Solar_Position_that_I_use_to_get_the_answers.ipynb

{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/tracieschroeder/Astronomy/blob/main/Solar_Position_that_I_use_to_get_the_answers.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Bt1bTaeG3Glj"
      },
      "source": [
        "Solar position is a fundamental aspect of solar resource assessment. The different angles used in the reference system to locate the sun at a particular time and location are probably the most common input in solar resource modelling and assessment."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "RXpatxuu3UYM"
      },
      "outputs": [],
      "source": [
        "# Libraries\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "1dIzs5QmKw7v"
      },
      "source": [
        "We are going to want to draw data from a module called pvlib.\n",
        "\n",
        "![link text](https://pvlib-python.readthedocs.io/en/stable/_images/pvlib_logo_horiz.png)\n",
        "\n",
        "pvlib was developed at Sandia National Laboratories and it provides a set of functions and classes for simulating the performance of photovoltaic energy systems.\n",
        "\n",
        "Since this is an outside data source, we will need to install this module before we can import data from it.\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ibJGyBYaMAeQ",
        "outputId": "9098ffa8-34d0-4b46-cae2-d2295da3b0b5"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Collecting pvlib\n",
            "  Downloading pvlib-0.11.0-py3-none-any.whl.metadata (2.8 kB)\n",
            "Requirement already satisfied: numpy>=1.17.3 in /usr/local/lib/python3.10/dist-packages (from pvlib) (1.25.2)\n",
            "Requirement already satisfied: pandas>=1.3.0 in /usr/local/lib/python3.10/dist-packages (from pvlib) (2.0.3)\n",
            "Requirement already satisfied: pytz in /usr/local/lib/python3.10/dist-packages (from pvlib) (2023.4)\n",
            "Requirement already satisfied: requests in /usr/local/lib/python3.10/dist-packages (from pvlib) (2.31.0)\n",
            "Requirement already satisfied: scipy>=1.6.0 in /usr/local/lib/python3.10/dist-packages (from pvlib) (1.11.4)\n",
            "Requirement already satisfied: h5py in /usr/local/lib/python3.10/dist-packages (from pvlib) (3.9.0)\n",
            "Requirement already satisfied: python-dateutil>=2.8.2 in /usr/local/lib/python3.10/dist-packages (from pandas>=1.3.0->pvlib) (2.8.2)\n",
            "Requirement already satisfied: tzdata>=2022.1 in /usr/local/lib/python3.10/dist-packages (from pandas>=1.3.0->pvlib) (2024.1)\n",
            "Requirement already satisfied: charset-normalizer<4,>=2 in /usr/local/lib/python3.10/dist-packages (from requests->pvlib) (3.3.2)\n",
            "Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.10/dist-packages (from requests->pvlib) (3.7)\n",
            "Requirement already satisfied: urllib3<3,>=1.21.1 in /usr/local/lib/python3.10/dist-packages (from requests->pvlib) (2.0.7)\n",
            "Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.10/dist-packages (from requests->pvlib) (2024.7.4)\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.10/dist-packages (from python-dateutil>=2.8.2->pandas>=1.3.0->pvlib) (1.16.0)\n",
            "Downloading pvlib-0.11.0-py3-none-any.whl (29.5 MB)\n",
            "\u001b[2K   \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m29.5/29.5 MB\u001b[0m \u001b[31m21.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25hInstalling collected packages: pvlib\n",
            "Successfully installed pvlib-0.11.0\n"
          ]
        }
      ],
      "source": [
        "!pip install pvlib"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "xcc6pbd4MHeo"
      },
      "source": [
        "Now that we have installed the module, we can import it into our program."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "id": "tjTaslq0MHti"
      },
      "outputs": [],
      "source": [
        "import pvlib"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "liTD30X_PZwQ"
      },
      "source": [
        "There are two parts to the the pvlib module that we want to use in our program. solarposition supplies data about...wait for it...the position of the Sun. Location allows us to use a specific location for our data. Import these two objects."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "id": "8LbWHVgsPaLP"
      },
      "outputs": [],
      "source": [
        "from pvlib import solarposition\n",
        "from pvlib.location import Location"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "uQrkMkKDQEuE"
      },
      "source": [
        "Now that we have our background information all set up, we need to specify a location. You will probably need to look up the time zones. To enter them into the code correctly, use [pvlib's time zone documentation](https://pvlib-python.readthedocs.io/en/stable/timetimezones.html)."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "id": "ozpuyFMcSIup"
      },
      "outputs": [],
      "source": [
        "# Definition of Location object. Coordinates and elevation of Council Grove\n",
        "site = Location(38.6629036,-96.510788, 'Etc/GMT-6', 0, 'Council Grove, Kansas') # latitude, longitude, time_zone, altitude, name"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "OPsCyiJJTT94"
      },
      "source": [
        "We are able to change the range of the date of the data we are looking at using the pd.date_range function."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "id": "DM7TU8DqT28Q"
      },
      "outputs": [],
      "source": [
        "# Definition of a time range of simulation\n",
        "times = pd.date_range('2022-03-21 00:00:00', '2022-03-21 23:59:00', inclusive='left', freq='H', tz=site.tz)\n",
        "times2 = pd.date_range('2022-06-21 00:00:00', '2022-06-21 23:59:00', inclusive='left', freq='H', tz=site.tz)\n",
        "times3 = pd.date_range('2022-09-21 00:00:00', '2022-09-21 23:59:00', inclusive='left', freq='H', tz=site.tz)\n",
        "times4 = pd.date_range('2022-12-21 00:00:00', '2022-12-21 23:59:00', inclusive='left', freq='H', tz=site.tz)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jokBxfalUJXY"
      },
      "source": [
        "Let's print a data table with the information that is available to us in this module. Remember you can change the number of rows of data that are printed. For lack of a more creative idenitfier, let's call our data \"data\"."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
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        "id": "q0R0pHc5WFHy",
        "outputId": "99705e73-7e7d-4c90-a1eb-ddcae6e614bb"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "                           apparent_zenith     zenith  apparent_elevation  \\\n",
              "2022-03-21 00:00:00+06:00        39.365330  39.379139           50.634670   \n",
              "2022-03-21 01:00:00+06:00        39.073345  39.087012           50.926655   \n",
              "2022-03-21 02:00:00+06:00        43.387495  43.403400           46.612505   \n",
              "2022-03-21 03:00:00+06:00        51.120856  51.141700           38.879144   \n",
              "2022-03-21 04:00:00+06:00        60.921411  60.951527           29.078589   \n",
              "\n",
              "                           elevation     azimuth  equation_of_time  \n",
              "2022-03-21 00:00:00+06:00  50.620861  166.755971         -7.382987  \n",
              "2022-03-21 01:00:00+06:00  50.912988  190.577113         -7.370613  \n",
              "2022-03-21 02:00:00+06:00  46.596600  212.473594         -7.358235  \n",
              "2022-03-21 03:00:00+06:00  38.858300  230.051382         -7.345854  \n",
              "2022-03-21 04:00:00+06:00  29.048473  243.787078         -7.333470  "
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "data",
              "summary": "{\n  \"name\": \"data\",\n  \"rows\": 24,\n  \"fields\": [\n    {\n      \"column\": \"apparent_zenith\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 35.65092702108873,\n        \"min\": 39.0733454196207,\n        \"max\": 140.6030494406849,\n        \"num_unique_values\": 24,\n        \"samples\": [\n          106.64625043275086,\n          118.7340294309659,\n          39.365330220440676\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"zenith\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 35.63912193529386,\n        \"min\": 39.087011800195526,\n        \"max\": 140.6030494406849,\n        \"num_unique_values\": 24,\n        \"samples\": [\n          106.64625043275086,\n          118.7340294309659,\n          39.37913929212067\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"apparent_elevation\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 35.65092702108873,\n        \"min\": -50.60304944068492,\n        \"max\": 50.9266545803793,\n        \"num_unique_values\": 24,\n        \"samples\": [\n          -16.646250432750858,\n          -28.734029430965908,\n          50.634669779559324\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"elevation\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 35.63912193529386,\n        \"min\": -50.60304944068492,\n        \"max\": 50.912988199804474,\n        \"num_unique_values\": 24,\n        \"samples\": [\n          -16.646250432750858,\n          -28.734029430965908,\n          50.62086070787933\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"azimuth\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 102.55533648057317,\n        \"min\": 10.564878010361383,\n        \"max\": 346.8912432962982,\n        \"num_unique_values\": 24,\n        \"samples\": [\n          284.0752129414143,\n          63.490075179620135,\n          166.75597128239224\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"equation_of_time\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.08773318710921149,\n        \"min\": -7.382987130084075,\n        \"max\": -7.097623368070344,\n        \"num_unique_values\": 24,\n        \"samples\": [\n          -7.283904338852153,\n          -7.184631441836245,\n          -7.382987130084075\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 8
        }
      ],
      "source": [
        "# Estimate Solar Position with the 'Location' object\n",
        "data = site.get_solarposition(times)\n",
        "data2 = site.get_solarposition(times2)\n",
        "data3 = site.get_solarposition(times3)\n",
        "data4 = site.get_solarposition(times4)\n",
        "\n",
        "# Visualize the resulting DataFrame\n",
        "data.head(5)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "dqgz7lmDU2LA"
      },
      "source": [
        "We are interested in plotting the altitude and the azimuth over the course of certain days. We already identified the time range as March 21, 2022 a few lines above, so let's start with that date."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "id": "ShfcKnZZgOdJ"
      },
      "outputs": [],
      "source": [
        "# remove nighttime\n",
        "data = data.loc[data['apparent_elevation'] > 0, :]\n",
        "data2 = data2.loc[data2['apparent_elevation'] > 0, :]\n",
        "data3 = data3.loc[data3['apparent_elevation'] > 0, :]\n",
        "data4 = data4.loc[data4['apparent_elevation'] > 0, :]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "C8BDS3KSXBin",
        "outputId": "db7fd3d0-a0b4-4e15-a37c-7ca3fe98a12c"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x1500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "fig = plt.figure(figsize=(15, 15))\n",
        "plt.scatter(data['azimuth'],data['apparent_elevation'], marker=\"*\")\n",
        "plt.scatter(data2['azimuth'],data2['apparent_elevation'], marker=\"*\")\n",
        "plt.scatter(data3['azimuth'],data3['apparent_elevation'], marker=\"*\")\n",
        "plt.scatter(data4['azimuth'],data4['apparent_elevation'], marker=\"*\")\n",
        "\n",
        "plt.title(\"Sun Position at Council Grove, Kansas\")\n",
        "plt.xlabel(\"Sun Azimuth\")\n",
        "plt.ylabel(\"Sun Altitude\");"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "LfTpg_pp0fTu"
      },
      "source": [
        "**Challenge**\n",
        "\n",
        "Plot the Sun's position at noon as viewed from one location over the course of one year."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "id": "eOM721Bw037T"
      },
      "outputs": [],
      "source": [
        "# Definition of a time range of simulation\n",
        "year = pd.date_range('2022-01-01 00:00:00', '2022-12-31 23:59:59', inclusive='left', freq='H', tz=site.tz)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "id": "gbYuU5l_2ITm"
      },
      "outputs": [],
      "source": [
        "# Estimate Solar Position with the 'Location' object\n",
        "yeardata = site.get_solarposition(year)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "pFnMAw6F01sD",
        "outputId": "424f9730-c012-4512-ae39-feca6f1360c3"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x1500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "fig = plt.figure(figsize=(15, 15))\n",
        "plt.scatter(yeardata['azimuth'],yeardata['apparent_elevation'], marker=\"*\")\n",
        "\n",
        "plt.title(\"Sun Position at Council Grove, Kansas\")\n",
        "plt.xlabel(\"Sun Azimuth\")\n",
        "plt.ylabel(\"Sun Altitude\");"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "This notebook was designed by [Tracie Schroeder](https://github.com/tracieschroeder)."
      ],
      "metadata": {
        "id": "hzASUjjWmbNG"
      }
    }
  ],
  "metadata": {
    "colab": {
      "name": "Solar Position that I use to get the answers.ipynb",
      "provenance": [],
      "include_colab_link": true
    },
    "kernelspec": {
      "display_name": "Python 3",
      "name": "python3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}