From 0948288f29640a128adaf83d1721405e6817f063 Mon Sep 17 00:00:00 2001 From: Milena Date: Mon, 2 Sep 2024 16:54:41 -0300 Subject: [PATCH] =?UTF-8?q?atualiza=C3=A7=C3=A3o?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- .../projeto_leticia_vidal-checkpoint.ipynb | 99 +- exercicios/projeto-guiado/clima.db | Bin 929792 -> 958464 bytes .../projeto_leticia_vidal.ipynb | 155 +- .../projeto-guiado/projeto_milena.ipynb | 3717 +++++++++++++++++ 4 files changed, 3853 insertions(+), 118 deletions(-) create mode 100644 exercicios/projeto-guiado/projeto_milena.ipynb diff --git a/exercicios/projeto-guiado/.ipynb_checkpoints/projeto_leticia_vidal-checkpoint.ipynb b/exercicios/projeto-guiado/.ipynb_checkpoints/projeto_leticia_vidal-checkpoint.ipynb index 77ef631..7ee5990 100644 --- a/exercicios/projeto-guiado/.ipynb_checkpoints/projeto_leticia_vidal-checkpoint.ipynb +++ b/exercicios/projeto-guiado/.ipynb_checkpoints/projeto_leticia_vidal-checkpoint.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -13,16 +13,33 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 9, "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "FileNotFoundError", + "evalue": "[Errno 2] No such file or directory: 'INMET_MS_ITAQUIRAI_2020.CSV'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mFileNotFoundError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[1;32mIn[9], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m df \u001b[38;5;241m=\u001b[39m \u001b[43mpd\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mread_csv\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mINMET_MS_ITAQUIRAI_2020.CSV\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdelimiter\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43m;\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mskiprows\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m9\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mencoding\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mlatin1\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m)\u001b[49m\n", + "File \u001b[1;32mc:\\Users\\Milena\\AppData\\Local\\Programs\\Python\\Python310\\lib\\site-packages\\pandas\\io\\parsers\\readers.py:1026\u001b[0m, in \u001b[0;36mread_csv\u001b[1;34m(filepath_or_buffer, sep, delimiter, header, names, index_col, usecols, dtype, engine, converters, true_values, false_values, skipinitialspace, skiprows, skipfooter, nrows, na_values, keep_default_na, na_filter, verbose, skip_blank_lines, parse_dates, infer_datetime_format, keep_date_col, date_parser, date_format, dayfirst, cache_dates, iterator, chunksize, compression, thousands, decimal, lineterminator, quotechar, quoting, doublequote, escapechar, comment, encoding, encoding_errors, dialect, on_bad_lines, delim_whitespace, low_memory, memory_map, float_precision, storage_options, dtype_backend)\u001b[0m\n\u001b[0;32m 1013\u001b[0m kwds_defaults \u001b[38;5;241m=\u001b[39m _refine_defaults_read(\n\u001b[0;32m 1014\u001b[0m dialect,\n\u001b[0;32m 1015\u001b[0m delimiter,\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 1022\u001b[0m dtype_backend\u001b[38;5;241m=\u001b[39mdtype_backend,\n\u001b[0;32m 1023\u001b[0m )\n\u001b[0;32m 1024\u001b[0m kwds\u001b[38;5;241m.\u001b[39mupdate(kwds_defaults)\n\u001b[1;32m-> 1026\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m_read\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfilepath_or_buffer\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[1;32mc:\\Users\\Milena\\AppData\\Local\\Programs\\Python\\Python310\\lib\\site-packages\\pandas\\io\\parsers\\readers.py:620\u001b[0m, in \u001b[0;36m_read\u001b[1;34m(filepath_or_buffer, kwds)\u001b[0m\n\u001b[0;32m 617\u001b[0m _validate_names(kwds\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mnames\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;28;01mNone\u001b[39;00m))\n\u001b[0;32m 619\u001b[0m \u001b[38;5;66;03m# Create the parser.\u001b[39;00m\n\u001b[1;32m--> 620\u001b[0m parser \u001b[38;5;241m=\u001b[39m TextFileReader(filepath_or_buffer, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwds)\n\u001b[0;32m 622\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m chunksize \u001b[38;5;129;01mor\u001b[39;00m iterator:\n\u001b[0;32m 623\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m parser\n", + "File \u001b[1;32mc:\\Users\\Milena\\AppData\\Local\\Programs\\Python\\Python310\\lib\\site-packages\\pandas\\io\\parsers\\readers.py:1620\u001b[0m, in \u001b[0;36mTextFileReader.__init__\u001b[1;34m(self, f, engine, **kwds)\u001b[0m\n\u001b[0;32m 1617\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39moptions[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mhas_index_names\u001b[39m\u001b[38;5;124m\"\u001b[39m] \u001b[38;5;241m=\u001b[39m kwds[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mhas_index_names\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[0;32m 1619\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mhandles: IOHandles \u001b[38;5;241m|\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[1;32m-> 1620\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_engine \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_make_engine\u001b[49m\u001b[43m(\u001b[49m\u001b[43mf\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mengine\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[1;32mc:\\Users\\Milena\\AppData\\Local\\Programs\\Python\\Python310\\lib\\site-packages\\pandas\\io\\parsers\\readers.py:1880\u001b[0m, in \u001b[0;36mTextFileReader._make_engine\u001b[1;34m(self, f, engine)\u001b[0m\n\u001b[0;32m 1878\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mb\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m mode:\n\u001b[0;32m 1879\u001b[0m mode \u001b[38;5;241m+\u001b[39m\u001b[38;5;241m=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mb\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m-> 1880\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mhandles \u001b[38;5;241m=\u001b[39m \u001b[43mget_handle\u001b[49m\u001b[43m(\u001b[49m\n\u001b[0;32m 1881\u001b[0m \u001b[43m \u001b[49m\u001b[43mf\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1882\u001b[0m \u001b[43m \u001b[49m\u001b[43mmode\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1883\u001b[0m \u001b[43m \u001b[49m\u001b[43mencoding\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mencoding\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1884\u001b[0m \u001b[43m \u001b[49m\u001b[43mcompression\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mcompression\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1885\u001b[0m \u001b[43m \u001b[49m\u001b[43mmemory_map\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mmemory_map\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1886\u001b[0m \u001b[43m \u001b[49m\u001b[43mis_text\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mis_text\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1887\u001b[0m \u001b[43m \u001b[49m\u001b[43merrors\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mencoding_errors\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mstrict\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1888\u001b[0m \u001b[43m \u001b[49m\u001b[43mstorage_options\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mstorage_options\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1889\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 1890\u001b[0m \u001b[38;5;28;01massert\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mhandles \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[0;32m 1891\u001b[0m f \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mhandles\u001b[38;5;241m.\u001b[39mhandle\n", + "File \u001b[1;32mc:\\Users\\Milena\\AppData\\Local\\Programs\\Python\\Python310\\lib\\site-packages\\pandas\\io\\common.py:873\u001b[0m, in \u001b[0;36mget_handle\u001b[1;34m(path_or_buf, mode, encoding, compression, memory_map, is_text, errors, storage_options)\u001b[0m\n\u001b[0;32m 868\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(handle, \u001b[38;5;28mstr\u001b[39m):\n\u001b[0;32m 869\u001b[0m \u001b[38;5;66;03m# Check whether the filename is to be opened in binary mode.\u001b[39;00m\n\u001b[0;32m 870\u001b[0m \u001b[38;5;66;03m# Binary mode does not support 'encoding' and 'newline'.\u001b[39;00m\n\u001b[0;32m 871\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m ioargs\u001b[38;5;241m.\u001b[39mencoding \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mb\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m ioargs\u001b[38;5;241m.\u001b[39mmode:\n\u001b[0;32m 872\u001b[0m \u001b[38;5;66;03m# Encoding\u001b[39;00m\n\u001b[1;32m--> 873\u001b[0m handle \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mopen\u001b[39;49m\u001b[43m(\u001b[49m\n\u001b[0;32m 874\u001b[0m \u001b[43m \u001b[49m\u001b[43mhandle\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 875\u001b[0m \u001b[43m \u001b[49m\u001b[43mioargs\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmode\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 876\u001b[0m \u001b[43m \u001b[49m\u001b[43mencoding\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mioargs\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mencoding\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 877\u001b[0m \u001b[43m \u001b[49m\u001b[43merrors\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43merrors\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 878\u001b[0m \u001b[43m \u001b[49m\u001b[43mnewline\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 879\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 880\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m 881\u001b[0m \u001b[38;5;66;03m# Binary mode\u001b[39;00m\n\u001b[0;32m 882\u001b[0m handle \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mopen\u001b[39m(handle, ioargs\u001b[38;5;241m.\u001b[39mmode)\n", + "\u001b[1;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: 'INMET_MS_ITAQUIRAI_2020.CSV'" + ] + } + ], "source": [ "df = pd.read_csv('INMET_MS_ITAQUIRAI_2020.CSV', delimiter=';', skiprows=8, encoding='latin1')" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -62,7 +79,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -339,7 +356,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -623,7 +640,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -632,7 +649,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1035,7 +1052,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1065,7 +1082,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1085,7 +1102,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1233,7 +1250,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1246,7 +1263,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1275,7 +1292,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1287,7 +1304,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1316,7 +1333,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1325,7 +1342,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1578,7 +1595,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1587,7 +1604,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1596,7 +1613,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1849,7 +1866,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1858,7 +1875,7 @@ 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", 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" ] @@ -4007,7 +4008,7 @@ }, { "cell_type": "code", - "execution_count": 41, + "execution_count": 39, "metadata": {}, "outputs": [ { @@ -4114,7 +4115,7 @@ "[8784 rows x 10 columns]>" ] }, - "execution_count": 41, + "execution_count": 39, "metadata": {}, "output_type": "execute_result" } @@ -4127,7 +4128,7 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": 40, "metadata": {}, "outputs": [ { @@ -4136,7 +4137,7 @@ "8784" ] }, - "execution_count": 43, + "execution_count": 40, "metadata": {}, "output_type": "execute_result" } @@ -4153,7 +4154,7 @@ }, { "cell_type": "code", - "execution_count": 49, + "execution_count": 41, "metadata": {}, "outputs": [ { @@ -4432,7 +4433,7 @@ "[8784 rows x 11 columns]" ] }, - "execution_count": 49, + "execution_count": 41, "metadata": {}, "output_type": "execute_result" } @@ -4468,7 +4469,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.12" + "version": "3.10.0" } }, "nbformat": 4, diff --git a/exercicios/projeto-guiado/projeto_milena.ipynb b/exercicios/projeto-guiado/projeto_milena.ipynb new file mode 100644 index 0000000..2ad89df --- /dev/null +++ b/exercicios/projeto-guiado/projeto_milena.ipynb @@ -0,0 +1,3717 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Análise de Dados Básica" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Objetivo:**\n", + "Este projeto visa guiar as alunas no processo completo de análise de dados, desde a extração e tratamento até a análise e visualização, culminando na persistência dos resultados em um banco de dados SQLite. As alunas aprenderão a usar ferramentas e técnicas básicas de SQL, manipulação de dados com Pandas, e visualização com Matplotlib." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Estrutura do Projeto" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "1. **Extração de Dados:** \n", + " - Inicie o projeto extraindo dados de um arquivo CSV." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "df = pd.read_csv('INMET_MS_ITAQUIRAI_2020.CSV', delimiter=';', skiprows=8, encoding='latin1')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "2. **Inspeção Inicial:**\n", + " - Revise o conteúdo dos dados extraídos, observando as primeiras e últimas linhas, a forma e a descrição geral dos dados, e os tipos de dados." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DataHora UTCPRECIPITAÇÃO TOTAL, HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (gr) (° (gr))VENTO, VELOCIDADE HORARIA (m/s)
02020/01/010000 UTC.623.122.697.0011.01.9
12020/01/010100 UTC023.721.788.02.910.01.3
22020/01/010200 UTC02421.888.01.6345.0.6
32020/01/010300 UTC024.321.483.0.6332.01.5
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" + ], + "text/plain": [ + " Data Hora UTC PRECIPITAÇÃO TOTAL, HORÁRIO (mm) \\\n", + "0 2020/01/01 0000 UTC .6 \n", + "1 2020/01/01 0100 UTC 0 \n", + "2 2020/01/01 0200 UTC 0 \n", + "3 2020/01/01 0300 UTC 0 \n", + "4 2020/01/01 0400 UTC 0 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "0 23.1 \n", + "1 23.7 \n", + "2 24 \n", + "3 24.3 \n", + "4 23.8 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) UMIDADE RELATIVA DO AR, HORARIA (%) \\\n", + "0 22.6 97.0 \n", + "1 21.7 88.0 \n", + "2 21.8 88.0 \n", + "3 21.4 83.0 \n", + "4 21.7 89.0 \n", + "\n", + " RADIACAO GLOBAL (Kj/m²) VENTO, DIREÇÃO HORARIA (gr) (° (gr)) \\\n", + "0 0 11.0 \n", + "1 2.9 10.0 \n", + "2 1.6 345.0 \n", + "3 .6 332.0 \n", + "4 0 316.0 \n", + "\n", + " VENTO, VELOCIDADE HORARIA (m/s) \n", + "0 1.9 \n", + "1 1.3 \n", + "2 .6 \n", + "3 1.5 \n", + "4 .2 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = df[['Data','Hora UTC','PRECIPITAÇÃO TOTAL, HORÁRIO (mm)', 'TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)','TEMPERATURA DO PONTO DE ORVALHO (°C)','UMIDADE RELATIVA DO AR, HORARIA (%)', 'RADIACAO GLOBAL (Kj/m²)', 'VENTO, DIREÇÃO HORARIA (gr) (° (gr))' ,'VENTO, VELOCIDADE HORARIA (m/s)']]\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(8784, 9)" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "df = df.drop_duplicates()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(8784, 9)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Conferir se há linhas duplicadas\n", + "df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 0.97\n", + "1 0.88\n", + "2 0.88\n", + "3 0.83\n", + "4 0.89\n", + " ... \n", + "8779 0.97\n", + "8780 0.91\n", + "8781 0.89\n", + "8782 0.88\n", + "8783 0.94\n", + "Name: UMIDADE RELATIVA DO AR, HORARIA (%), Length: 8784, dtype: float64" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Normalização da umidade do ar, horaria (%)\n", + "df['UMIDADE RELATIVA DO AR, HORARIA (%)'] = (df['UMIDADE RELATIVA DO AR, HORARIA (%)'] - df['UMIDADE RELATIVA DO AR, HORARIA (%)'].min()) / (df['UMIDADE RELATIVA DO AR, HORARIA (%)'].max() - df['UMIDADE RELATIVA DO AR, HORARIA (%)'].min())\n", + "\n", + "df['UMIDADE RELATIVA DO AR, HORARIA (%)']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "2. **Renomeação e Ajuste de Colunas:**\n", + " - Renomeie colunas e ajuste os tipos de dados conforme necessário para garantir a consistência e clareza." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DataHora UTCPRECIPITAÇÃO TOTAL/HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (°gr)VENTO, VELOCIDADE HORARIA (m/s)
02020/01/010000 UTC.623.122.60.97011.01.9
12020/01/010100 UTC023.721.70.882.910.01.3
22020/01/010200 UTC02421.80.881.6345.0.6
32020/01/010300 UTC024.321.40.83.6332.01.5
42020/01/010400 UTC023.821.70.890316.0.2
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" + ], + "text/plain": [ + " Data Hora UTC PRECIPITAÇÃO TOTAL/HORÁRIO (mm) \\\n", + "0 2020/01/01 0000 UTC .6 \n", + "1 2020/01/01 0100 UTC 0 \n", + "2 2020/01/01 0200 UTC 0 \n", + "3 2020/01/01 0300 UTC 0 \n", + "4 2020/01/01 0400 UTC 0 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "0 23.1 \n", + "1 23.7 \n", + "2 24 \n", + "3 24.3 \n", + "4 23.8 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) UMIDADE RELATIVA DO AR, HORARIA (%) \\\n", + "0 22.6 0.97 \n", + "1 21.7 0.88 \n", + "2 21.8 0.88 \n", + "3 21.4 0.83 \n", + "4 21.7 0.89 \n", + "\n", + " RADIACAO GLOBAL (Kj/m²) VENTO, DIREÇÃO HORARIA (°gr) \\\n", + "0 0 11.0 \n", + "1 2.9 10.0 \n", + "2 1.6 345.0 \n", + "3 .6 332.0 \n", + "4 0 316.0 \n", + "\n", + " VENTO, VELOCIDADE HORARIA (m/s) \n", + "0 1.9 \n", + "1 1.3 \n", + "2 .6 \n", + "3 1.5 \n", + "4 .2 " + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = df.rename(columns={\n", + " 'PRECIPITAÇÃO TOTAL, HORÁRIO (mm)' : 'PRECIPITAÇÃO TOTAL/HORÁRIO (mm)',\n", + " 'VENTO, DIREÇÃO HORARIA (gr) (° (gr))' : 'VENTO, DIREÇÃO HORARIA (°gr)'\n", + "})\n", + "\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Data object\n", + "Hora UTC object\n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) object\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) object\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) object\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) float64\n", + "RADIACAO GLOBAL (Kj/m²) object\n", + "VENTO, DIREÇÃO HORARIA (°gr) float64\n", + "VENTO, VELOCIDADE HORARIA (m/s) object\n", + "dtype: object" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.dtypes" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "coluna_objeto = df.select_dtypes(include = ['object']).columns\n", + "coluna_objeto = coluna_objeto.drop(['Data','Hora UTC'])\n", + "for coluna in coluna_objeto:\n", + " df[coluna] = pd.to_numeric(df[coluna], errors='coerce')" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Data object\n", + "Hora UTC object\n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) float64\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) float64\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) float64\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) float64\n", + "RADIACAO GLOBAL (Kj/m²) float64\n", + "VENTO, DIREÇÃO HORARIA (°gr) float64\n", + "VENTO, VELOCIDADE HORARIA (m/s) float64\n", + "dtype: object" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.dtypes" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "3. **Transformações e Criação de Novas Colunas:**\n", + " - Realize transformações relevantes nos dados, como criar novas colunas derivadas de outras existentes." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "#Variavel que transfora a coluna data para o tipo data\n", + "df_data = pd.to_datetime(df['Data'])" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "#Alterando o formato da data\n", + "df['Data'] = df_data.dt.strftime('%d/%m/%Y')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "#Modificando o formato da hora e removendo UTC\n", + "df['Hora UTC'] = pd.to_datetime(df['Hora UTC'], format='%H%M UTC', errors='coerce').dt.strftime('%H:%M')" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "#Acescentando uma coluna data e hora\n", + "df['Data e Hora'] = df['Data'] + ' ' + df['Hora UTC']" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "df['Data e Hora'] = pd.to_datetime(df['Data e Hora'],errors='coerce')" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\Milena\\AppData\\Local\\Temp\\ipykernel_21272\\1060577189.py:2: UserWarning: Parsing dates in %d/%m/%Y %H:%M format when dayfirst=False (the default) was specified. Pass `dayfirst=True` or specify a format to silence this warning.\n", + " df['Data e Hora BR'] = pd.to_datetime(df['Data e Hora BR'], errors = 'coerce')\n" + ] + } + ], + "source": [ + "df['Data e Hora BR'] = df['Data e Hora'].dt.tz_localize('UTC').dt.tz_convert('America/Sao_Paulo').dt.strftime('%d/%m/%Y %H:%M')\n", + "df['Data e Hora BR'] = pd.to_datetime(df['Data e Hora BR'], errors = 'coerce')" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\Milena\\AppData\\Local\\Temp\\ipykernel_21272\\1080264944.py:2: UserWarning: Could not infer format, so each element will be parsed individually, falling back to `dateutil`. To ensure parsing is consistent and as-expected, please specify a format.\n", + " df['Hora UTC'] = pd.to_datetime(df['Hora UTC'], errors = 'coerce')\n" + ] + } + ], + "source": [ + "df['Data'] = pd.to_datetime(df['Data'], errors = 'coerce')\n", + "df['Hora UTC'] = pd.to_datetime(df['Hora UTC'], errors = 'coerce')" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DataHora UTCData e HoraData e Hora BRPRECIPITAÇÃO TOTAL/HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (°gr)VENTO, VELOCIDADE HORARIA (m/s)
02020-01-012024-09-02 00:00:002020-01-01 00:00:0031/12/2019 21:000.623.122.60.970.011.01.9
12020-01-012024-09-02 01:00:002020-01-01 01:00:0031/12/2019 22:000.023.721.70.882.910.01.3
22020-01-012024-09-02 02:00:002020-01-01 02:00:0031/12/2019 23:000.024.021.80.881.6345.00.6
32020-01-012024-09-02 03:00:002020-01-01 03:00:0001/01/2020 00:000.024.321.40.830.6332.01.5
42020-01-012024-09-02 04:00:002020-01-01 04:00:0001/01/2020 01:000.023.821.70.890.0316.00.2
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" + ], + "text/plain": [ + " Data Hora UTC Data e Hora Data e Hora BR \\\n", + "0 2020-01-01 2024-09-02 00:00:00 2020-01-01 00:00:00 31/12/2019 21:00 \n", + "1 2020-01-01 2024-09-02 01:00:00 2020-01-01 01:00:00 31/12/2019 22:00 \n", + "2 2020-01-01 2024-09-02 02:00:00 2020-01-01 02:00:00 31/12/2019 23:00 \n", + "3 2020-01-01 2024-09-02 03:00:00 2020-01-01 03:00:00 01/01/2020 00:00 \n", + "4 2020-01-01 2024-09-02 04:00:00 2020-01-01 04:00:00 01/01/2020 01:00 \n", + "\n", + " PRECIPITAÇÃO TOTAL/HORÁRIO (mm) \\\n", + "0 0.6 \n", + "1 0.0 \n", + "2 0.0 \n", + "3 0.0 \n", + "4 0.0 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "0 23.1 \n", + "1 23.7 \n", + "2 24.0 \n", + "3 24.3 \n", + "4 23.8 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) UMIDADE RELATIVA DO AR, HORARIA (%) \\\n", + "0 22.6 0.97 \n", + "1 21.7 0.88 \n", + "2 21.8 0.88 \n", + "3 21.4 0.83 \n", + "4 21.7 0.89 \n", + "\n", + " RADIACAO GLOBAL (Kj/m²) VENTO, DIREÇÃO HORARIA (°gr) \\\n", + "0 0.0 11.0 \n", + "1 2.9 10.0 \n", + "2 1.6 345.0 \n", + "3 0.6 332.0 \n", + "4 0.0 316.0 \n", + "\n", + " VENTO, VELOCIDADE HORARIA (m/s) \n", + "0 1.9 \n", + "1 1.3 \n", + "2 0.6 \n", + "3 1.5 \n", + "4 0.2 " + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = df[['Data','Hora UTC','Data e Hora','Data e Hora BR','PRECIPITAÇÃO TOTAL/HORÁRIO (mm)','TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)','TEMPERATURA DO PONTO DE ORVALHO (°C)','UMIDADE RELATIVA DO AR, HORARIA (%)','RADIACAO GLOBAL (Kj/m²)','VENTO, DIREÇÃO HORARIA (°gr)','VENTO, VELOCIDADE HORARIA (m/s)']]\n", + "df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### **Análise de Dados**" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "1. **Geração de Insights Estatísticos:**\n", + " - Utilize técnicas estatísticas para entender os dados, como calcular somas, médias e identificar valores máximos e mínimos." + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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countmeanmin25%50%75%maxstd
Data34562020-06-21 20:00:002020-01-01 00:00:002020-03-27 00:00:002020-06-21 12:00:002020-09-16 18:00:002020-12-12 00:00:00NaN
Hora UTC87842024-09-02 11:30:002024-09-02 00:00:002024-09-02 05:45:002024-09-02 11:30:002024-09-02 17:15:002024-09-02 23:00:00NaN
Data e Hora34562020-06-22 07:30:00.0000002562020-01-01 00:00:002020-03-27 05:45:002020-06-21 23:30:002020-09-17 11:15:002020-12-12 23:00:00NaN
PRECIPITAÇÃO TOTAL/HORÁRIO (mm)8784.00.151480.00.00.00.044.81.375679
TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)8784.023.1728370.019.523.127.140.65.725963
TEMPERATURA DO PONTO DE ORVALHO (°C)8784.015.2014230.012.416.019.325.85.592551
UMIDADE RELATIVA DO AR, HORARIA (%)8784.00.6327250.00.490.670.821.00.241409
RADIACAO GLOBAL (Kj/m²)8784.0759.3340280.00.023.11434.254085.41077.034129
VENTO, DIREÇÃO HORARIA (°gr)8784.0184.8894580.0133.0171.0254.0360.081.784719
VENTO, VELOCIDADE HORARIA (m/s)8784.01.9394470.00.91.82.811.91.405233
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" + ], + "text/plain": [ + " count \\\n", + "Data 3456 \n", + "Hora UTC 8784 \n", + "Data e Hora 3456 \n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) 8784.0 \n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 8784.0 \n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 8784.0 \n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 8784.0 \n", + "RADIACAO GLOBAL (Kj/m²) 8784.0 \n", + "VENTO, DIREÇÃO HORARIA (°gr) 8784.0 \n", + "VENTO, VELOCIDADE HORARIA (m/s) 8784.0 \n", + "\n", + " mean \\\n", + "Data 2020-06-21 20:00:00 \n", + "Hora UTC 2024-09-02 11:30:00 \n", + "Data e Hora 2020-06-22 07:30:00.000000256 \n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) 0.15148 \n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 23.172837 \n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 15.201423 \n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 0.632725 \n", + "RADIACAO GLOBAL (Kj/m²) 759.334028 \n", + "VENTO, DIREÇÃO HORARIA (°gr) 184.889458 \n", + "VENTO, VELOCIDADE HORARIA (m/s) 1.939447 \n", + "\n", + " min \\\n", + "Data 2020-01-01 00:00:00 \n", + "Hora UTC 2024-09-02 00:00:00 \n", + "Data e Hora 2020-01-01 00:00:00 \n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) 0.0 \n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 0.0 \n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 0.0 \n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 0.0 \n", + "RADIACAO GLOBAL (Kj/m²) 0.0 \n", + "VENTO, DIREÇÃO HORARIA (°gr) 0.0 \n", + "VENTO, VELOCIDADE HORARIA (m/s) 0.0 \n", + "\n", + " 25% \\\n", + "Data 2020-03-27 00:00:00 \n", + "Hora UTC 2024-09-02 05:45:00 \n", + "Data e Hora 2020-03-27 05:45:00 \n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) 0.0 \n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 19.5 \n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 12.4 \n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 0.49 \n", + "RADIACAO GLOBAL (Kj/m²) 0.0 \n", + "VENTO, DIREÇÃO HORARIA (°gr) 133.0 \n", + "VENTO, VELOCIDADE HORARIA (m/s) 0.9 \n", + "\n", + " 50% \\\n", + "Data 2020-06-21 12:00:00 \n", + "Hora UTC 2024-09-02 11:30:00 \n", + "Data e Hora 2020-06-21 23:30:00 \n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) 0.0 \n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 23.1 \n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 16.0 \n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 0.67 \n", + "RADIACAO GLOBAL (Kj/m²) 23.1 \n", + "VENTO, DIREÇÃO HORARIA (°gr) 171.0 \n", + "VENTO, VELOCIDADE HORARIA (m/s) 1.8 \n", + "\n", + " 75% \\\n", + "Data 2020-09-16 18:00:00 \n", + "Hora UTC 2024-09-02 17:15:00 \n", + "Data e Hora 2020-09-17 11:15:00 \n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) 0.0 \n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 27.1 \n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 19.3 \n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 0.82 \n", + "RADIACAO GLOBAL (Kj/m²) 1434.25 \n", + "VENTO, DIREÇÃO HORARIA (°gr) 254.0 \n", + "VENTO, VELOCIDADE HORARIA (m/s) 2.8 \n", + "\n", + " max std \n", + "Data 2020-12-12 00:00:00 NaN \n", + "Hora UTC 2024-09-02 23:00:00 NaN \n", + "Data e Hora 2020-12-12 23:00:00 NaN \n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) 44.8 1.375679 \n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 40.6 5.725963 \n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 25.8 5.592551 \n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 1.0 0.241409 \n", + "RADIACAO GLOBAL (Kj/m²) 4085.4 1077.034129 \n", + "VENTO, DIREÇÃO HORARIA (°gr) 360.0 81.784719 \n", + "VENTO, VELOCIDADE HORARIA (m/s) 11.9 1.405233 " + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.describe().T" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "A soma da coluna PRECIPITAÇÃO TOTAL/HORÁRIO (mm): 1330.6\n", + "A média da coluna PRECIPITAÇÃO TOTAL/HORÁRIO (mm): 0.15\n", + "O valor máximo da coluna PRECIPITAÇÃO TOTAL/HORÁRIO (mm): 44.8\n", + "O valor mínimo da coluna PRECIPITAÇÃO TOTAL/HORÁRIO (mm): 0.0\n", + "A soma da coluna TEMPERATURA DO AR - BULBO SECO, HORARIA (°C): 203550.2\n", + "A média da coluna TEMPERATURA DO AR - BULBO SECO, HORARIA (°C): 23.17\n", + "O valor máximo da coluna TEMPERATURA DO AR - BULBO SECO, HORARIA (°C): 40.6\n", + "O valor mínimo da coluna TEMPERATURA DO AR - BULBO SECO, HORARIA (°C): 0.0\n", + "A soma da coluna TEMPERATURA DO PONTO DE ORVALHO (°C): 133529.3\n", + "A média da coluna TEMPERATURA DO PONTO DE ORVALHO (°C): 15.2\n", + "O valor máximo da coluna TEMPERATURA DO PONTO DE ORVALHO (°C): 25.8\n", + "O valor mínimo da coluna TEMPERATURA DO PONTO DE ORVALHO (°C): 0.0\n", + "A soma da coluna UMIDADE RELATIVA DO AR, HORARIA (%): 5557.86\n", + "A média da coluna UMIDADE RELATIVA DO AR, HORARIA (%): 0.63\n", + "O valor máximo da coluna UMIDADE RELATIVA DO AR, HORARIA (%): 1.0\n", + "O valor mínimo da coluna UMIDADE RELATIVA DO AR, HORARIA (%): 0.0\n", + "A soma da coluna RADIACAO GLOBAL (Kj/m²): 6669990.1\n", + "A média da coluna RADIACAO GLOBAL (Kj/m²): 759.33\n", + "O valor máximo da coluna RADIACAO GLOBAL (Kj/m²): 4085.4\n", + "O valor mínimo da coluna RADIACAO GLOBAL (Kj/m²): 0.0\n", + "A soma da coluna VENTO, DIREÇÃO HORARIA (°gr): 1624069.0\n", + "A média da coluna VENTO, DIREÇÃO HORARIA (°gr): 184.89\n", + "O valor máximo da coluna VENTO, DIREÇÃO HORARIA (°gr): 360.0\n", + "O valor mínimo da coluna VENTO, DIREÇÃO HORARIA (°gr): 0.0\n", + "A soma da coluna VENTO, VELOCIDADE HORARIA (m/s): 17036.1\n", + "A média da coluna VENTO, VELOCIDADE HORARIA (m/s): 1.94\n", + "O valor máximo da coluna VENTO, VELOCIDADE HORARIA (m/s): 11.9\n", + "O valor mínimo da coluna VENTO, VELOCIDADE HORARIA (m/s): 0.0\n" + ] + } + ], + "source": [ + "coluna_objeto = df.select_dtypes(include = ['float64']).columns\n", + "for coluna in coluna_objeto:\n", + " print(f'A soma da coluna {df[coluna].name}: {round(df[coluna].sum(),2)}')\n", + " print(f'A média da coluna {df[coluna].name}: {round(df[coluna].mean(),2)}')\n", + " print(f'O valor máximo da coluna {df[coluna].name}: {round(df[coluna].max(),2)}')\n", + " print(f'O valor mínimo da coluna {df[coluna].name}: {round(df[coluna].min(),2)}')\n", + " " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "2. **Agrupamento e Sumarização:**\n", + " - Agrupe os dados para identificar padrões e tendências, gerando sumarizações que permitam uma análise mais profunda." + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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PRECIPITAÇÃO TOTAL/HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (°gr)VENTO, VELOCIDADE HORARIA (m/s)
Data
2020-01-010.45000026.15000020.8333330.7487501002.500000191.6250001.420833
2020-01-020.09166725.19166723.1208330.885417454.445833138.3333331.033333
2020-01-030.00000025.23750018.1166670.6620831097.037500210.6250001.879167
2020-01-040.00000026.94583319.6583330.671667900.695833181.7083331.550000
2020-01-050.00000023.46666714.6791670.612083686.691667171.7500000.479167
........................
2020-12-080.00000021.11250013.2541670.613750279.100000209.0000001.762500
2020-12-090.00000028.71250011.1208330.365417718.670833131.0416671.979167
2020-12-100.00000024.95000014.1333330.527500898.516667154.0000001.758333
2020-12-110.10833325.37083318.9833330.6995831132.620833126.9166671.683333
2020-12-120.00000027.27500018.9750000.6304171249.066667139.1250002.016667
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144 rows × 7 columns

\n", + "
" + ], + "text/plain": [ + " PRECIPITAÇÃO TOTAL/HORÁRIO (mm) \\\n", + "Data \n", + "2020-01-01 0.450000 \n", + "2020-01-02 0.091667 \n", + "2020-01-03 0.000000 \n", + "2020-01-04 0.000000 \n", + "2020-01-05 0.000000 \n", + "... ... \n", + "2020-12-08 0.000000 \n", + "2020-12-09 0.000000 \n", + "2020-12-10 0.000000 \n", + "2020-12-11 0.108333 \n", + "2020-12-12 0.000000 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "Data \n", + "2020-01-01 26.150000 \n", + "2020-01-02 25.191667 \n", + "2020-01-03 25.237500 \n", + "2020-01-04 26.945833 \n", + "2020-01-05 23.466667 \n", + "... ... \n", + "2020-12-08 21.112500 \n", + "2020-12-09 28.712500 \n", + "2020-12-10 24.950000 \n", + "2020-12-11 25.370833 \n", + "2020-12-12 27.275000 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) \\\n", + "Data \n", + "2020-01-01 20.833333 \n", + "2020-01-02 23.120833 \n", + "2020-01-03 18.116667 \n", + "2020-01-04 19.658333 \n", + "2020-01-05 14.679167 \n", + "... ... \n", + "2020-12-08 13.254167 \n", + "2020-12-09 11.120833 \n", + "2020-12-10 14.133333 \n", + "2020-12-11 18.983333 \n", + "2020-12-12 18.975000 \n", + "\n", + " UMIDADE RELATIVA DO AR, HORARIA (%) RADIACAO GLOBAL (Kj/m²) \\\n", + "Data \n", + "2020-01-01 0.748750 1002.500000 \n", + "2020-01-02 0.885417 454.445833 \n", + "2020-01-03 0.662083 1097.037500 \n", + "2020-01-04 0.671667 900.695833 \n", + "2020-01-05 0.612083 686.691667 \n", + "... ... ... \n", + "2020-12-08 0.613750 279.100000 \n", + "2020-12-09 0.365417 718.670833 \n", + "2020-12-10 0.527500 898.516667 \n", + "2020-12-11 0.699583 1132.620833 \n", + "2020-12-12 0.630417 1249.066667 \n", + "\n", + " VENTO, DIREÇÃO HORARIA (°gr) VENTO, VELOCIDADE HORARIA (m/s) \n", + "Data \n", + "2020-01-01 191.625000 1.420833 \n", + "2020-01-02 138.333333 1.033333 \n", + "2020-01-03 210.625000 1.879167 \n", + "2020-01-04 181.708333 1.550000 \n", + "2020-01-05 171.750000 0.479167 \n", + "... ... ... \n", + "2020-12-08 209.000000 1.762500 \n", + "2020-12-09 131.041667 1.979167 \n", + "2020-12-10 154.000000 1.758333 \n", + "2020-12-11 126.916667 1.683333 \n", + "2020-12-12 139.125000 2.016667 \n", + "\n", + "[144 rows x 7 columns]" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "agrupado_data_media = df.groupby('Data')[['PRECIPITAÇÃO TOTAL/HORÁRIO (mm)','TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)','TEMPERATURA DO PONTO DE ORVALHO (°C)','UMIDADE RELATIVA DO AR, HORARIA (%)','RADIACAO GLOBAL (Kj/m²)','VENTO, DIREÇÃO HORARIA (°gr)','VENTO, VELOCIDADE HORARIA (m/s)']].mean()\n", + "agrupado_data_media" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### **Visualização de Dados com Matplotlib**" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "1. **Criação de Gráficos Básicos:**\n", + " - Visualize os dados através de gráficos, como histogramas e gráficos de barras, para facilitar a compreensão das análises realizadas." + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df[['PRECIPITAÇÃO TOTAL/HORÁRIO (mm)', 'TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)',\n", + " 'UMIDADE RELATIVA DO AR, HORARIA (%)']].plot(subplots=True)\n", + "plt.suptitle('Séries Temporais das Variáveis')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "2. **Customização de Gráficos:**\n", + " - Personalize os gráficos, adicionando títulos, legendas e ajustando as cores para torná-los mais informativos." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.scatter(df['Data e Hora'] ,df['TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)'],\n", + " c=df['UMIDADE RELATIVA DO AR, HORARIA (%)'], \n", + " cmap='viridis', \n", + " alpha=0.7, \n", + " edgecolors='w')\n", + "plt.colorbar(label='Umidade Relativa do Ar (%)')\n", + "\n", + "plt.title('Temperatura do Ar x Umidade Relativa do Ar')\n", + "plt.xlabel('Hora e Data')\n", + "plt.ylabel('TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### **Persistência dos Resultados no SQLite**" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "1. **Criação do Banco de Dados:**\n", + " - Estabeleça um banco de dados SQLite para armazenar os resultados das análises." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "import sqlite3 as sql" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "8784" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "conn = sql.connect('clima.db')\n", + "\n", + "# persistindo o DataFrame no banco de dados\n", + "df.to_sql('clima', conn, if_exists='replace')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "2. **Salvamento dos Dados Tratados:**\n", + " - Salve os dados tratados e os resultados das análises em tabelas dentro do banco de dados." + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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indexDataHora UTCData e HoraData e Hora BRPRECIPITAÇÃO TOTAL/HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (°gr)VENTO, VELOCIDADE HORARIA (m/s)
002020-01-01 00:00:002024-09-02 00:00:002020-01-01 00:00:0031/12/2019 21:000.623.122.60.970.011.01.9
112020-01-01 00:00:002024-09-02 01:00:002020-01-01 01:00:0031/12/2019 22:000.023.721.70.882.910.01.3
222020-01-01 00:00:002024-09-02 02:00:002020-01-01 02:00:0031/12/2019 23:000.024.021.80.881.6345.00.6
332020-01-01 00:00:002024-09-02 03:00:002020-01-01 03:00:0001/01/2020 00:000.024.321.40.830.6332.01.5
442020-01-01 00:00:002024-09-02 04:00:002020-01-01 04:00:0001/01/2020 01:000.023.821.70.890.0316.00.2
.......................................
87798779None2024-09-02 19:00:00NoneNone0.423.122.70.97775.932.01.2
87808780None2024-09-02 20:00:00NoneNone0.024.222.70.91837.8355.00.8
87818781None2024-09-02 21:00:00NoneNone0.024.923.00.89524.7315.01.2
87828782None2024-09-02 22:00:00NoneNone0.024.222.10.88256.5291.00.9
87838783None2024-09-02 23:00:00NoneNone0.023.522.50.949.6132.00.9
\n", + "

8784 rows × 12 columns

\n", + "
" + ], + "text/plain": [ + " index Data Hora UTC Data e Hora \\\n", + "0 0 2020-01-01 00:00:00 2024-09-02 00:00:00 2020-01-01 00:00:00 \n", + "1 1 2020-01-01 00:00:00 2024-09-02 01:00:00 2020-01-01 01:00:00 \n", + "2 2 2020-01-01 00:00:00 2024-09-02 02:00:00 2020-01-01 02:00:00 \n", + "3 3 2020-01-01 00:00:00 2024-09-02 03:00:00 2020-01-01 03:00:00 \n", + "4 4 2020-01-01 00:00:00 2024-09-02 04:00:00 2020-01-01 04:00:00 \n", + "... ... ... ... ... \n", + "8779 8779 None 2024-09-02 19:00:00 None \n", + "8780 8780 None 2024-09-02 20:00:00 None \n", + "8781 8781 None 2024-09-02 21:00:00 None \n", + "8782 8782 None 2024-09-02 22:00:00 None \n", + "8783 8783 None 2024-09-02 23:00:00 None \n", + "\n", + " Data e Hora BR PRECIPITAÇÃO TOTAL/HORÁRIO (mm) \\\n", + "0 31/12/2019 21:00 0.6 \n", + "1 31/12/2019 22:00 0.0 \n", + "2 31/12/2019 23:00 0.0 \n", + "3 01/01/2020 00:00 0.0 \n", + "4 01/01/2020 01:00 0.0 \n", + "... ... ... \n", + "8779 None 0.4 \n", + "8780 None 0.0 \n", + "8781 None 0.0 \n", + "8782 None 0.0 \n", + "8783 None 0.0 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "0 23.1 \n", + "1 23.7 \n", + "2 24.0 \n", + "3 24.3 \n", + "4 23.8 \n", + "... ... \n", + "8779 23.1 \n", + "8780 24.2 \n", + "8781 24.9 \n", + "8782 24.2 \n", + "8783 23.5 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) \\\n", + "0 22.6 \n", + "1 21.7 \n", + "2 21.8 \n", + "3 21.4 \n", + "4 21.7 \n", + "... ... \n", + "8779 22.7 \n", + "8780 22.7 \n", + "8781 23.0 \n", + "8782 22.1 \n", + "8783 22.5 \n", + "\n", + " UMIDADE RELATIVA DO AR, HORARIA (%) RADIACAO GLOBAL (Kj/m²) \\\n", + "0 0.97 0.0 \n", + "1 0.88 2.9 \n", + "2 0.88 1.6 \n", + "3 0.83 0.6 \n", + "4 0.89 0.0 \n", + "... ... ... \n", + "8779 0.97 775.9 \n", + "8780 0.91 837.8 \n", + "8781 0.89 524.7 \n", + "8782 0.88 256.5 \n", + "8783 0.94 9.6 \n", + "\n", + " VENTO, DIREÇÃO HORARIA (°gr) VENTO, VELOCIDADE HORARIA (m/s) \n", + "0 11.0 1.9 \n", + "1 10.0 1.3 \n", + "2 345.0 0.6 \n", + "3 332.0 1.5 \n", + "4 316.0 0.2 \n", + "... ... ... \n", + "8779 32.0 1.2 \n", + "8780 355.0 0.8 \n", + "8781 315.0 1.2 \n", + "8782 291.0 0.9 \n", + "8783 132.0 0.9 \n", + "\n", + "[8784 rows x 12 columns]" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cursor = conn.cursor()\n", + "cursor.execute('SELECT * FROM clima')\n", + "\n", + "col_names = [description[0] for description in cursor.description]\n", + "\n", + "df_db = pd.DataFrame(cursor.fetchall(), columns=col_names)\n", + "\n", + "df_db" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### **Finalização do Projeto**" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Perguntas para Reflexão:**\n" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Média da coluna UMIDADE RELATIVA DO AR, HORARIA (%) é = 0.63\n" + ] + } + ], + "source": [ + "#1. Qual foi a média de valores de uma coluna específica?\n", + "media_column = df['UMIDADE RELATIVA DO AR, HORARIA (%)'].mean()\n", + "print(f'Média da coluna {df.columns[7]} é = {round(media_column,2)}')" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Quantidade de linhas: 8784\n", + "Quantidade de colunas: 11\n", + "Quantidade de elementos: 96624 \n", + "\n", + "96624\n" + ] + } + ], + "source": [ + "# 2. Qual o total de registros após a limpeza dos dados?\n", + "linhas = df.shape[0]\n", + "colunas = df.shape[1]\n", + "elementos = df.size\n", + "print(f'''Quantidade de linhas: {linhas}\n", + "Quantidade de colunas: {colunas}\n", + "Quantidade de elementos: {elementos} \n", + "''')\n", + "print(elementos)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Valores máximos de cada coluna:\n", + " \n", + "Data 2020-12-12 00:00:00\n", + "Hora UTC 2024-09-02 23:00:00\n", + "Data e Hora 2020-12-12 23:00:00\n", + "Data e Hora BR 2020-12-12 20:00:00\n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) 44.8\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 40.6\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 25.8\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 1.0\n", + "RADIACAO GLOBAL (Kj/m²) 4085.4\n", + "VENTO, DIREÇÃO HORARIA (°gr) 360.0\n", + "VENTO, VELOCIDADE HORARIA (m/s) 11.9\n", + "dtype: object\n", + "\n", + "Valores mínimos de cada coluna:\n", + "Os valores mínimos de todas as colunas será 0 por ter optado preencher\n", + "os espaçoes vazios com 0\n", + "\n", + "Data 2020-01-01 00:00:00\n", + "Hora UTC 2024-09-02 00:00:00\n", + "Data e Hora 2020-01-01 00:00:00\n", + "Data e Hora BR 2019-12-31 21:00:00\n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) 0.0\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 0.0\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 0.0\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 0.0\n", + "RADIACAO GLOBAL (Kj/m²) 0.0\n", + "VENTO, DIREÇÃO HORARIA (°gr) 0.0\n", + "VENTO, VELOCIDADE HORARIA (m/s) 0.0\n", + "dtype: object\n", + "\n" + ] + } + ], + "source": [ + "# 3. Quais foram os valores máximos e mínimos identificados?\n", + "maximo = df.max()\n", + "minimo = df.min()\n", + "print(f'''\n", + "Valores máximos de cada coluna:\n", + " \n", + "{maximo}\n", + "\n", + "Valores mínimos de cada coluna:\n", + "Os valores mínimos de todas as colunas será 0 por ter optado preencher\n", + "os espaçoes vazios com 0\n", + "\n", + "{minimo}\n", + "''')" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Quantidade de nulos em cada coluna antes do tratamentos:\n", + "\n", + "Data 5328\n", + "Hora UTC 0\n", + "Data e Hora 5328\n", + "Data e Hora BR 5328\n", + "PRECIPITAÇÃO TOTAL/HORÁRIO (mm) 0\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 0\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 0\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 0\n", + "RADIACAO GLOBAL (Kj/m²) 0\n", + "VENTO, DIREÇÃO HORARIA (°gr) 0\n", + "VENTO, VELOCIDADE HORARIA (m/s) 0\n", + "dtype: int64 \n", + "\n" + ] + } + ], + "source": [ + "# 4. Quantos registros tinham valores nulos antes do tratamento?\n", + "print(f'''Quantidade de nulos em cada coluna antes do tratamentos:\n", + "\n", + "{qtd_nulos} \n", + "''')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Coluna sem normalização: \n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 5. Qual foi o impacto da normalização de uma coluna específica?\n", + "df2 = pd.read_csv('INMET_MS_ITAQUIRAI_2020.csv',delimiter=';',skiprows=8,encoding='latin1',skip_blank_lines=True,skipinitialspace=False) \n", + "df2 = df.replace(',','.',regex=True)\n", + "df_2 = df2.fillna(0)\n", + "\n", + "df_2['UMIDADE RELATIVA DO AR, HORARIA (%)'] = pd.to_numeric(df_2['UMIDADE RELATIVA DO AR, HORARIA (%)'], errors='coerce')\n", + "df_2_300 = df_2.head(300)\n", + "\n", + "df_2_300 = df_2_300.sort_values('Data',ascending=True)\n", + "\n", + "print('\\nColuna sem normalização: ')\n", + "plt.figure(figsize=(12, 6))\n", + "plt.bar(df_2_300['Data'], df_2_300['UMIDADE RELATIVA DO AR, HORARIA (%)'], color='g')\n", + "plt.xlabel('Data')\n", + "plt.ylabel('Umidade (%)')\n", + "plt.title('Umidade ao longo do tempo')\n", + "plt.xticks(rotation=90)\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Coluna normalizada: \n" + ] + }, + { + "data": { + "image/png": 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rgw8+4GOWTSA7a8jPPLKzhtcN81h75rHurCG/3EOpB6ew9swju7zBmyORK86dO6e5c+c6PUa+FRcXp3Hjxjk9Rr5EdtaQn3lkZw2vG+ax9sxj3VlDftYcO3ZMDz/8sCTxB1sTDh06pI4dOzo9Rr7E2jOP7PKer9MDIH9YunTpDc/HxsbaNEn+tGfPnhue379/v02T5D9kZw35mUd21vC6YR5rzzzWnTXkl7eul3rcaWbOpUuX9M033zg9Rr7E2jOP7PIeb9+DR3x8fORyuXSj5eJyuZSWlmbjVPnHjfK7fpz8skZ21pCfeWRnDa8b5rH2zGPdWUN+1nhS6j377LPkl4133nnnhuePHz+uN998k/yywNozj+ycRykFj1SpUkXTp09Xz549szy/a9cuNW/enN+s2ShbtqwmTZqkTp06ZXn+l19+UY8ePcgvC2RnDfmZR3bW8LphHmvPPNadNeRnDaWeNT4+PqpUqZL8/PyyPJ+amqq4uDjyywJrzzyycx5v34NHmjdvrujo6Gz/J+WvfiMXds2bN9eJEydUrVq1LM9fuHCB/LJBdtaQn3lkZw2vG+ax9sxj3VlDftZUqlTJo1IPWatWrZomTpyoBx54IMvz5Jc91p55ZOc8NjqHR/75z3+qbdu22Z6vVauWNmzYYONE+cuQIUMUGhqa7fmqVatq9uzZ9g2Uj5CdNeRnHtlZw+uGeaw981h31pCfNddLvexQ6t0Y+ZlHduaRnfN4+x4AAAAAWPTdd98pKSlJd999d5bnk5KStH37doWFhdk8Wf6wd+9eJScnq0WLFlmev3r16g3vIi3MWHvmkZ3zKKVgSkpKiiTJ39/f4UkAAPkBrxtwAuvOGvIDAOQ13r4Hj61du1bdunVT6dKlVbx4cRUvXlylS5dWt27d9PXXXzs9ntfbu3evhg4dqmbNmqlSpUqqVKmSmjVrpqFDh2rv3r1Oj+fVyM4a8jOP7KzhdcM81p55rDtryC/3pKSkuIs95ExCQoL279+v/fv3KyEhwelx8h3WnnlkZz/ulIJH5s6dq8GDB+u+++5TeHi4KlSoIEmKj4/XmjVr9Pnnn2vmzJnq16+fw5N6p5UrV6pXr1669dZbM+W3du1aRUdHa8mSJQoPD3d4Uu9DdtaQn3lkZw2vG+ax9sxj3VlDftatXbtWU6ZM0datW5WYmChJCgwMVJs2bRQVFaXOnTs7PKF3+/jjjzV58mTt378/w/E6dero2Wef1aBBgxyazPux9swjO4cZgAdq165tvPvuu9mef++994xatWrZOFH+0rhxY+Oll17K9vzYsWONRo0a2ThR/kF21pCfeWRnDa8b5rH2zGPdWUN+1syZM8fw9fU1/vGPfxizZ882VqxYYaxYscKYPXu20adPH6No0aLGv//9b6fH9FqTJk0yihcvbowaNcrYsGGDsXfvXmPv3r3Ghg0bjNGjRxslSpQw3njjDafH9EqsPfPIznmUUvCIv7+/ERMTk+35mJgYIyAgwMaJ8peAgADyM4nsrCE/88jOGl43zGPtmce6s4b8rKHUs6Zq1arG/Pnzsz0/b948IyQkxMaJ8g/Wnnlk5zz2lIJHGjRooJkzZ2Z7ftasWapfv76NE+UvoaGhWr58ebbnly9fzieJZIPsrCE/88jOGl43zGPtmce6s4b8rDl69OgN3+bTqVMn/f777zZOlL+cOnVKjRo1yvZ8o0aNdObMGRsnyj9Ye+aRnfN8nR4A+cNbb72l7t27a9WqVercuXOGPQbWrVun2NjYG/4PdGH3yiuvqG/fvtq4cWOW+a1atUqffvqpw1N6J7KzhvzMIztreN0wj7VnHuvOGvKz5nqpN2nSpCzPU+rdWMuWLTVhwgTNnDlTvr4Z/5ialpamiRMnqmXLlg5N591Ye+aRnfPY6BweO3z4sGbMmKHvv/9ecXFxkqSKFSuqTZs2GjJkiEJDQ50d0Mtt2bJF77zzjrZu3Zopv2HDhqlNmzYOT+i9yM4a8jOP7KzhdcM81p55rDtryM+8jRs3qnv37qpRo8YNS7327ds7PKl32rNnj8LDw3X16lW1b98+Q37ffvut/Pz8tGbNGjVs2NDhSb0Pa888snMepRQ8Ehsbqxo1ajg9Rr6VnJys4sWLOz1GvkR21pCfeWRnDa8b5rH2zGPdWUN+1lHqWXPx4kV98sknWebXt29fBQYGOjyh92LtmUd2zqKUgkdKliyp0NBQRUREqFevXmrVqpXTI+UrxYsXV8eOHRUREaGePXu6G3j8NbKzhvzMIztreN0wj7VnHuvOGvKzhlLPmvXr1yssLExFihRxepR8h7VnHtk5j43O4ZEzZ85o/PjxOnXqlCIiIlSpUiU98sgjWrZsma5cueL0eF4vJiZG4eHhWrBggapVq6bWrVvrX//6l3766SenR/N6ZGcN+ZlHdtbwumEea8881p015GdN48aN1bBhQz3//PPatm2b0+PkO4MHD1a5cuXUt29fLViwQBcvXnR6pHyDtWce2TmPO6WQY4ZhaOvWrVq6dKmWLl3q/sSCiIgI9ejRQ+XKlXN6RK+WkJCgFStWaMmSJVq1apXKlCmjiIgIRURE8LdDf4HsrCE/88jOGl43zGPtmce6s4b8cu7KlStau3atlixZoq+++koul0vdu3dXRESEunTpooCAAKdH9Hp79uxxr7mffvpJ7dq1c981WrVqVafH81qsPfPIznmUUrDs4MGDWrp0qZYsWaIffvhBkydP1hNPPOH0WPnC1atXtXHjRveL78WLFzVt2jQ9+OCDTo/m9a5evaoNGzZo2bJlZGcC+ZlHdtbxumEOrxnWsO6sIb+codSz7sSJE+78NmzYoDp16rhL+RYtWjg9ntdi7ZlHds6glEKuOnv2rM6dO6fatWs7PUq+tHPnTl27do2PuzWB7KwhP/PIzhpeN8xj7ZnHurOG/HKOUs+apKQkrVq1SkuWLNGKFSsUFRWl559/3umx8gXWnnlkZw9KKeSK8+fPa9myZerfv7/To3i19PR0+fhk3srNMAwdO3aM25KzYRiGjhw5opCQEPn6+io1NVWLFy9WSkqKunXrprJlyzo9Yr7TsWNHzZ49W9WqVXN6lHzl8OHD+vXXX1WpUiU+kvovpKSkyMfHR0WLFpUkHTp0SLNmzdLRo0dVrVo1DR48mE+zycYXX3yhrl278gl8Ju3evVvR0dG68847VaNGDf3yyy967733lJ6ernvvvVfh4eFOj+j11q9fr02bNunkyZPy8fFRjRo1FBERQQmVSyj1rElLS9O5c+e4a8UE1p55ZJd3KKWQK3bv3q1bb71VaWlpTo/ilRITEzV48GAtW7ZMgYGBeuyxxzR27Fj3XiDx8fGqXLky+WVh//79Cg8P17Fjx1SjRg2tWbNG999/v2JiYmQYhooXL64tW7bwApGNpUuXZnn8b3/7m95++22FhIRIkiIiIuwcK18YOnSoJk2apJIlS+ry5cvq16+fFi9eLMMw5HK5FBYWpqVLl6pkyZJOj+qV7rzzTj355JO67777tHnzZnXq1El16tRRvXr1dODAAe3fv19ff/212rRp4/SoXsfHx0elSpVS7969NWjQILVu3drpkfKNRYsW6YEHHlBwcLBSUlK0ePFi3X///WrRooWKFCmir7/+Wv/+97/Vt29fp0f1SqdOnVKPHj20fft2+fj4KD09Xc2aNdPx48d1+vRpRUVFadKkSU6P6dVSU1P15ZdfauvWrRk+Wr5t27bq2bOn/Pz8HJ4w/4qPj9cHH3ygMWPGOD2K1/r9998VHByc6f9Nrl69qq1bt6p9+/YOTebdzp49qz179qhJkyYqU6aMzpw5o5kzZyolJUUPPPCA6tat6/SIBZsBeCAhIeGGv7777jvDx8fH6TG91tNPP23ccsstxsKFC42PPvrIqFatmnHPPfcYKSkphmEYRlxcnOFyuRye0jv17NnTiIiIMPbs2WM888wzRr169YyePXsaqampxpUrV4wePXoYDz30kNNjei2Xy2X4+PgYLpcr21/83s2aj4+PER8fbxiGYYwePdq4+eabjfXr1xtJSUnGpk2bjJo1axqjRo1yeErvFRgYaBw4cMAwDMMICwszhg8fnuH8iy++aNx+++1OjOb1XC6X8corrxjNmjUzXC6X0aBBA2PKlCnGmTNnnB7N6916663Ga6+9ZhiGYXz22WdGcHCw8corr7jPv/nmm0bTpk2dGs/r9e7d2+jVq5eRkJBgXLlyxXjyySeN/v37G4ZhGOvWrTNuuukmY+rUqQ5P6b0OHjxo1KhRwwgICDDCwsKMBx54wHjggQeMsLAwIyAgwKhZs6Zx8OBBp8fMt3bt2sX/s2TjxIkTRsuWLQ0fHx+jSJEiRr9+/YyLFy+6z8fFxZFdNn744QcjKCjIcLlcRunSpY3t27cb1atXN2rXrm3UrFnTKFasmLF9+3anxyzQuFMKHvHx8ZHL5cr2vPH/7xzgTp+sVatWTXPnztWdd94p6Y+PXL7nnnsUHByspUuX6sKFC9wplY3y5ctrzZo1atq0qZKSklSqVCl9++23ateunSRpy5Yt6tOnj3777TeHJ/VOXbt2VZEiRTRr1iyVL1/efbxo0aLavXu36tev7+B03s3Hx0dxcXEqX768GjVqpOeff159+vRxn1+6dKn++c9/av/+/Q5O6b1Kliyp7du3q27duqpYsaJWr16tJk2auM8fOnRITZs25SO/s/DntRcdHa2ZM2fqs88+0+XLlxUREaFHHnlEXbp0cXpMr1SyZEn9/PPPCg0NlWEY8vf3V3R0tBo1aiRJio2NVZMmTVh32QgKCtKWLVvUoEEDSX/s41O6dGmdOXNGgYGB+uSTT/Taa68pJibG4Um9U5cuXVSiRAn9+9//VmBgYIZziYmJ6t+/vy5fvqzVq1c7NKF327Nnzw3Px8TEqE+fPvz/chYGDBig/fv3691339WFCxc0atQouVwurVmzRqVLl1Z8fLwqVaqk9PR0p0f1Ol2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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 5. Qual foi o impacto da normalização de uma coluna específica?\n", + "df_300 = df.head(300)\n", + "df_300 = df_300.sort_values('Data',ascending=True)\n", + "\n", + "print('\\nColuna normalizada: ')\n", + "plt.figure(figsize=(12, 6))\n", + "plt.bar(df_300['Data'], df_300['UMIDADE RELATIVA DO AR, HORARIA (%)'], color='b')\n", + "plt.xlabel('Data')\n", + "plt.ylabel('Umidade (normalização)')\n", + "plt.title('Umidade ao longo do tempo')\n", + "plt.xticks(rotation=90)\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "De acordo com a amostra (300), a umidade do ar ao longo do tempo apresenta um padrão \n", + "em que todos os dias apresentados na visualização estão acima da média \n", + "\n" + ] + }, + { + "data": { + "text/html": [ + "
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Data e HoraPRECIPITAÇÃO TOTAL/HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (°gr)VENTO, VELOCIDADE HORARIA (m/s)
count288300.000000300.000000300.000000300.000000300.000000300.000000300.000000
mean2020-06-16 19:30:000.22800026.22766720.3083330.718733849.381333168.8266671.889333
min2020-01-01 00:00:000.00000020.8000000.0000000.0000000.0000002.0000000.000000
25%2020-03-24 11:45:000.00000023.60000021.1000000.6500000.00000087.0000001.000000
50%2020-06-16 11:30:000.00000025.50000022.3000000.790000126.500000147.5000001.700000
75%2020-09-09 05:15:000.00000028.72500023.3250000.9000001626.750000246.2500002.700000
max2020-12-01 23:00:0014.60000034.70000024.9000001.0000003810.200000358.0000008.500000
stdNaN1.4159213.2998436.6422210.2667711140.68053297.3989661.307690
\n", + "
" + ], + "text/plain": [ + " Data e Hora PRECIPITAÇÃO TOTAL/HORÁRIO (mm) \\\n", + "count 288 300.000000 \n", + "mean 2020-06-16 19:30:00 0.228000 \n", + "min 2020-01-01 00:00:00 0.000000 \n", + "25% 2020-03-24 11:45:00 0.000000 \n", + "50% 2020-06-16 11:30:00 0.000000 \n", + "75% 2020-09-09 05:15:00 0.000000 \n", + "max 2020-12-01 23:00:00 14.600000 \n", + "std NaN 1.415921 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "count 300.000000 \n", + "mean 26.227667 \n", + "min 20.800000 \n", + "25% 23.600000 \n", + "50% 25.500000 \n", + "75% 28.725000 \n", + "max 34.700000 \n", + "std 3.299843 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) \\\n", + "count 300.000000 \n", + "mean 20.308333 \n", + "min 0.000000 \n", + "25% 21.100000 \n", + "50% 22.300000 \n", + "75% 23.325000 \n", + "max 24.900000 \n", + "std 6.642221 \n", + "\n", + " UMIDADE RELATIVA DO AR, HORARIA (%) RADIACAO GLOBAL (Kj/m²) \\\n", + "count 300.000000 300.000000 \n", + "mean 0.718733 849.381333 \n", + "min 0.000000 0.000000 \n", + "25% 0.650000 0.000000 \n", + "50% 0.790000 126.500000 \n", + "75% 0.900000 1626.750000 \n", + "max 1.000000 3810.200000 \n", + "std 0.266771 1140.680532 \n", + "\n", + " VENTO, DIREÇÃO HORARIA (°gr) VENTO, VELOCIDADE HORARIA (m/s) \n", + "count 300.000000 300.000000 \n", + "mean 168.826667 1.889333 \n", + "min 2.000000 0.000000 \n", + "25% 87.000000 1.000000 \n", + "50% 147.500000 1.700000 \n", + "75% 246.250000 2.700000 \n", + "max 358.000000 8.500000 \n", + "std 97.398966 1.307690 " + ] + }, + "execution_count": 166, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 6. Que padrões emergiram após a análise dos dados?\n", + "print('''\n", + "De acordo com a amostra (300), a umidade do ar ao longo do tempo apresenta um padrão \n", + "em que todos os dias apresentados na visualização estão acima da média \n", + "''')\n", + "df_300.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Os dados foram agrupados através da data com as médias dos dados das colunas.\n", + "Pude verificar como as médias dos dados em diferentes dias são diferentes, como por exemplo,\n", + "o desvio padrão das médias ao longo dos dias da coluna \"Radiação Global\" é: 286.74 \n", + "\n" + ] + } + ], + "source": [ + "# 7. Como os dados foram agrupados e quais insights foram gerados?\n", + "print(f'''\n", + "Os dados foram agrupados através da data com as médias dos dados das colunas.\n", + "Pude verificar como as médias dos dados em diferentes dias são diferentes, como por exemplo,\n", + "o desvio padrão das médias ao longo dos dias da coluna \"Radiação Global\" é: {round(agrupado_data_media['RADIACAO GLOBAL (Kj/m²)'].std(),2)} \n", + "''')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "As visualizações que demonstraram as colunas dod tipo float com relação ao longo do tempo \n", + "\n" + ] + } + ], + "source": [ + "# 8. Quais visualizações forneceram as informações mais valiosas?\n", + "print('''\n", + "As visualizações que demonstraram as colunas dod tipo float com relação ao longo do tempo \n", + "''')\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Nesse projeto especificamente, me ajudou a armazenar os dados de forma em que eu possa\n", + "consultar/armazenar/manipular os dados a qlqr momento. \n", + "\n" + ] + } + ], + "source": [ + "# 9. Como o uso de SQL contribuiu para a organização dos resultados?\n", + "print('''\n", + "Nesse projeto especificamente, me ajudou a armazenar os dados de forma em que eu possa\n", + "consultar/armazenar/manipular os dados a qlqr momento. \n", + "''')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Os gráficos dão maior clareza no momento de analisar o que os dados representam e significam \n", + "\n" + ] + } + ], + "source": [ + "# 10. De que forma os gráficos ajudaram na compreensão dos dados?\n", + "print('''\n", + "Os gráficos dão maior clareza no momento de analisar o que os dados representam e significam \n", + "''')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.0" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +}