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CSIROBoeingPhase5-Vietnam/processMask.ipynb
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nghiadang 571be308c4 add process mask
2024-08-30 03:30:56 +00:00

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{
"cells": [
{
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"execution_count": 1,
"id": "9eec2a86-1783-4f9d-8c2c-243142be5c35",
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
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"(function(root) {\n",
" function now() {\n",
" return new Date();\n",
" }\n",
"\n",
" var force = true;\n",
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" var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n",
" var reloading = false;\n",
" var Bokeh = root.Bokeh;\n",
" var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
"\n",
" if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\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",
" console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
" return null;\n",
" }\n",
" if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n",
" run_callbacks();\n",
" return null;\n",
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" console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\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",
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" console.error(\"failed to load \" + url);\n",
" }\n",
"\n",
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" window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n",
" require([\"jspanel\"], function(jsPanel) {\n",
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"\ton_load()\n",
" })\n",
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"\ton_load()\n",
" })\n",
" require([\"jspanel-tooltip\"], function() {\n",
"\ton_load()\n",
" })\n",
" require([\"jspanel-hint\"], function() {\n",
"\ton_load()\n",
" })\n",
" require([\"jspanel-layout\"], function() {\n",
"\ton_load()\n",
" })\n",
" require([\"jspanel-contextmenu\"], function() {\n",
"\ton_load()\n",
" })\n",
" require([\"jspanel-dock\"], function() {\n",
"\ton_load()\n",
" })\n",
" require([\"gridstack\"], function(GridStack) {\n",
"\twindow.GridStack = GridStack\n",
"\ton_load()\n",
" })\n",
" require([\"notyf\"], function() {\n",
"\ton_load()\n",
" })\n",
" root._bokeh_is_loading = css_urls.length + 9;\n",
" } else {\n",
" root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n",
" }\n",
"\n",
" var existing_stylesheets = []\n",
" var links = document.getElementsByTagName('link')\n",
" for (var i = 0; i < links.length; i++) {\n",
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" if (link.href != null) {\n",
"\texisting_stylesheets.push(link.href)\n",
" }\n",
" }\n",
" for (var i = 0; i < css_urls.length; i++) {\n",
" var url = css_urls[i];\n",
" if (existing_stylesheets.indexOf(url) !== -1) {\n",
"\ton_load()\n",
"\tcontinue;\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",
" } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n",
" var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n",
" for (var i = 0; i < urls.length; i++) {\n",
" skip.push(urls[i])\n",
" }\n",
" } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n",
" var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n",
" for (var i = 0; i < urls.length; i++) {\n",
" skip.push(urls[i])\n",
" }\n",
" } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n",
" var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n",
" for (var i = 0; i < urls.length; i++) {\n",
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" }\n",
" } var existing_scripts = []\n",
" var scripts = document.getElementsByTagName('script')\n",
" for (var i = 0; i < scripts.length; i++) {\n",
" var script = scripts[i]\n",
" if (script.src != null) {\n",
"\texisting_scripts.push(script.src)\n",
" }\n",
" }\n",
" for (var i = 0; i < js_urls.length; i++) {\n",
" var url = js_urls[i];\n",
" if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
"\tif (!window.requirejs) {\n",
"\t on_load();\n",
"\t}\n",
"\tcontinue;\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",
" console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
" document.head.appendChild(element);\n",
" }\n",
" for (var i = 0; i < js_modules.length; i++) {\n",
" var url = js_modules[i];\n",
" if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
"\tif (!window.requirejs) {\n",
"\t on_load();\n",
"\t}\n",
"\tcontinue;\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",
" var url = js_exports[name];\n",
" if (skip.indexOf(url) >= 0 || root[name] != null) {\n",
"\tif (!window.requirejs) {\n",
"\t on_load();\n",
"\t}\n",
"\tcontinue;\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",
" var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.2.min.js\", \"https://cdn.holoviz.org/panel/1.2.3/dist/panel.min.js\"];\n",
" var js_modules = [];\n",
" var js_exports = {};\n",
" var css_urls = [];\n",
" var inline_js = [ function(Bokeh) {\n",
" Bokeh.set_log_level(\"info\");\n",
" },\n",
"function(Bokeh) {} // ensure no trailing comma for IE\n",
" ];\n",
"\n",
" function run_inline_js() {\n",
" if ((root.Bokeh !== undefined) || (force === true)) {\n",
" for (var i = 0; i < inline_js.length; i++) {\n",
" inline_js[i].call(root, root.Bokeh);\n",
" }\n",
" // Cache old bokeh versions\n",
" if (Bokeh != undefined && !reloading) {\n",
"\tvar NewBokeh = root.Bokeh;\n",
"\tif (Bokeh.versions === undefined) {\n",
"\t Bokeh.versions = new Map();\n",
"\t}\n",
"\tif (NewBokeh.version !== Bokeh.version) {\n",
"\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n",
"\t}\n",
"\troot.Bokeh = Bokeh;\n",
" }} else if (Date.now() < root._bokeh_timeout) {\n",
" setTimeout(run_inline_js, 100);\n",
" } else if (!root._bokeh_failed_load) {\n",
" console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
" root._bokeh_failed_load = true;\n",
" }\n",
" root._bokeh_is_initializing = 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",
" root._bokeh_is_initializing = false;\n",
" root._bokeh_onload_callbacks = undefined;\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",
" Bokeh = root.Bokeh;\n",
" bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
" root._bokeh_is_initializing = true\n",
" root._bokeh_onload_callbacks = []\n",
" if (!reloading && (!bokeh_loaded || is_dev)) {\n",
"\troot.Bokeh = undefined;\n",
" }\n",
" load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n",
"\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
"\trun_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));"
],
"application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = false;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\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 console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\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() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\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 } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\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 console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; 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window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n"
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"<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"
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{
"data": {
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"(function(root) {\n",
" function now() {\n",
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" }\n",
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" var reloading = true;\n",
" var Bokeh = root.Bokeh;\n",
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" root._bokeh_onload_callbacks.forEach(function(callback) {\n",
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" }\n",
" console.debug(\"Bokeh: all callbacks have finished\");\n",
" }\n",
"\n",
" function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n",
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"\n",
" root._bokeh_onload_callbacks.push(callback);\n",
"\n",
" if (root._bokeh_is_loading > 0) {\n",
" console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
" return null;\n",
" }\n",
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" console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
" }\n",
"\n",
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" 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",
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" console.error(\"failed to load \" + url);\n",
" }\n",
"\n",
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" require([\"jspanel\"], function(jsPanel) {\n",
"\twindow.jsPanel = jsPanel\n",
"\ton_load()\n",
" })\n",
" require([\"jspanel-modal\"], function() {\n",
"\ton_load()\n",
" })\n",
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"\ton_load()\n",
" })\n",
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"\ton_load()\n",
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" })\n",
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"\ton_load()\n",
" })\n",
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"\ton_load()\n",
" })\n",
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"\twindow.GridStack = GridStack\n",
"\ton_load()\n",
" })\n",
" require([\"notyf\"], function() {\n",
"\ton_load()\n",
" })\n",
" root._bokeh_is_loading = css_urls.length + 9;\n",
" } else {\n",
" root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n",
" }\n",
"\n",
" var existing_stylesheets = []\n",
" var links = document.getElementsByTagName('link')\n",
" for (var i = 0; i < links.length; i++) {\n",
" var link = links[i]\n",
" if (link.href != null) {\n",
"\texisting_stylesheets.push(link.href)\n",
" }\n",
" }\n",
" for (var i = 0; i < css_urls.length; i++) {\n",
" var url = css_urls[i];\n",
" if (existing_stylesheets.indexOf(url) !== -1) {\n",
"\ton_load()\n",
"\tcontinue;\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",
" } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n",
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" for (var i = 0; i < urls.length; i++) {\n",
" skip.push(urls[i])\n",
" }\n",
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" for (var i = 0; i < urls.length; i++) {\n",
" skip.push(urls[i])\n",
" }\n",
" } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n",
" var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n",
" for (var i = 0; i < urls.length; i++) {\n",
" skip.push(urls[i])\n",
" }\n",
" } var existing_scripts = []\n",
" var scripts = document.getElementsByTagName('script')\n",
" for (var i = 0; i < scripts.length; i++) {\n",
" var script = scripts[i]\n",
" if (script.src != null) {\n",
"\texisting_scripts.push(script.src)\n",
" }\n",
" }\n",
" for (var i = 0; i < js_urls.length; i++) {\n",
" var url = js_urls[i];\n",
" if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
"\tif (!window.requirejs) {\n",
"\t on_load();\n",
"\t}\n",
"\tcontinue;\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",
" console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
" document.head.appendChild(element);\n",
" }\n",
" for (var i = 0; i < js_modules.length; i++) {\n",
" var url = js_modules[i];\n",
" if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
"\tif (!window.requirejs) {\n",
"\t on_load();\n",
"\t}\n",
"\tcontinue;\n",
" }\n",
" var element = document.createElement('script');\n",
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" 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",
" var url = js_exports[name];\n",
" if (skip.indexOf(url) >= 0 || root[name] != null) {\n",
"\tif (!window.requirejs) {\n",
"\t on_load();\n",
"\t}\n",
"\tcontinue;\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",
" var js_urls = [];\n",
" var js_modules = [];\n",
" var js_exports = {};\n",
" var css_urls = [];\n",
" var inline_js = [ function(Bokeh) {\n",
" Bokeh.set_log_level(\"info\");\n",
" },\n",
"function(Bokeh) {} // ensure no trailing comma for IE\n",
" ];\n",
"\n",
" function run_inline_js() {\n",
" if ((root.Bokeh !== undefined) || (force === true)) {\n",
" for (var i = 0; i < inline_js.length; i++) {\n",
" inline_js[i].call(root, root.Bokeh);\n",
" }\n",
" // Cache old bokeh versions\n",
" if (Bokeh != undefined && !reloading) {\n",
"\tvar NewBokeh = root.Bokeh;\n",
"\tif (Bokeh.versions === undefined) {\n",
"\t Bokeh.versions = new Map();\n",
"\t}\n",
"\tif (NewBokeh.version !== Bokeh.version) {\n",
"\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n",
"\t}\n",
"\troot.Bokeh = Bokeh;\n",
" }} else if (Date.now() < root._bokeh_timeout) {\n",
" setTimeout(run_inline_js, 100);\n",
" } else if (!root._bokeh_failed_load) {\n",
" console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
" root._bokeh_failed_load = true;\n",
" }\n",
" root._bokeh_is_initializing = 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",
" root._bokeh_is_initializing = false;\n",
" root._bokeh_onload_callbacks = undefined;\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",
" Bokeh = root.Bokeh;\n",
" bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
" root._bokeh_is_initializing = true\n",
" root._bokeh_onload_callbacks = []\n",
" if (!reloading && (!bokeh_loaded || is_dev)) {\n",
"\troot.Bokeh = undefined;\n",
" }\n",
" load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n",
"\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
"\trun_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",
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],
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"## cấu hình thời gian lấy ảnh và tọa độ\n",
"date_range = ('2022-09-01', '2023-10-01')\n",
"longtitude_range = (105.86575, 105.94120)\n",
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"Most common native CRS: EPSG:32648\n",
"No datasets require offset correction\n",
"The valid_data_mask and scale (no offset) have been applied to the reflectance bands\n"
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"}\n",
"\n",
".xr-has-index {\n",
" font-weight: bold;\n",
"}\n",
"\n",
".xr-var-list,\n",
".xr-var-item {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-var-item > div,\n",
".xr-var-item label,\n",
".xr-var-item > .xr-var-name span {\n",
" background-color: var(--xr-background-color-row-even);\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-var-item > .xr-var-name:hover span {\n",
" padding-right: 5px;\n",
"}\n",
"\n",
".xr-var-list > li:nth-child(odd) > div,\n",
".xr-var-list > li:nth-child(odd) > label,\n",
".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
" background-color: var(--xr-background-color-row-odd);\n",
"}\n",
"\n",
".xr-var-name {\n",
" grid-column: 1;\n",
"}\n",
"\n",
".xr-var-dims {\n",
" grid-column: 2;\n",
"}\n",
"\n",
".xr-var-dtype {\n",
" grid-column: 3;\n",
" text-align: right;\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-var-preview {\n",
" grid-column: 4;\n",
"}\n",
"\n",
".xr-index-preview {\n",
" grid-column: 2 / 5;\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-var-name,\n",
".xr-var-dims,\n",
".xr-var-dtype,\n",
".xr-preview,\n",
".xr-attrs dt {\n",
" white-space: nowrap;\n",
" overflow: hidden;\n",
" text-overflow: ellipsis;\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-var-name:hover,\n",
".xr-var-dims:hover,\n",
".xr-var-dtype:hover,\n",
".xr-attrs dt:hover {\n",
" overflow: visible;\n",
" width: auto;\n",
" z-index: 1;\n",
"}\n",
"\n",
".xr-var-attrs,\n",
".xr-var-data,\n",
".xr-index-data {\n",
" display: none;\n",
" background-color: var(--xr-background-color) !important;\n",
" padding-bottom: 5px !important;\n",
"}\n",
"\n",
".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
".xr-var-data-in:checked ~ .xr-var-data,\n",
".xr-index-data-in:checked ~ .xr-index-data {\n",
" display: block;\n",
"}\n",
"\n",
".xr-var-data > table {\n",
" float: right;\n",
"}\n",
"\n",
".xr-var-name span,\n",
".xr-var-data,\n",
".xr-index-name div,\n",
".xr-index-data,\n",
".xr-attrs {\n",
" padding-left: 25px !important;\n",
"}\n",
"\n",
".xr-attrs,\n",
".xr-var-attrs,\n",
".xr-var-data,\n",
".xr-index-data {\n",
" grid-column: 1 / -1;\n",
"}\n",
"\n",
"dl.xr-attrs {\n",
" padding: 0;\n",
" margin: 0;\n",
" display: grid;\n",
" grid-template-columns: 125px auto;\n",
"}\n",
"\n",
".xr-attrs dt,\n",
".xr-attrs dd {\n",
" padding: 0;\n",
" margin: 0;\n",
" float: left;\n",
" padding-right: 10px;\n",
" width: auto;\n",
"}\n",
"\n",
".xr-attrs dt {\n",
" font-weight: normal;\n",
" grid-column: 1;\n",
"}\n",
"\n",
".xr-attrs dt:hover span {\n",
" display: inline-block;\n",
" background: var(--xr-background-color);\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-attrs dd {\n",
" grid-column: 2;\n",
" white-space: pre-wrap;\n",
" word-break: break-all;\n",
"}\n",
"\n",
".xr-icon-database,\n",
".xr-icon-file-text2,\n",
".xr-no-icon {\n",
" display: inline-block;\n",
" vertical-align: middle;\n",
" width: 1em;\n",
" height: 1.5em !important;\n",
" stroke-width: 0;\n",
" stroke: currentColor;\n",
" fill: currentColor;\n",
"}\n",
"</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
"Dimensions: (time: 78, y: 532, x: 830)\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 2022-09-02T03:35:38.706000 ... 2023-09...\n",
" * y (y) float64 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n",
" * x (x) float64 5.95e+05 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n",
" spatial_ref int32 32648\n",
"Data variables:\n",
" blue (time, y, x) float32 dask.array&lt;chunksize=(1, 532, 830), meta=np.ndarray&gt;\n",
" green (time, y, x) float32 dask.array&lt;chunksize=(1, 532, 830), meta=np.ndarray&gt;\n",
" red (time, y, x) float32 dask.array&lt;chunksize=(1, 532, 830), meta=np.ndarray&gt;\n",
" nir (time, y, x) float32 dask.array&lt;chunksize=(1, 532, 830), meta=np.ndarray&gt;\n",
" scl (time, y, x) uint8 dask.array&lt;chunksize=(1, 532, 830), meta=np.ndarray&gt;\n",
"Attributes:\n",
" crs: EPSG:32648\n",
" grid_mapping: spatial_ref</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-69646eef-15c0-472d-91c8-d61bda05bcf4' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-69646eef-15c0-472d-91c8-d61bda05bcf4' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 78</li><li><span class='xr-has-index'>y</span>: 532</li><li><span class='xr-has-index'>x</span>: 830</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-a0d0440f-f726-4d06-b8b9-27160b132e68' class='xr-section-summary-in' type='checkbox' checked><label for='section-a0d0440f-f726-4d06-b8b9-27160b132e68' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-09-02T03:35:38.706000 ... 2...</div><input id='attrs-0ff0fd10-580c-4f8e-bfe8-396cbfcf490b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0ff0fd10-580c-4f8e-bfe8-396cbfcf490b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-025a99a2-32ef-441a-831c-8c4c75ac3b81' class='xr-var-data-in' type='checkbox'><label for='data-025a99a2-32ef-441a-831c-8c4c75ac3b81' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>seconds since 1970-01-01 00:00:00</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2022-09-02T03:35:38.706000000&#x27;, &#x27;2022-09-07T03:35:28.392000000&#x27;,\n",
" &#x27;2022-09-12T03:35:36.984000000&#x27;, &#x27;2022-09-17T03:35:28.396000000&#x27;,\n",
" &#x27;2022-09-22T03:35:33.676000000&#x27;, &#x27;2022-09-27T03:35:26.885000000&#x27;,\n",
" &#x27;2022-10-02T03:35:33.797000000&#x27;, &#x27;2022-10-07T03:35:23.874000000&#x27;,\n",
" &#x27;2022-10-12T03:35:31.889000000&#x27;, &#x27;2022-10-17T03:35:25.895000000&#x27;,\n",
" &#x27;2022-10-22T03:35:28.478000000&#x27;, &#x27;2022-10-27T03:35:25.671000000&#x27;,\n",
" &#x27;2022-11-01T03:35:30.553000000&#x27;, &#x27;2022-11-06T03:35:24.840000000&#x27;,\n",
" &#x27;2022-11-11T03:35:30.080000000&#x27;, &#x27;2022-11-16T03:35:26.282000000&#x27;,\n",
" &#x27;2022-11-21T03:35:27.133000000&#x27;, &#x27;2022-11-26T03:35:25.806000000&#x27;,\n",
" &#x27;2022-12-01T03:35:26.747000000&#x27;, &#x27;2022-12-06T03:35:23.575000000&#x27;,\n",
" &#x27;2022-12-11T03:35:26.920000000&#x27;, &#x27;2022-12-16T03:35:24.874000000&#x27;,\n",
" &#x27;2022-12-21T03:35:24.727000000&#x27;, &#x27;2022-12-26T03:35:25.874000000&#x27;,\n",
" &#x27;2022-12-31T03:35:25.489000000&#x27;, &#x27;2023-01-05T03:35:26.328000000&#x27;,\n",
" &#x27;2023-01-10T03:35:24.897000000&#x27;, &#x27;2023-01-15T03:35:22.879000000&#x27;,\n",
" &#x27;2023-01-20T03:35:21.331000000&#x27;, &#x27;2023-01-25T03:35:24.561000000&#x27;,\n",
" &#x27;2023-01-30T03:35:24.703000000&#x27;, &#x27;2023-02-04T03:35:25.086000000&#x27;,\n",
" &#x27;2023-02-09T03:35:25.381000000&#x27;, &#x27;2023-02-14T03:35:24.987000000&#x27;,\n",
" &#x27;2023-02-24T03:35:26.862000000&#x27;, &#x27;2023-03-01T03:35:23.929000000&#x27;,\n",
" &#x27;2023-03-06T03:35:29.457000000&#x27;, &#x27;2023-03-11T03:35:21.972000000&#x27;,\n",
" &#x27;2023-03-16T03:35:30.684000000&#x27;, &#x27;2023-03-21T03:35:25.016000000&#x27;,\n",
" &#x27;2023-03-26T03:35:29.316000000&#x27;, &#x27;2023-03-31T03:35:24.882000000&#x27;,\n",
" &#x27;2023-04-05T03:35:29.667000000&#x27;, &#x27;2023-04-10T03:35:26.745000000&#x27;,\n",
" &#x27;2023-04-15T03:35:27.482000000&#x27;, &#x27;2023-04-20T03:35:25.073000000&#x27;,\n",
" &#x27;2023-04-25T03:35:28.492000000&#x27;, &#x27;2023-04-30T03:35:26.887000000&#x27;,\n",
" &#x27;2023-05-05T03:35:29.183000000&#x27;, &#x27;2023-05-10T03:35:26.031000000&#x27;,\n",
" &#x27;2023-05-15T03:35:30.428000000&#x27;, &#x27;2023-05-20T03:35:28.932000000&#x27;,\n",
" &#x27;2023-05-25T03:35:31.398000000&#x27;, &#x27;2023-05-30T03:35:30.380000000&#x27;,\n",
" &#x27;2023-06-04T03:35:30.790000000&#x27;, &#x27;2023-06-09T03:35:30.281000000&#x27;,\n",
" &#x27;2023-06-14T03:35:31.608000000&#x27;, &#x27;2023-06-19T03:35:30.646000000&#x27;,\n",
" &#x27;2023-06-24T03:35:30.720000000&#x27;, &#x27;2023-06-29T03:35:30.713000000&#x27;,\n",
" &#x27;2023-07-04T03:35:31.975000000&#x27;, &#x27;2023-07-09T03:35:31.850000000&#x27;,\n",
" &#x27;2023-07-14T03:35:31.327000000&#x27;, &#x27;2023-07-19T03:35:30.791000000&#x27;,\n",
" &#x27;2023-07-24T03:35:32.589000000&#x27;, &#x27;2023-07-29T03:35:31.826000000&#x27;,\n",
" &#x27;2023-08-03T03:35:31.242000000&#x27;, &#x27;2023-08-08T03:35:31.056000000&#x27;,\n",
" &#x27;2023-08-13T03:35:32.189000000&#x27;, &#x27;2023-08-18T03:35:32.563000000&#x27;,\n",
" &#x27;2023-08-23T03:35:30.964000000&#x27;, &#x27;2023-08-28T03:35:32.323000000&#x27;,\n",
" &#x27;2023-09-02T03:35:31.370000000&#x27;, &#x27;2023-09-07T03:35:31.878000000&#x27;,\n",
" &#x27;2023-09-12T03:35:30.073000000&#x27;, &#x27;2023-09-17T03:35:30.006000000&#x27;,\n",
" &#x27;2023-09-22T03:35:30.187000000&#x27;, &#x27;2023-09-27T03:35:28.858000000&#x27;],\n",
" dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.072e+06 1.072e+06 ... 1.067e+06</div><input id='attrs-258b7d13-9a00-4b3c-abaf-5b58b8d971e0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-258b7d13-9a00-4b3c-abaf-5b58b8d971e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-106f2e23-98ae-4e24-b8d3-312c9069c7dd' class='xr-var-data-in' type='checkbox'><label for='data-106f2e23-98ae-4e24-b8d3-312c9069c7dd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-10.0</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd></dl></div><div class='xr-var-data'><pre>array([1072225., 1072215., 1072205., ..., 1066935., 1066925., 1066915.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.95e+05 5.95e+05 ... 6.033e+05</div><input id='attrs-d89eed84-a7b3-46c8-8f6b-6a5e5806b023' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d89eed84-a7b3-46c8-8f6b-6a5e5806b023' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5137a3ff-9048-4127-937e-47a59d933670' class='xr-var-data-in' type='checkbox'><label for='data-5137a3ff-9048-4127-937e-47a59d933670' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>10.0</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd></dl></div><div class='xr-var-data'><pre>array([594975., 594985., 594995., ..., 603245., 603255., 603265.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>32648</div><input id='attrs-c10a7dd7-f92b-42ab-a850-d9e22788e175' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c10a7dd7-f92b-42ab-a850-d9e22788e175' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e2289bd9-d13e-453b-b93c-0369849efe95' class='xr-var-data-in' type='checkbox'><label for='data-e2289bd9-d13e-453b-b93c-0369849efe95' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>spatial_ref :</span></dt><dd>PROJCS[&quot;WGS 84 / UTM zone 48N&quot;,GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]],PROJECTION[&quot;Transverse_Mercator&quot;],PARAMETER[&quot;latitude_of_origin&quot;,0],PARAMETER[&quot;central_meridian&quot;,105],PARAMETER[&quot;scale_factor&quot;,0.9996],PARAMETER[&quot;false_easting&quot;,500000],PARAMETER[&quot;false_northing&quot;,0],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH],AUTHORITY[&quot;EPSG&quot;,&quot;32648&quot;]]</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd></dl></div><div class='xr-var-data'><pre>array(32648, dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ee10defd-1c70-49e0-8b0b-7dfacbcacfa5' class='xr-section-summary-in' type='checkbox' checked><label for='section-ee10defd-1c70-49e0-8b0b-7dfacbcacfa5' class='xr-section-summary' >Data variables: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>blue</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 532, 830), meta=np.ndarray&gt;</div><input id='attrs-0b4fce00-0999-42f6-9155-5a9e943d6c50' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0b4fce00-0999-42f6-9155-5a9e943d6c50' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-af8ad2bd-d762-4766-8d16-79b2923c94be' class='xr-var-data-in' type='checkbox'><label for='data-af8ad2bd-d762-4766-8d16-79b2923c94be' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
" <tr>\n",
" <td>\n",
" <table style=\"border-collapse: collapse;\">\n",
" <thead>\n",
" <tr>\n",
" <td> </td>\n",
" <th> Array </th>\n",
" <th> Chunk </th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" \n",
" <tr>\n",
" <th> Bytes </th>\n",
" <td> 131.38 MiB </td>\n",
" <td> 1.68 MiB </td>\n",
" </tr>\n",
" \n",
" <tr>\n",
" <th> Shape </th>\n",
" <td> (78, 532, 830) </td>\n",
" <td> (1, 532, 830) </td>\n",
" </tr>\n",
" <tr>\n",
" <th> Dask graph </th>\n",
" <td colspan=\"2\"> 78 chunks in 8 graph layers </td>\n",
" </tr>\n",
" <tr>\n",
" <th> Data type </th>\n",
" <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
" </tr>\n",
" </tbody>\n",
" </table>\n",
" </td>\n",
" <td>\n",
" <svg width=\"202\" height=\"149\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
"\n",
" <!-- Horizontal lines -->\n",
" <line x1=\"10\" y1=\"0\" x2=\"32\" y2=\"22\" style=\"stroke-width:2\" />\n",
" <line x1=\"10\" y1=\"76\" x2=\"32\" y2=\"99\" style=\"stroke-width:2\" />\n",
"\n",
" <!-- Vertical lines -->\n",
" <line x1=\"10\" y1=\"0\" x2=\"10\" y2=\"76\" style=\"stroke-width:2\" />\n",
" <line x1=\"11\" y1=\"1\" x2=\"11\" y2=\"78\" />\n",
" <line x1=\"12\" y1=\"2\" x2=\"12\" y2=\"79\" />\n",
" <line x1=\"13\" y1=\"3\" x2=\"13\" y2=\"80\" />\n",
" <line x1=\"14\" y1=\"4\" x2=\"14\" y2=\"81\" />\n",
" <line x1=\"15\" y1=\"5\" x2=\"15\" y2=\"82\" />\n",
" <line x1=\"16\" y1=\"6\" x2=\"16\" y2=\"83\" />\n",
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" <line x1=\"19\" y1=\"9\" x2=\"19\" y2=\"86\" />\n",
" <line x1=\"20\" y1=\"10\" x2=\"20\" y2=\"87\" />\n",
" <line x1=\"21\" y1=\"11\" x2=\"21\" y2=\"88\" />\n",
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" <td> 32.85 MiB </td>\n",
" <td> 431.21 kiB </td>\n",
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" <td> (78, 532, 830) </td>\n",
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" <th> Dask graph </th>\n",
" <td colspan=\"2\"> 78 chunks in 1 graph layer </td>\n",
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" <td colspan=\"2\"> uint8 numpy.ndarray </td>\n",
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"</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-b31f50c0-30e1-4ced-9f47-ac626cf64d9d' class='xr-section-summary-in' type='checkbox' ><label for='section-b31f50c0-30e1-4ced-9f47-ac626cf64d9d' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5a64f6b9-4a00-4bb9-8221-f903cad8654e' class='xr-index-data-in' type='checkbox'/><label for='index-5a64f6b9-4a00-4bb9-8221-f903cad8654e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2022-09-02 03:35:38.706000&#x27;, &#x27;2022-09-07 03:35:28.392000&#x27;,\n",
" &#x27;2022-09-12 03:35:36.984000&#x27;, &#x27;2022-09-17 03:35:28.396000&#x27;,\n",
" &#x27;2022-09-22 03:35:33.676000&#x27;, &#x27;2022-09-27 03:35:26.885000&#x27;,\n",
" &#x27;2022-10-02 03:35:33.797000&#x27;, &#x27;2022-10-07 03:35:23.874000&#x27;,\n",
" &#x27;2022-10-12 03:35:31.889000&#x27;, &#x27;2022-10-17 03:35:25.895000&#x27;,\n",
" &#x27;2022-10-22 03:35:28.478000&#x27;, &#x27;2022-10-27 03:35:25.671000&#x27;,\n",
" &#x27;2022-11-01 03:35:30.553000&#x27;, &#x27;2022-11-06 03:35:24.840000&#x27;,\n",
" &#x27;2022-11-11 03:35:30.080000&#x27;, &#x27;2022-11-16 03:35:26.282000&#x27;,\n",
" &#x27;2022-11-21 03:35:27.133000&#x27;, &#x27;2022-11-26 03:35:25.806000&#x27;,\n",
" &#x27;2022-12-01 03:35:26.747000&#x27;, &#x27;2022-12-06 03:35:23.575000&#x27;,\n",
" &#x27;2022-12-11 03:35:26.920000&#x27;, &#x27;2022-12-16 03:35:24.874000&#x27;,\n",
" &#x27;2022-12-21 03:35:24.727000&#x27;, &#x27;2022-12-26 03:35:25.874000&#x27;,\n",
" &#x27;2022-12-31 03:35:25.489000&#x27;, &#x27;2023-01-05 03:35:26.328000&#x27;,\n",
" &#x27;2023-01-10 03:35:24.897000&#x27;, &#x27;2023-01-15 03:35:22.879000&#x27;,\n",
" &#x27;2023-01-20 03:35:21.331000&#x27;, &#x27;2023-01-25 03:35:24.561000&#x27;,\n",
" &#x27;2023-01-30 03:35:24.703000&#x27;, &#x27;2023-02-04 03:35:25.086000&#x27;,\n",
" &#x27;2023-02-09 03:35:25.381000&#x27;, &#x27;2023-02-14 03:35:24.987000&#x27;,\n",
" &#x27;2023-02-24 03:35:26.862000&#x27;, &#x27;2023-03-01 03:35:23.929000&#x27;,\n",
" &#x27;2023-03-06 03:35:29.457000&#x27;, &#x27;2023-03-11 03:35:21.972000&#x27;,\n",
" &#x27;2023-03-16 03:35:30.684000&#x27;, &#x27;2023-03-21 03:35:25.016000&#x27;,\n",
" &#x27;2023-03-26 03:35:29.316000&#x27;, &#x27;2023-03-31 03:35:24.882000&#x27;,\n",
" &#x27;2023-04-05 03:35:29.667000&#x27;, &#x27;2023-04-10 03:35:26.745000&#x27;,\n",
" &#x27;2023-04-15 03:35:27.482000&#x27;, &#x27;2023-04-20 03:35:25.073000&#x27;,\n",
" &#x27;2023-04-25 03:35:28.492000&#x27;, &#x27;2023-04-30 03:35:26.887000&#x27;,\n",
" &#x27;2023-05-05 03:35:29.183000&#x27;, &#x27;2023-05-10 03:35:26.031000&#x27;,\n",
" &#x27;2023-05-15 03:35:30.428000&#x27;, &#x27;2023-05-20 03:35:28.932000&#x27;,\n",
" &#x27;2023-05-25 03:35:31.398000&#x27;, &#x27;2023-05-30 03:35:30.380000&#x27;,\n",
" &#x27;2023-06-04 03:35:30.790000&#x27;, &#x27;2023-06-09 03:35:30.281000&#x27;,\n",
" &#x27;2023-06-14 03:35:31.608000&#x27;, &#x27;2023-06-19 03:35:30.646000&#x27;,\n",
" &#x27;2023-06-24 03:35:30.720000&#x27;, &#x27;2023-06-29 03:35:30.713000&#x27;,\n",
" &#x27;2023-07-04 03:35:31.975000&#x27;, &#x27;2023-07-09 03:35:31.850000&#x27;,\n",
" &#x27;2023-07-14 03:35:31.327000&#x27;, &#x27;2023-07-19 03:35:30.791000&#x27;,\n",
" &#x27;2023-07-24 03:35:32.589000&#x27;, &#x27;2023-07-29 03:35:31.826000&#x27;,\n",
" &#x27;2023-08-03 03:35:31.242000&#x27;, &#x27;2023-08-08 03:35:31.056000&#x27;,\n",
" &#x27;2023-08-13 03:35:32.189000&#x27;, &#x27;2023-08-18 03:35:32.563000&#x27;,\n",
" &#x27;2023-08-23 03:35:30.964000&#x27;, &#x27;2023-08-28 03:35:32.323000&#x27;,\n",
" &#x27;2023-09-02 03:35:31.370000&#x27;, &#x27;2023-09-07 03:35:31.878000&#x27;,\n",
" &#x27;2023-09-12 03:35:30.073000&#x27;, &#x27;2023-09-17 03:35:30.006000&#x27;,\n",
" &#x27;2023-09-22 03:35:30.187000&#x27;, &#x27;2023-09-27 03:35:28.858000&#x27;],\n",
" dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b38d8f5e-91b8-4fce-aeee-7a5e091ada02' class='xr-index-data-in' type='checkbox'/><label for='index-b38d8f5e-91b8-4fce-aeee-7a5e091ada02' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1072225.0, 1072215.0, 1072205.0, 1072195.0, 1072185.0, 1072175.0,\n",
" 1072165.0, 1072155.0, 1072145.0, 1072135.0,\n",
" ...\n",
" 1067005.0, 1066995.0, 1066985.0, 1066975.0, 1066965.0, 1066955.0,\n",
" 1066945.0, 1066935.0, 1066925.0, 1066915.0],\n",
" dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=532))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-8587e763-85c4-4285-9d9e-ab9a1813d170' class='xr-index-data-in' type='checkbox'/><label for='index-8587e763-85c4-4285-9d9e-ab9a1813d170' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([594975.0, 594985.0, 594995.0, 595005.0, 595015.0, 595025.0, 595035.0,\n",
" 595045.0, 595055.0, 595065.0,\n",
" ...\n",
" 603175.0, 603185.0, 603195.0, 603205.0, 603215.0, 603225.0, 603235.0,\n",
" 603245.0, 603255.0, 603265.0],\n",
" dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=830))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9b937d81-81d8-4832-ae44-f3c8fd289842' class='xr-section-summary-in' type='checkbox' checked><label for='section-9b937d81-81d8-4832-ae44-f3c8fd289842' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>crs :</span></dt><dd>EPSG:32648</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div></li></ul></div></div>"
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"<xarray.Dataset>\n",
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" blue (time, y, x) float32 dask.array<chunksize=(1, 532, 830), meta=np.ndarray>\n",
" green (time, y, x) float32 dask.array<chunksize=(1, 532, 830), meta=np.ndarray>\n",
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"source": [
"## truy vấn ảnh vệ tinh sen2\n",
"data = load_data(dc, date_range, longtitude_range, latitude_range)\n",
"notebook_utils.heading(notebook_utils.xarray_object_size(data))\n",
"display(data)"
]
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{
"cell_type": "code",
"execution_count": 5,
"id": "21ea0244-f56e-4fa2-88ca-004e9cdf3d1a",
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"{'0': 'no data',\n",
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{
"name": "stdout",
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"text": [
"CPU times: user 114 ms, sys: 7.17 ms, total: 122 ms\n",
"Wall time: 118 ms\n"
]
},
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"VBox()"
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"source": [
"%%time\n",
"# Tiến hành loại bỏ các vị trí bị mây ảnh hưởng\n",
"result = mask_clean(data)\n",
"progress(result)"
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;NDVI&#x27; (time: 78, y: 532, x: 830)&gt;\n",
"dask.array&lt;truediv, shape=(78, 532, 830), dtype=float32, chunksize=(1, 532, 830), chunktype=numpy.ndarray&gt;\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 2022-09-02T03:35:38.706000 ... 2023-09...\n",
" * y (y) float64 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n",
" * x (x) float64 5.95e+05 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n",
" spatial_ref int32 32648</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'NDVI'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 78</li><li><span class='xr-has-index'>y</span>: 532</li><li><span class='xr-has-index'>x</span>: 830</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-8cc33cf1-60f0-4249-a600-74e4fc7d6f01' class='xr-array-in' type='checkbox' checked><label for='section-8cc33cf1-60f0-4249-a600-74e4fc7d6f01' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(1, 532, 830), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
" <tr>\n",
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"\n",
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"\n",
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"\n",
" <!-- Horizontal lines -->\n",
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"\n",
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"\n",
" <!-- Horizontal lines -->\n",
" <line x1=\"32\" y1=\"22\" x2=\"152\" y2=\"22\" style=\"stroke-width:2\" />\n",
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"\n",
" <!-- Vertical lines -->\n",
" <line x1=\"32\" y1=\"22\" x2=\"32\" y2=\"99\" style=\"stroke-width:2\" />\n",
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"\n",
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"\n",
" <!-- Text -->\n",
" <text x=\"92.499846\" y=\"119.415509\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >830</text>\n",
" <text x=\"172.499846\" y=\"60.957678\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,172.499846,60.957678)\">532</text>\n",
" <text x=\"11.249923\" y=\"108.165586\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,11.249923,108.165586)\">78</text>\n",
"</svg>\n",
" </td>\n",
" </tr>\n",
"</table></div></div></li><li class='xr-section-item'><input id='section-77bea171-dede-4931-b591-749979ae3ac9' class='xr-section-summary-in' type='checkbox' checked><label for='section-77bea171-dede-4931-b591-749979ae3ac9' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-09-02T03:35:38.706000 ... 2...</div><input id='attrs-551af6d7-7cfc-432f-9c28-9c911405fa81' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-551af6d7-7cfc-432f-9c28-9c911405fa81' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-721e7cfa-d144-4621-83a9-d44ca29ec652' class='xr-var-data-in' type='checkbox'><label for='data-721e7cfa-d144-4621-83a9-d44ca29ec652' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>seconds since 1970-01-01 00:00:00</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2022-09-02T03:35:38.706000000&#x27;, &#x27;2022-09-07T03:35:28.392000000&#x27;,\n",
" &#x27;2022-09-12T03:35:36.984000000&#x27;, &#x27;2022-09-17T03:35:28.396000000&#x27;,\n",
" &#x27;2022-09-22T03:35:33.676000000&#x27;, &#x27;2022-09-27T03:35:26.885000000&#x27;,\n",
" &#x27;2022-10-02T03:35:33.797000000&#x27;, &#x27;2022-10-07T03:35:23.874000000&#x27;,\n",
" &#x27;2022-10-12T03:35:31.889000000&#x27;, &#x27;2022-10-17T03:35:25.895000000&#x27;,\n",
" &#x27;2022-10-22T03:35:28.478000000&#x27;, &#x27;2022-10-27T03:35:25.671000000&#x27;,\n",
" &#x27;2022-11-01T03:35:30.553000000&#x27;, &#x27;2022-11-06T03:35:24.840000000&#x27;,\n",
" &#x27;2022-11-11T03:35:30.080000000&#x27;, &#x27;2022-11-16T03:35:26.282000000&#x27;,\n",
" &#x27;2022-11-21T03:35:27.133000000&#x27;, &#x27;2022-11-26T03:35:25.806000000&#x27;,\n",
" &#x27;2022-12-01T03:35:26.747000000&#x27;, &#x27;2022-12-06T03:35:23.575000000&#x27;,\n",
" &#x27;2022-12-11T03:35:26.920000000&#x27;, &#x27;2022-12-16T03:35:24.874000000&#x27;,\n",
" &#x27;2022-12-21T03:35:24.727000000&#x27;, &#x27;2022-12-26T03:35:25.874000000&#x27;,\n",
" &#x27;2022-12-31T03:35:25.489000000&#x27;, &#x27;2023-01-05T03:35:26.328000000&#x27;,\n",
" &#x27;2023-01-10T03:35:24.897000000&#x27;, &#x27;2023-01-15T03:35:22.879000000&#x27;,\n",
" &#x27;2023-01-20T03:35:21.331000000&#x27;, &#x27;2023-01-25T03:35:24.561000000&#x27;,\n",
" &#x27;2023-01-30T03:35:24.703000000&#x27;, &#x27;2023-02-04T03:35:25.086000000&#x27;,\n",
" &#x27;2023-02-09T03:35:25.381000000&#x27;, &#x27;2023-02-14T03:35:24.987000000&#x27;,\n",
" &#x27;2023-02-24T03:35:26.862000000&#x27;, &#x27;2023-03-01T03:35:23.929000000&#x27;,\n",
" &#x27;2023-03-06T03:35:29.457000000&#x27;, &#x27;2023-03-11T03:35:21.972000000&#x27;,\n",
" &#x27;2023-03-16T03:35:30.684000000&#x27;, &#x27;2023-03-21T03:35:25.016000000&#x27;,\n",
" &#x27;2023-03-26T03:35:29.316000000&#x27;, &#x27;2023-03-31T03:35:24.882000000&#x27;,\n",
" &#x27;2023-04-05T03:35:29.667000000&#x27;, &#x27;2023-04-10T03:35:26.745000000&#x27;,\n",
" &#x27;2023-04-15T03:35:27.482000000&#x27;, &#x27;2023-04-20T03:35:25.073000000&#x27;,\n",
" &#x27;2023-04-25T03:35:28.492000000&#x27;, &#x27;2023-04-30T03:35:26.887000000&#x27;,\n",
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" &#x27;2023-07-04T03:35:31.975000000&#x27;, &#x27;2023-07-09T03:35:31.850000000&#x27;,\n",
" &#x27;2023-07-14T03:35:31.327000000&#x27;, &#x27;2023-07-19T03:35:30.791000000&#x27;,\n",
" &#x27;2023-07-24T03:35:32.589000000&#x27;, &#x27;2023-07-29T03:35:31.826000000&#x27;,\n",
" &#x27;2023-08-03T03:35:31.242000000&#x27;, &#x27;2023-08-08T03:35:31.056000000&#x27;,\n",
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" &#x27;2023-08-23T03:35:30.964000000&#x27;, &#x27;2023-08-28T03:35:32.323000000&#x27;,\n",
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" dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.072e+06 1.072e+06 ... 1.067e+06</div><input id='attrs-40c6666c-dcf3-4d1e-9cd8-66986c27ca1c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-40c6666c-dcf3-4d1e-9cd8-66986c27ca1c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ab3860ab-8b4e-42af-afb8-9244c3e7cd4c' class='xr-var-data-in' type='checkbox'><label for='data-ab3860ab-8b4e-42af-afb8-9244c3e7cd4c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-10.0</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd></dl></div><div class='xr-var-data'><pre>array([1072225., 1072215., 1072205., ..., 1066935., 1066925., 1066915.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.95e+05 5.95e+05 ... 6.033e+05</div><input id='attrs-6c2fdaa1-38b5-4518-a167-36e85e8bae0b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6c2fdaa1-38b5-4518-a167-36e85e8bae0b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-15954288-9f33-4899-a292-0e1286b647d7' class='xr-var-data-in' type='checkbox'><label for='data-15954288-9f33-4899-a292-0e1286b647d7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>10.0</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd></dl></div><div class='xr-var-data'><pre>array([594975., 594985., 594995., ..., 603245., 603255., 603265.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>32648</div><input id='attrs-b03154d3-593d-42cf-a7e9-e92784222106' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b03154d3-593d-42cf-a7e9-e92784222106' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-36c8e91c-5cac-41d9-b407-1f7553305cb7' class='xr-var-data-in' type='checkbox'><label for='data-36c8e91c-5cac-41d9-b407-1f7553305cb7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>spatial_ref :</span></dt><dd>PROJCS[&quot;WGS 84 / UTM zone 48N&quot;,GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]],PROJECTION[&quot;Transverse_Mercator&quot;],PARAMETER[&quot;latitude_of_origin&quot;,0],PARAMETER[&quot;central_meridian&quot;,105],PARAMETER[&quot;scale_factor&quot;,0.9996],PARAMETER[&quot;false_easting&quot;,500000],PARAMETER[&quot;false_northing&quot;,0],UNIT[&quot;metre&quot;,1,AUTHORITY[&quot;EPSG&quot;,&quot;9001&quot;]],AXIS[&quot;Easting&quot;,EAST],AXIS[&quot;Northing&quot;,NORTH],AUTHORITY[&quot;EPSG&quot;,&quot;32648&quot;]]</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd></dl></div><div class='xr-var-data'><pre>array(32648, dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4066f735-82e8-4111-af0c-54968a0fdc36' class='xr-section-summary-in' type='checkbox' ><label for='section-4066f735-82e8-4111-af0c-54968a0fdc36' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-6ca67e49-fdd5-4a3a-ad37-03aea34fa4d8' class='xr-index-data-in' type='checkbox'/><label for='index-6ca67e49-fdd5-4a3a-ad37-03aea34fa4d8' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2022-09-02 03:35:38.706000&#x27;, &#x27;2022-09-07 03:35:28.392000&#x27;,\n",
" &#x27;2022-09-12 03:35:36.984000&#x27;, &#x27;2022-09-17 03:35:28.396000&#x27;,\n",
" &#x27;2022-09-22 03:35:33.676000&#x27;, &#x27;2022-09-27 03:35:26.885000&#x27;,\n",
" &#x27;2022-10-02 03:35:33.797000&#x27;, &#x27;2022-10-07 03:35:23.874000&#x27;,\n",
" &#x27;2022-10-12 03:35:31.889000&#x27;, &#x27;2022-10-17 03:35:25.895000&#x27;,\n",
" &#x27;2022-10-22 03:35:28.478000&#x27;, &#x27;2022-10-27 03:35:25.671000&#x27;,\n",
" &#x27;2022-11-01 03:35:30.553000&#x27;, &#x27;2022-11-06 03:35:24.840000&#x27;,\n",
" &#x27;2022-11-11 03:35:30.080000&#x27;, &#x27;2022-11-16 03:35:26.282000&#x27;,\n",
" &#x27;2022-11-21 03:35:27.133000&#x27;, &#x27;2022-11-26 03:35:25.806000&#x27;,\n",
" &#x27;2022-12-01 03:35:26.747000&#x27;, &#x27;2022-12-06 03:35:23.575000&#x27;,\n",
" &#x27;2022-12-11 03:35:26.920000&#x27;, &#x27;2022-12-16 03:35:24.874000&#x27;,\n",
" &#x27;2022-12-21 03:35:24.727000&#x27;, &#x27;2022-12-26 03:35:25.874000&#x27;,\n",
" &#x27;2022-12-31 03:35:25.489000&#x27;, &#x27;2023-01-05 03:35:26.328000&#x27;,\n",
" &#x27;2023-01-10 03:35:24.897000&#x27;, &#x27;2023-01-15 03:35:22.879000&#x27;,\n",
" &#x27;2023-01-20 03:35:21.331000&#x27;, &#x27;2023-01-25 03:35:24.561000&#x27;,\n",
" &#x27;2023-01-30 03:35:24.703000&#x27;, &#x27;2023-02-04 03:35:25.086000&#x27;,\n",
" &#x27;2023-02-09 03:35:25.381000&#x27;, &#x27;2023-02-14 03:35:24.987000&#x27;,\n",
" &#x27;2023-02-24 03:35:26.862000&#x27;, &#x27;2023-03-01 03:35:23.929000&#x27;,\n",
" &#x27;2023-03-06 03:35:29.457000&#x27;, &#x27;2023-03-11 03:35:21.972000&#x27;,\n",
" &#x27;2023-03-16 03:35:30.684000&#x27;, &#x27;2023-03-21 03:35:25.016000&#x27;,\n",
" &#x27;2023-03-26 03:35:29.316000&#x27;, &#x27;2023-03-31 03:35:24.882000&#x27;,\n",
" &#x27;2023-04-05 03:35:29.667000&#x27;, &#x27;2023-04-10 03:35:26.745000&#x27;,\n",
" &#x27;2023-04-15 03:35:27.482000&#x27;, &#x27;2023-04-20 03:35:25.073000&#x27;,\n",
" &#x27;2023-04-25 03:35:28.492000&#x27;, &#x27;2023-04-30 03:35:26.887000&#x27;,\n",
" &#x27;2023-05-05 03:35:29.183000&#x27;, &#x27;2023-05-10 03:35:26.031000&#x27;,\n",
" &#x27;2023-05-15 03:35:30.428000&#x27;, &#x27;2023-05-20 03:35:28.932000&#x27;,\n",
" &#x27;2023-05-25 03:35:31.398000&#x27;, &#x27;2023-05-30 03:35:30.380000&#x27;,\n",
" &#x27;2023-06-04 03:35:30.790000&#x27;, &#x27;2023-06-09 03:35:30.281000&#x27;,\n",
" &#x27;2023-06-14 03:35:31.608000&#x27;, &#x27;2023-06-19 03:35:30.646000&#x27;,\n",
" &#x27;2023-06-24 03:35:30.720000&#x27;, &#x27;2023-06-29 03:35:30.713000&#x27;,\n",
" &#x27;2023-07-04 03:35:31.975000&#x27;, &#x27;2023-07-09 03:35:31.850000&#x27;,\n",
" &#x27;2023-07-14 03:35:31.327000&#x27;, &#x27;2023-07-19 03:35:30.791000&#x27;,\n",
" &#x27;2023-07-24 03:35:32.589000&#x27;, &#x27;2023-07-29 03:35:31.826000&#x27;,\n",
" &#x27;2023-08-03 03:35:31.242000&#x27;, &#x27;2023-08-08 03:35:31.056000&#x27;,\n",
" &#x27;2023-08-13 03:35:32.189000&#x27;, &#x27;2023-08-18 03:35:32.563000&#x27;,\n",
" &#x27;2023-08-23 03:35:30.964000&#x27;, &#x27;2023-08-28 03:35:32.323000&#x27;,\n",
" &#x27;2023-09-02 03:35:31.370000&#x27;, &#x27;2023-09-07 03:35:31.878000&#x27;,\n",
" &#x27;2023-09-12 03:35:30.073000&#x27;, &#x27;2023-09-17 03:35:30.006000&#x27;,\n",
" &#x27;2023-09-22 03:35:30.187000&#x27;, &#x27;2023-09-27 03:35:28.858000&#x27;],\n",
" dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-8aabb03a-d5c1-448a-a960-273dfb5de9ea' class='xr-index-data-in' type='checkbox'/><label for='index-8aabb03a-d5c1-448a-a960-273dfb5de9ea' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1072225.0, 1072215.0, 1072205.0, 1072195.0, 1072185.0, 1072175.0,\n",
" 1072165.0, 1072155.0, 1072145.0, 1072135.0,\n",
" ...\n",
" 1067005.0, 1066995.0, 1066985.0, 1066975.0, 1066965.0, 1066955.0,\n",
" 1066945.0, 1066935.0, 1066925.0, 1066915.0],\n",
" dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=532))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9894d75a-1334-4ebd-bbcb-90c5e8369399' class='xr-index-data-in' type='checkbox'/><label for='index-9894d75a-1334-4ebd-bbcb-90c5e8369399' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([594975.0, 594985.0, 594995.0, 595005.0, 595015.0, 595025.0, 595035.0,\n",
" 595045.0, 595055.0, 595065.0,\n",
" ...\n",
" 603175.0, 603185.0, 603195.0, 603205.0, 603215.0, 603225.0, 603235.0,\n",
" 603245.0, 603255.0, 603265.0],\n",
" dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=830))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f0281202-aee6-4a9f-be34-717d3a0e125c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f0281202-aee6-4a9f-be34-717d3a0e125c' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.DataArray 'NDVI' (time: 78, y: 532, x: 830)>\n",
"dask.array<truediv, shape=(78, 532, 830), dtype=float32, chunksize=(1, 532, 830), chunktype=numpy.ndarray>\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 2022-09-02T03:35:38.706000 ... 2023-09...\n",
" * y (y) float64 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n",
" * x (x) float64 5.95e+05 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n",
" spatial_ref int32 32648"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Tiến hành tính toán NDVI\n",
"ds1 = calculate_indices(result, index='NDVI', satellite_mission='s2')\n",
"ndvi = ds1[\"NDVI\"]\n",
"display(ndvi)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "bb7a152b-89e5-4c18-9103-6a9f6708bd80",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 49.3 ms, sys: 3.67 ms, total: 53 ms\n",
"Wall time: 50.8 ms\n"
]
},
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "82037abfb3cb44cc9898e83e70b9ec90",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"VBox()"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%%time\n",
"## tính ndvi theo tháng\n",
"average_ndvi = ndvi.resample(time='1M').mean().persist()\n",
"progress(average_ndvi)"
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "47fc921b-bcb6-463f-bdaf-a5a82970a73e",
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"# compute average_ndvi\n",
"average_ndvi = average_ndvi.compute()"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "9b989a28-1524-471b-9a2b-51df2319620e",
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"# cấu hình vh vv file\n",
"name_vh = \"ThuanHoa/ThuanHoa_VH.tif\"\n",
"name_vv = \"ThuanHoa/ThuanHoa_VV.tif\"\n",
"\n",
"# load dữ liệu sen1\n",
"dsvh, dsvv = load_sen1(name_vh, name_vv)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "03c47481-7ef9-4efe-ae0a-7845595c2671",
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"from sklearn.preprocessing import PolynomialFeatures\n",
"from sklearn.linear_model import LinearRegression\n",
"from sklearn.ensemble import RandomForestRegressor\n"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "07acfddc-ab36-4ef4-9e72-d984f2180eb0",
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"mask = ~np.isnan(average_ndvi)\n",
"X_train = np.stack([dsvh.values[mask], dsvv.values[mask]], axis=1)\n",
"y_train = average_ndvi.values[mask]"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "876d87da-9121-4ef2-a41b-f647e0175689",
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/html": [
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],
"text/plain": [
"LinearRegression()"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"model = LinearRegression()\n",
"model.fit(X_train, y_train)"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "854abc28-a490-4858-8951-03fd257c92e6",
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"X_pred = np.stack([dsvh.values[~mask], dsvv.values[~mask]], axis=1)\n",
"average_ndvi.values[~mask] = model.predict(X_pred)"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "86f42685-0db7-4253-b02a-41df237ae4df",
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"average_ndvi_filled = xr.DataArray(average_ndvi, dims=average_ndvi.dims)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "991620c2-b81d-4edb-9308-e526be9cf4ff",
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7f98415e2560>"
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(average_ndvi_filled.isel(time=1))"
]
},
{
"cell_type": "code",
"execution_count": 19,
"id": "182e5d3f-5d1b-4476-90a7-8aff95c7c873",
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7f9842320430>"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(average_ndvi.isel(time=1))"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "7322812d-ba2a-4a82-a43d-cfd5f46a164d",
"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": "3.10.12"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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