the colorbar remains consistent across all frames of the animation. We also set a `levels` kwarg to similarly ensure that the contour levels are consistent, as well." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating the update function\n", + "Now that we have our initial frame, we need to create an update function that will update the data in the plot to create each frame of the animation. This function will be passed in as an argument to `FuncAnimation`, which expects a function that takes in a single argument, `i`, which is the frame number of the animation. The argument `i` is used to index into the data to get the data for the current frame to plot." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ "# create function to update plot\n", "def animate(i):\n", - " # Calculate the new center longitude for each frame\n", - " center_longitude = -80 + (i * 12) % 360 # Rotate by 12 degrees per frame\n", - "\n", - " # Update the projection with the new center longitude\n", - " ax.projection = ccrs.Orthographic(center_longitude, 35)\n", + " # Plot the new frame\n", + " t[i, :, :].plot.contourf(\n", + " ax=ax,\n", + " transform=ccrs.PlateCarree(),\n", + " vmin=vmin,\n", + " vmax=vmax,\n", + " levels=levels,\n", + " cmap=\"inferno\",\n", + " add_colorbar=False,\n", + " )\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Note here that that the only differences from our initial frame set up are the indexing on the data to plot and the `add_colorbar = False` kwarg in `plt.contourf`. This is because we've already created a colorbar in the initial frame that we want to use for all frames of the animation.\n", "\n", - " # Clear the previous plot\n", - " ax.clear()\n", - " ax.coastlines(linewidths=0.5)\n", + ":::{warning}\n", + "You can accidentally create some funny looking animations if you forget the `add_colorbar = False` kwarg in the update function.\n", "\n", - " # Plot the new frame\n", - " tas[i, :, :].plot.contourf(ax=ax, transform=ccrs.PlateCarree(), vmin=vmin, vmax=vmax, levels=levels, cmap=\"inferno\", add_colorbar=False)\n", + "\n", + ":::" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating the animation\n", + "Now it's time to create the animation using `FuncAnimation`." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "ani = animation.FuncAnimation(fig, animate, frames=len(t), interval=150, repeat_delay=1000)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This function looks similar to `ArtistAnimation`, but with one main difference: instead of a list of artists to plot, `FuncAnimation` takes the update function we created as the second argument. Also, we've provided the `frames` kwarg, which is the number of times the update function will be called. We've set it to the number of time slices in the data to make sure the FuncAnimation object does not try to go outside the bounds of the data.\n", "\n", - "# create animation\n", - "ani = animation.FuncAnimation(fig, animate, frames=30, interval=200)" + "And that's it! We've created a function animation in matplotlib. Let's take a look at it.\n" ] }, { "cell_type": "code", - "execution_count": 93, + "execution_count": 14, "metadata": {}, "outputs": [ { @@ -103124,42 +103390,42 @@ "\n", "\n", "
\n", - " \n", + " \n", "
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\n", "
\n", @@ -103169,70198 +103435,41370 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_imge01e70ba35e6406881fe6ad41b8052ae\";\n", - " var slider_id = \"_anim_slidere01e70ba35e6406881fe6ad41b8052ae\";\n", - " var loop_select_id = \"_anim_loop_selecte01e70ba35e6406881fe6ad41b8052ae\";\n", - " var frames = new Array(30);\n", + " var img_id = \"_anim_img3ea34f9dd6e94931b0ab6c4125e4d044\";\n", + " var slider_id = \"_anim_slider3ea34f9dd6e94931b0ab6c4125e4d044\";\n", + " var loop_select_id = \"_anim_loop_select3ea34f9dd6e94931b0ab6c4125e4d044\";\n", + " var frames = new Array(31);\n", " \n", - " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+gAAAMgCAYAAACwGEg9AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", + " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", + 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"text/plain": [ - "" + "" ] }, - "execution_count": 93, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -173369,12 +144807,39 @@ "ani" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Saving the animation\n", + "Just like with `ArtistAnimation`, we can save the animation using the `save` method of the `FuncAnimation` object." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "MovieWriter ffmpeg unavailable; using Pillow instead.\n" + ] + } + ], + "source": [ + "ani.save(\"temp.gif\")" + ] + }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Summary\n", "\n", + "We learned the two ways to make animations in matplotlib: artist animation and function animation, how to display them in jupyter notebooks, and how to save them to a file.\n", + "\n", "### What's next?\n" ] }, diff --git 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