{ "cells": [ { "cell_type": "markdown", "id": "0d315667-d148-4f56-84ca-bf1b5711a165", "metadata": {}, "source": [ "<img src=\"https://raw.githubusercontent.com/UXARRAY/uxarray/main/docs/_static/images/logos/uxarray_logo_h_dark.svg\"\n", " width=\"30%\"\n", " alt=\"UXarray logo\"\n", " align=\"right\"\n", "/>\n", "\n", "# Customization & Interactivity\n", "\n", "### In this tutorial, you'll learn about:\n", "\n", "* Switching between Bokeh and Matplotlib backends for different rendering capabilities\n", "* Setting up default plot parameters to maintain consistent styling across visualizations\n", "* Using dynamic rasterization \n", "* Leveraging Bokeh's interactive features for data exploration, including zooming, panning, and hover tools\n", "\n", "\n", "### Related Documentation\n", "\n", "* [Plotting with Bokeh](https://hvplot.holoviz.org/user_guide/Plotting.html)\n", "* [Plotting with Matplotlib](https://hvplot.holoviz.org/user_guide/Plotting_with_Matplotlib.html)\n", "* [Customization](https://hvplot.holoviz.org/user_guide/Customization.html)\n", "\n", "\n", "**Time to learn**: 10 minutes\n", "\n", "-----\n", "\n" ] }, { "metadata": {}, "cell_type": "markdown", "source": [ "## Introduction\n", "\n", "\n", "An essential feature of UXarray is its seamless integration with hvPlot, a powerful plotting library that provides extensive customization and interactivity capabilities. This integration means that when you create visualizations using UXarray, you have access to most of hvPlot's features for tailoring your plots and making them interactive.\n" ], "id": "44e7efee6b47e07a" }, { "metadata": { "ExecuteTime": { "end_time": "2025-01-08T22:51:46.554797Z", "start_time": "2025-01-08T22:51:40.163293Z" } }, "cell_type": "code", "source": [ "import cartopy.crs as ccrs\n", "import holoviews as hv\n", "import uxarray as ux\n", "from IPython.display import Image" ], "id": "7eb3b62a61d9303d", "outputs": [ { "data": { "text/html": [ "<script type=\"esms-options\">{\"shimMode\": true}</script><style>*[data-root-id],\n", "*[data-root-id] > * {\n", " box-sizing: border-box;\n", " font-family: var(--jp-ui-font-family);\n", " font-size: var(--jp-ui-font-size1);\n", " color: var(--vscode-editor-foreground, var(--jp-ui-font-color1));\n", "}\n", "\n", "/* Override VSCode background color */\n", ".cell-output-ipywidget-background:has(\n", " > .cell-output-ipywidget-background > 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" var render_items = [{\"docid\":\"3e93ecb3-c945-446e-b20e-cbd4a4bccf37\",\"roots\":{\"p1002\":\"ac9f6084-0543-46ce-904d-225470100669\"},\"root_ids\":[\"p1002\"]}];\n", " var docs = Object.values(docs_json)\n", " if (!docs) {\n", " return\n", " }\n", " const py_version = docs[0].version.replace('rc', '-rc.').replace('.dev', '-dev.')\n", " async function embed_document(root) {\n", " var Bokeh = get_bokeh(root)\n", " await Bokeh.embed.embed_items_notebook(docs_json, render_items);\n", " for (const render_item of render_items) {\n", " for (const root_id of render_item.root_ids) {\n", "\tconst id_el = document.getElementById(root_id)\n", "\tif (id_el.children.length && id_el.children[0].hasAttribute('data-root-id')) {\n", "\t const root_el = id_el.children[0]\n", "\t root_el.id = root_el.id + '-rendered'\n", "\t for (const child of root_el.children) {\n", " // Ensure JupyterLab does not capture keyboard shortcuts\n", " // see: https://jupyterlab.readthedocs.io/en/4.1.x/extension/notebook.html#keyboard-interaction-model\n", "\t child.setAttribute('data-lm-suppress-shortcuts', 'true')\n", "\t }\n", "\t}\n", " }\n", " }\n", " }\n", " function get_bokeh(root) {\n", " if (root.Bokeh === undefined) {\n", " return null\n", " } else if (root.Bokeh.version !== py_version) {\n", " if (root.Bokeh.versions === undefined || !root.Bokeh.versions.has(py_version)) {\n", "\treturn null\n", " }\n", " return root.Bokeh.versions.get(py_version);\n", " } else if (root.Bokeh.version === py_version) {\n", " return root.Bokeh\n", " }\n", " return null\n", " }\n", " function is_loaded(root) {\n", " var Bokeh = get_bokeh(root)\n", " return (Bokeh != null && Bokeh.Panel !== undefined)\n", " }\n", " if (is_loaded(root)) {\n", " embed_document(root);\n", " } else {\n", " var attempts = 0;\n", " var timer = setInterval(function(root) {\n", " if (is_loaded(root)) {\n", " clearInterval(timer);\n", " embed_document(root);\n", " } else if (document.readyState == \"complete\") {\n", " attempts++;\n", " if (attempts > 200) {\n", " clearInterval(timer);\n", "\t var Bokeh = get_bokeh(root)\n", "\t if (Bokeh == null || Bokeh.Panel == null) {\n", " console.warn(\"Panel: ERROR: Unable to run Panel code because Bokeh or Panel library is missing\");\n", "\t } else {\n", "\t console.warn(\"Panel: WARNING: Attempting to render but not all required libraries could be resolved.\")\n", "\t embed_document(root)\n", "\t }\n", " }\n", " }\n", " }, 25, root)\n", " }\n", "})(window);</script>" ], "application/vnd.holoviews_exec.v0+json": "" }, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "p1002" } }, "output_type": "display_data" } ], "execution_count": 1 }, { "cell_type": "code", "id": "3eb9ea47-4eb0-49c4-8953-45314afb3636", "metadata": { "ExecuteTime": { "end_time": "2025-01-08T22:51:46.663146Z", "start_time": "2025-01-08T22:51:46.563309Z" } }, "source": [ "grid_path = \"../../meshfiles/oQU480.grid.nc\"\n", "data_path = \"../../meshfiles/oQU480.data.nc\"\n", "\n", "uxds = ux.open_dataset(grid_path, data_path)" ], "outputs": [], "execution_count": 2 }, { "metadata": {}, "cell_type": "markdown", "source": [ "## Plot Parameters\n", "\n", "\n", "For a comprehensive understanding of the available customization options, please refer to the [hvPlot Customization Guide](https://hvplot.holoviz.org/user_guide/Customization.html).\n", "\n", "Rather than duplicating the extensive documentation available in hvPlot's user guide, we encourage you to familiarize yourself with their customization options directly. This will provide you with the complete range of parameters available for tailoring your visualizations to meet your specific requirements." ], "id": "fd88dc7cac790ecc" }, { "metadata": {}, "cell_type": "markdown", "source": [ "## Selecting a Renderer\n", "\n", "One key advantage is the flexibility to choose your preferred plotting backend. While Bokeh serves as the default renderer, you can easily switch to Matplotlib by specifying the backend parameter in your plotting commands. This allows you to leverage the unique strengths of each renderer – Bokeh's interactive features or Matplotlib's publication-quality static plots.\n" ], "id": "5c1358ba4a509042" }, { "metadata": { "ExecuteTime": { "end_time": "2025-01-08T22:51:49.546061Z", "start_time": "2025-01-08T22:51:46.731861Z" } }, "cell_type": "code", "source": [ "hv.extension(\"bokeh\")\n", "uxds[\"bottomDepth\"].plot()\n", "\n", "# can also do the following\n", "# uxds[\"bottomDepth\"].plot(backend='bokeh')" ], "id": "aaeb78aa33df816d", "outputs": [ { "data": { "text/html": [ "<script type=\"esms-options\">{\"shimMode\": true}</script><style>*[data-root-id],\n", "*[data-root-id] > * {\n", " box-sizing: border-box;\n", " font-family: var(--jp-ui-font-family);\n", " font-size: var(--jp-ui-font-size1);\n", " color: var(--vscode-editor-foreground, var(--jp-ui-font-color1));\n", "}\n", "\n", "/* Override VSCode background color */\n", ".cell-output-ipywidget-background:has(\n", " > .cell-output-ipywidget-background > .lm-Widget > *[data-root-id]\n", " ),\n", ".cell-output-ipywidget-background:has(> .lm-Widget > *[data-root-id]) {\n", " background-color: transparent !important;\n", "}\n", "</style>" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/javascript": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = false;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks 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bottomDepth\",\"@image\"]]}},{\"type\":\"object\",\"name\":\"SaveTool\",\"id\":\"p1049\"},{\"type\":\"object\",\"name\":\"PanTool\",\"id\":\"p1050\"},{\"type\":\"object\",\"name\":\"BoxZoomTool\",\"id\":\"p1051\",\"attributes\":{\"overlay\":{\"type\":\"object\",\"name\":\"BoxAnnotation\",\"id\":\"p1052\",\"attributes\":{\"syncable\":false,\"line_color\":\"black\",\"line_alpha\":1.0,\"line_width\":2,\"line_dash\":[4,4],\"fill_color\":\"lightgrey\",\"fill_alpha\":0.5,\"level\":\"overlay\",\"visible\":false,\"left\":{\"type\":\"number\",\"value\":\"nan\"},\"right\":{\"type\":\"number\",\"value\":\"nan\"},\"top\":{\"type\":\"number\",\"value\":\"nan\"},\"bottom\":{\"type\":\"number\",\"value\":\"nan\"},\"left_units\":\"canvas\",\"right_units\":\"canvas\",\"top_units\":\"canvas\",\"bottom_units\":\"canvas\",\"handles\":{\"type\":\"object\",\"name\":\"BoxInteractionHandles\",\"id\":\"p1058\",\"attributes\":{\"all\":{\"type\":\"object\",\"name\":\"AreaVisuals\",\"id\":\"p1057\",\"attributes\":{\"fill_color\":\"white\",\"hover_fill_color\":\"lightgray\"}}}}}}}},{\"type\":\"object\",\"name\":\"ResetTool\",\"id\":\"p1059\"}],\"active_drag\":{\"id\":\"p1050\"},\"active_scroll\":{\"id\":\"p1025\"}}},\"left\":[{\"type\":\"object\",\"name\":\"LinearAxis\",\"id\":\"p1044\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1045\",\"attributes\":{\"mantissas\":[1,2,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"BasicTickFormatter\",\"id\":\"p1046\"},\"axis_label\":\"Latitude\",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1047\"}}}],\"right\":[{\"type\":\"object\",\"name\":\"ColorBar\",\"id\":\"p1077\",\"attributes\":{\"location\":[0,0],\"title\":\"bottomDepth\",\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1076\",\"attributes\":{\"mantissas\":[1,2,5]}},\"major_label_policy\":{\"type\":\"object\",\"name\":\"NoOverlap\",\"id\":\"p1078\"},\"label_standoff\":8,\"major_tick_line_color\":\"black\",\"bar_line_color\":\"black\",\"color_mapper\":{\"id\":\"p1060\"}}}],\"below\":[{\"type\":\"object\",\"name\":\"LinearAxis\",\"id\":\"p1039\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1040\",\"attributes\":{\"mantissas\":[1,2,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"BasicTickFormatter\",\"id\":\"p1041\"},\"axis_label\":\"Longitude\",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1042\"}}}],\"center\":[{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1043\",\"attributes\":{\"axis\":{\"id\":\"p1039\"},\"grid_line_color\":null}},{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1048\",\"attributes\":{\"dimension\":1,\"axis\":{\"id\":\"p1044\"},\"grid_line_color\":null}}],\"min_border_top\":10,\"min_border_bottom\":10,\"min_border_left\":10,\"min_border_right\":10,\"output_backend\":\"webgl\"}},{\"type\":\"object\",\"name\":\"Spacer\",\"id\":\"p1082\",\"attributes\":{\"name\":\"HSpacer01773\",\"stylesheets\":[\"\\n:host(.pn-loading):before, 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400px));\\n}\",{\"id\":\"p1018\"},{\"id\":\"p1016\"},{\"id\":\"p1017\"}],\"margin\":0,\"sizing_mode\":\"stretch_width\",\"align\":\"start\"}}]}}],\"defs\":[{\"type\":\"model\",\"name\":\"ReactiveHTML1\"},{\"type\":\"model\",\"name\":\"FlexBox1\",\"properties\":[{\"name\":\"align_content\",\"kind\":\"Any\",\"default\":\"flex-start\"},{\"name\":\"align_items\",\"kind\":\"Any\",\"default\":\"flex-start\"},{\"name\":\"flex_direction\",\"kind\":\"Any\",\"default\":\"row\"},{\"name\":\"flex_wrap\",\"kind\":\"Any\",\"default\":\"wrap\"},{\"name\":\"gap\",\"kind\":\"Any\",\"default\":\"\"},{\"name\":\"justify_content\",\"kind\":\"Any\",\"default\":\"flex-start\"}]},{\"type\":\"model\",\"name\":\"FloatPanel1\",\"properties\":[{\"name\":\"config\",\"kind\":\"Any\",\"default\":{\"type\":\"map\"}},{\"name\":\"contained\",\"kind\":\"Any\",\"default\":true},{\"name\":\"position\",\"kind\":\"Any\",\"default\":\"right-top\"},{\"name\":\"offsetx\",\"kind\":\"Any\",\"default\":null},{\"name\":\"offsety\",\"kind\":\"Any\",\"default\":null},{\"name\":\"theme\",\"kind\":\"Any\",\"default\":\"primary\"},{\"name\":\"status\",\"kind\":\"Any\",\"default\":\"normalized\"}]},{\"type\":\"model\",\"name\":\"GridStack1\",\"properties\":[{\"name\":\"mode\",\"kind\":\"Any\",\"default\":\"warn\"},{\"name\":\"ncols\",\"kind\":\"Any\",\"default\":null},{\"name\":\"nrows\",\"kind\":\"Any\",\"default\":null},{\"name\":\"allow_resize\",\"kind\":\"Any\",\"default\":true},{\"name\":\"allow_drag\",\"kind\":\"Any\",\"default\":true},{\"name\":\"state\",\"kind\":\"Any\",\"default\":[]}]},{\"type\":\"model\",\"name\":\"drag1\",\"properties\":[{\"name\":\"slider_width\",\"kind\":\"Any\",\"default\":5},{\"name\":\"slider_color\",\"kind\":\"Any\",\"default\":\"black\"},{\"name\":\"value\",\"kind\":\"Any\",\"default\":50}]},{\"type\":\"model\",\"name\":\"click1\",\"properties\":[{\"name\":\"terminal_output\",\"kind\":\"Any\",\"default\":\"\"},{\"name\":\"debug_name\",\"kind\":\"Any\",\"default\":\"\"},{\"name\":\"clears\",\"kind\":\"Any\",\"default\":0}]},{\"type\":\"model\",\"name\":\"FastWrapper1\",\"properties\":[{\"name\":\"object\",\"kind\":\"Any\",\"default\":null},{\"name\":\"style\",\"kind\":\"Any\",\"default\":null}]},{\"type\":\"model\",\"name\":\"NotificationAreaBase1\",\"properties\":[{\"name\":\"js_events\",\"kind\":\"Any\",\"default\":{\"type\":\"map\"}},{\"name\":\"position\",\"kind\":\"Any\",\"default\":\"bottom-right\"},{\"name\":\"_clear\",\"kind\":\"Any\",\"default\":0}]},{\"type\":\"model\",\"name\":\"NotificationArea1\",\"properties\":[{\"name\":\"js_events\",\"kind\":\"Any\",\"default\":{\"type\":\"map\"}},{\"name\":\"notifications\",\"kind\":\"Any\",\"default\":[]},{\"name\":\"position\",\"kind\":\"Any\",\"default\":\"bottom-right\"},{\"name\":\"_clear\",\"kind\":\"Any\",\"default\":0},{\"name\":\"types\",\"kind\":\"Any\",\"default\":[{\"type\":\"map\",\"entries\":[[\"type\",\"warning\"],[\"background\",\"#ffc107\"],[\"icon\",{\"type\":\"map\",\"entries\":[[\"className\",\"fas fa-exclamation-triangle\"],[\"tagName\",\"i\"],[\"color\",\"white\"]]}]]},{\"type\":\"map\",\"entries\":[[\"type\",\"info\"],[\"background\",\"#007bff\"],[\"icon\",{\"type\":\"map\",\"entries\":[[\"className\",\"fas fa-info-circle\"],[\"tagName\",\"i\"],[\"color\",\"white\"]]}]]}]}]},{\"type\":\"model\",\"name\":\"Notification\",\"properties\":[{\"name\":\"background\",\"kind\":\"Any\",\"default\":null},{\"name\":\"duration\",\"kind\":\"Any\",\"default\":3000},{\"name\":\"icon\",\"kind\":\"Any\",\"default\":null},{\"name\":\"message\",\"kind\":\"Any\",\"default\":\"\"},{\"name\":\"notification_type\",\"kind\":\"Any\",\"default\":null},{\"name\":\"_destroyed\",\"kind\":\"Any\",\"default\":false}]},{\"type\":\"model\",\"name\":\"TemplateActions1\",\"properties\":[{\"name\":\"open_modal\",\"kind\":\"Any\",\"default\":0},{\"name\":\"close_modal\",\"kind\":\"Any\",\"default\":0}]},{\"type\":\"model\",\"name\":\"BootstrapTemplateActions1\",\"properties\":[{\"name\":\"open_modal\",\"kind\":\"Any\",\"default\":0},{\"name\":\"close_modal\",\"kind\":\"Any\",\"default\":0}]},{\"type\":\"model\",\"name\":\"TemplateEditor1\",\"properties\":[{\"name\":\"layout\",\"kind\":\"Any\",\"default\":[]}]},{\"type\":\"model\",\"name\":\"MaterialTemplateActions1\",\"properties\":[{\"name\":\"open_modal\",\"kind\":\"Any\",\"default\":0},{\"name\":\"close_modal\",\"kind\":\"Any\",\"default\":0}]},{\"type\":\"model\",\"name\":\"ReactiveESM1\"},{\"type\":\"model\",\"name\":\"JSComponent1\"},{\"type\":\"model\",\"name\":\"ReactComponent1\"},{\"type\":\"model\",\"name\":\"AnyWidgetComponent1\"},{\"type\":\"model\",\"name\":\"request_value1\",\"properties\":[{\"name\":\"fill\",\"kind\":\"Any\",\"default\":\"none\"},{\"name\":\"_synced\",\"kind\":\"Any\",\"default\":null},{\"name\":\"_request_sync\",\"kind\":\"Any\",\"default\":0}]}]}};\n", " var render_items = [{\"docid\":\"0fa3b1c7-da90-4c3d-bc0d-7974328620b2\",\"roots\":{\"p1015\":\"ca77f61b-c561-4430-9739-2001d535a00b\"},\"root_ids\":[\"p1015\"]}];\n", " var docs = Object.values(docs_json)\n", " if (!docs) {\n", " return\n", " }\n", " const py_version = docs[0].version.replace('rc', '-rc.').replace('.dev', '-dev.')\n", " async function embed_document(root) {\n", " var Bokeh = get_bokeh(root)\n", " await Bokeh.embed.embed_items_notebook(docs_json, render_items);\n", " for (const render_item of render_items) {\n", " for (const root_id of render_item.root_ids) {\n", "\tconst id_el = document.getElementById(root_id)\n", "\tif (id_el.children.length && id_el.children[0].hasAttribute('data-root-id')) {\n", "\t const root_el = id_el.children[0]\n", "\t root_el.id = root_el.id + '-rendered'\n", "\t for (const child of root_el.children) {\n", " // Ensure JupyterLab does not capture keyboard shortcuts\n", " // see: https://jupyterlab.readthedocs.io/en/4.1.x/extension/notebook.html#keyboard-interaction-model\n", "\t child.setAttribute('data-lm-suppress-shortcuts', 'true')\n", "\t }\n", "\t}\n", " }\n", " }\n", " }\n", " function get_bokeh(root) {\n", " if (root.Bokeh === undefined) {\n", " return null\n", " } else if (root.Bokeh.version !== py_version) {\n", " if (root.Bokeh.versions === undefined || !root.Bokeh.versions.has(py_version)) {\n", "\treturn null\n", " }\n", " return root.Bokeh.versions.get(py_version);\n", " } else if (root.Bokeh.version === py_version) {\n", " return root.Bokeh\n", " }\n", " return null\n", " }\n", " function is_loaded(root) {\n", " var Bokeh = get_bokeh(root)\n", " return (Bokeh != null && Bokeh.Panel !== undefined)\n", " }\n", " if (is_loaded(root)) {\n", " embed_document(root);\n", " } else {\n", " var attempts = 0;\n", " var timer = setInterval(function(root) {\n", " if (is_loaded(root)) {\n", " clearInterval(timer);\n", " embed_document(root);\n", " } else if (document.readyState == \"complete\") {\n", " attempts++;\n", " if (attempts > 200) {\n", " clearInterval(timer);\n", "\t var Bokeh = get_bokeh(root)\n", "\t if (Bokeh == null || Bokeh.Panel == null) {\n", " console.warn(\"Panel: ERROR: Unable to run Panel code because Bokeh or Panel library is missing\");\n", "\t } else {\n", "\t console.warn(\"Panel: WARNING: Attempting to render but not all required libraries could be resolved.\")\n", "\t embed_document(root)\n", "\t }\n", " }\n", " }\n", " }, 25, root)\n", " }\n", "})(window);</script>" ], "application/vnd.holoviews_exec.v0+json": "", "text/plain": [ ":Image [x,y] (x_y bottomDepth)" ] }, "execution_count": 3, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "p1015" } }, "output_type": "execute_result" } ], "execution_count": 3 }, { "metadata": { "ExecuteTime": { "end_time": "2025-01-08T22:51:50.542797Z", "start_time": "2025-01-08T22:51:49.739176Z" } }, "cell_type": "code", "source": [ "hv.extension(\"matplotlib\")\n", "uxds[\"bottomDepth\"].plot()\n", "\n", "# can also do the following\n", "# uxds[\"bottomDepth\"].plot(backend='matplotlib')" ], "id": "ca9c70f06ce1a4b7", "outputs": [ { "data": { "text/html": [ "<script type=\"esms-options\">{\"shimMode\": true}</script><style>*[data-root-id],\n", "*[data-root-id] > * {\n", " box-sizing: border-box;\n", " font-family: var(--jp-ui-font-family);\n", " font-size: var(--jp-ui-font-size1);\n", " color: var(--vscode-editor-foreground, var(--jp-ui-font-color1));\n", "}\n", "\n", "/* Override VSCode background color */\n", ".cell-output-ipywidget-background:has(\n", " > .cell-output-ipywidget-background > .lm-Widget > *[data-root-id]\n", " ),\n", ".cell-output-ipywidget-background:has(> .lm-Widget > *[data-root-id]) {\n", " background-color: transparent !important;\n", "}\n", "</style>" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/javascript": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = false;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = 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before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = 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false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" }, "metadata": {}, "output_type": "display_data" }, { "data": { 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style='max-width:100%; margin: auto; display: block; '/>" ], "text/plain": [ ":Image [x,y] (x_y bottomDepth)" ] }, "execution_count": 5, "metadata": { "application/vnd.holoviews_exec.v0+json": {} }, "output_type": "execute_result" } ], "execution_count": 5 }, { "metadata": {}, "cell_type": "markdown", "source": [ "## Setting Default Parameters\n", "\n", "When creating multiple visualizations, you may want to maintain consistent styling across your plots. HoloViews provides a convenient way to set default parameters through `hv.opts.defaults`, eliminating the need to repeatedly specify the same parameters for each plot.\n", "\n", "In the example below,we set default parameters for all Polygon plots using `hv.opts.defaults(hv.opts.Polygons())`. The specified parameters: width of 600 pixels, height of 300 pixels, and a default title, will automatically apply to any subsequent Polygon plots unless explicitly overridden.\n", "\n", "This approach is particularly useful when developing consistent visualizations for reports or presentations. Rather than manually setting dimensions and styling for each plot, you can establish these parameters once at the beginning of your notebook. This not only saves time but also ensures visual consistency throughout your analysis.\n", "\n", "Default parameters can be updated at any point in your notebook, giving you the flexibility to modify the styling of subsequent plots while maintaining the efficiency of centralized parameter management." ], "id": "c0035d7f129225b" }, { "metadata": { "ExecuteTime": { "end_time": "2025-01-08T22:51:50.647943Z", "start_time": "2025-01-08T22:51:50.555836Z" } }, "cell_type": "code", "source": [ "hv.extension(\"bokeh\")\n", "hv.opts.defaults(hv.opts.Polygons(width=600, title=\"My Default Title\", height=300))" ], "id": "34e62c2e3f5ed655", "outputs": [ { "data": { "text/html": [ "<script type=\"esms-options\">{\"shimMode\": true}</script><style>*[data-root-id],\n", "*[data-root-id] > * {\n", " box-sizing: border-box;\n", " font-family: var(--jp-ui-font-family);\n", " font-size: var(--jp-ui-font-size1);\n", " color: var(--vscode-editor-foreground, var(--jp-ui-font-color1));\n", "}\n", "\n", "/* 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" var render_items = [{\"docid\":\"f0bf1426-9bb4-4318-9d99-80742bcc8a57\",\"roots\":{\"p1161\":\"e59004dc-4de7-4a9f-97ee-63e539e80977\"},\"root_ids\":[\"p1161\"]}];\n", " var docs = Object.values(docs_json)\n", " if (!docs) {\n", " return\n", " }\n", " const py_version = docs[0].version.replace('rc', '-rc.').replace('.dev', '-dev.')\n", " async function embed_document(root) {\n", " var Bokeh = get_bokeh(root)\n", " await Bokeh.embed.embed_items_notebook(docs_json, render_items);\n", " for (const render_item of render_items) {\n", " for (const root_id of render_item.root_ids) {\n", "\tconst id_el = document.getElementById(root_id)\n", "\tif (id_el.children.length && id_el.children[0].hasAttribute('data-root-id')) {\n", "\t const root_el = id_el.children[0]\n", "\t root_el.id = root_el.id + '-rendered'\n", "\t for (const child of root_el.children) {\n", " // Ensure JupyterLab does not capture keyboard shortcuts\n", " // see: 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" var render_items = [{\"docid\":\"95753729-2d51-443b-8862-224902341241\",\"roots\":{\"p1163\":\"fca7b427-5b79-4bce-9fa2-706b503ced6f\"},\"root_ids\":[\"p1163\"]}];\n", " var docs = Object.values(docs_json)\n", " if (!docs) {\n", " return\n", " }\n", " const py_version = docs[0].version.replace('rc', '-rc.').replace('.dev', '-dev.')\n", " async function embed_document(root) {\n", " var Bokeh = get_bokeh(root)\n", " await Bokeh.embed.embed_items_notebook(docs_json, render_items);\n", " for (const render_item of render_items) {\n", " for (const root_id of render_item.root_ids) {\n", "\tconst id_el = document.getElementById(root_id)\n", "\tif (id_el.children.length && id_el.children[0].hasAttribute('data-root-id')) {\n", "\t const root_el = id_el.children[0]\n", "\t root_el.id = root_el.id + '-rendered'\n", "\t for (const child of root_el.children) {\n", " // Ensure JupyterLab does not capture keyboard shortcuts\n", " // see: 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(document.readyState == \"complete\") {\n", " attempts++;\n", " if (attempts > 200) {\n", " clearInterval(timer);\n", "\t var Bokeh = get_bokeh(root)\n", "\t if (Bokeh == null || Bokeh.Panel == null) {\n", " console.warn(\"Panel: ERROR: Unable to run Panel code because Bokeh or Panel library is missing\");\n", "\t } else {\n", "\t console.warn(\"Panel: WARNING: Attempting to render but not all required libraries could be resolved.\")\n", "\t embed_document(root)\n", "\t }\n", " }\n", " }\n", " }, 25, root)\n", " }\n", "})(window);</script>" ], "application/vnd.holoviews_exec.v0+json": "", "text/plain": [ ":Image [x,y] (x_y bottomDepth)" ] }, "execution_count": 7, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "p1163" } }, "output_type": "execute_result" } ], "execution_count": 7 }, { "metadata": {}, "cell_type": "markdown", "source": [ "## Dynamic Rendering\n", "\n", "UXarray leverages hvPlot's dynamic rasterization feature through the `dynamic=True` parameter. This capability automatically adjusts the plot's resolution based on your current view, ensuring optimal performance without sacrificing data fidelity.\n", "\n", "As you zoom into specific regions of your plot, the visualization engine recalculates and re-rasterizes the data for your current viewport. This means you'll see increasing levels of detail as you examine smaller areas, revealing fine structures that might not be visible in the full-scale view. This adaptive approach maintains interactive performance while providing high-resolution details where they matter most.\n", "\n", "For example, when examining a global ocean mesh, you might start with a view of the entire grid. Upon zooming into a coastal region, the dynamic rasterization automatically refines the visualization, showing intricate mesh elements and local features that were previously aggregated in the broader view. This functionality is particularly valuable when working with multi-resolution meshes or datasets with varying spatial density.\n", "\n", "Since the rendered notebooks do not perform the re-rasterization, two GIFs have been provided with commented out code blocks. If you are working on this notebook locally, you can uncomment the code and explore the behavior interactively." ], "id": "4de519853ffcc42c" }, { "metadata": { "ExecuteTime": { "end_time": "2025-01-08T22:51:50.972590Z", "start_time": "2025-01-08T22:51:50.792681Z" } }, "cell_type": "code", "source": [ "hv.extension(\"bokeh\")" ], "id": "54c587a609a2d6ab", "outputs": [ { "data": { "text/html": [ "<script type=\"esms-options\">{\"shimMode\": true}</script><style>*[data-root-id],\n", "*[data-root-id] > * {\n", " box-sizing: border-box;\n", " font-family: var(--jp-ui-font-family);\n", " font-size: var(--jp-ui-font-size1);\n", " color: var(--vscode-editor-foreground, var(--jp-ui-font-color1));\n", "}\n", "\n", "/* Override VSCode background color */\n", ".cell-output-ipywidget-background:has(\n", " > .cell-output-ipywidget-background > .lm-Widget > *[data-root-id]\n", " ),\n", ".cell-output-ipywidget-background:has(> .lm-Widget > *[data-root-id]) {\n", " background-color: transparent 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"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": "3.12.3" } }, "nbformat": 4, "nbformat_minor": 5 }