{ "cells": [ { "cell_type": "markdown", "id": "0c6af538-e394-4e70-b36d-aed32238ff37", "metadata": {}, "source": [ "# Instalar bibliotecas" ] }, { "cell_type": "code", "execution_count": 17, "id": "2fa7a0f4-87f4-4e3a-8c49-88c3ccf433d2", "metadata": { "scrolled": true }, "outputs": [], "source": [ "# ! pip install pvlib" ] }, { "cell_type": "markdown", "id": "d7268d3f-9b7d-4789-a0cb-76289a86e498", "metadata": {}, "source": [ "# Importar bibliotecas" ] }, { "cell_type": "code", "execution_count": 19, "id": "6bc7228c-9f1f-44a7-b242-63e18ecf1122", "metadata": {}, "outputs": [], "source": [ "import numpy as np \n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "import matplotlib.dates as mdates\n", "import pvlib" ] }, { "cell_type": "markdown", "id": "d578a5a9-3b4d-48b1-8433-cebc0ef420ad", "metadata": {}, "source": [ "**Nota importante: não alterar o nome de variáveis ou de colunas, para que o código mais à frente não deixe de funcionar.**\n", "\n", "Uma boa parte do código já está preparada. Deves completar onde estão os comentários `# TODO`, seguindo as indicações." ] }, { "cell_type": "markdown", "id": "909fd145-dcf7-44cc-9209-0904f0fec1ab", "metadata": {}, "source": [ "# Exercícios\n", "\n", "Calcular para o dia de hoje no Campo Grande (em Lisboa), considerando que existem as condições requeridas pela aproximação de Hottel:" ] }, { "cell_type": "markdown", "id": "614765d3-dea4-4554-a1e5-bafffe27d98e", "metadata": {}, "source": [ "### **1.**" ] }, { "cell_type": "markdown", "id": "af9f544a-9d3a-4cfe-ad36-98682f1b8042", "metadata": {}, "source": [ "a) o dia juliano (nº de dias desde o início do ano)" ] }, { "cell_type": "code", "execution_count": 24, "id": "b263a5ea-de5b-4f5b-a5a3-311efadb08ea", "metadata": {}, "outputs": [ { "ename": "SyntaxError", "evalue": "invalid syntax (39647213.py, line 1)", "output_type": "error", "traceback": [ "\u001b[1;36m Cell \u001b[1;32mIn[24], line 1\u001b[1;36m\u001b[0m\n\u001b[1;33m data = # TODO: introduzir a data no formato \"ano-mês-dia\" - vamos usar mais à frente\u001b[0m\n\u001b[1;37m ^\u001b[0m\n\u001b[1;31mSyntaxError\u001b[0m\u001b[1;31m:\u001b[0m invalid syntax\n" ] } ], "source": [ "data = # TODO: introduzir a data no formato \"ano-mês-dia\" - vamos usar mais à frente\n", "diajuliano = # TODO: introduzir dia juliano" ] }, { "cell_type": "markdown", "id": "577d52a2-0d10-44bc-8355-1f5f8478651b", "metadata": {}, "source": [ "b) a irradiância num plano perpendicular aos raios do sol no topo da atmosfera\n", "\n", "A função cosseno e o valor de π estão definidos na biblioteca ``numpy``, que importámos como ``np``. Para os utilizarmos, escrevemos ``np.cos()`` e ``np.pi``, respetivamente." ] }, { "cell_type": "code", "execution_count": null, "id": "372d807e-2d51-4583-8110-c0c4af6a9107", "metadata": {}, "outputs": [], "source": [ "# constante solar\n", "I_sc = 1366\n", "\n", "I_0 = I_sc*(1+0.0334*np.cos(2*np.pi*(diajuliano-3)/365.35))\n", "\n", "print(f\"Irradiância no topo da atmosfera: {round(I_0)} W/m2\")" ] }, { "cell_type": "markdown", "id": "fb74745d-8646-4987-b69f-63b9eb0f0a84", "metadata": {}, "source": [ "c) a declinação solar" ] }, { "cell_type": "code", "execution_count": null, "id": "243d9045-1d3e-4e77-a585-221e0900eda2", "metadata": {}, "outputs": [], "source": [ "declinacao = # TODO: calcula a declinação solar (consulta o formulário no enunciado)\n", "\n", "print(f\"Declinação solar: {round(declinacao, 2)}º\")" ] }, { "cell_type": "markdown", "id": "aa4ebfe5-5850-48ed-9434-fbe76a61d885", "metadata": {}, "source": [ "d) o desfasamento, em minutos, entre a hora legal e a hora solar para a localização da FCUL" ] }, { "cell_type": "code", "execution_count": null, "id": "2b19b621-ed8f-4ae1-a3f1-ff455dca73af", "metadata": {}, "outputs": [], "source": [ "# TODO: introduz as coordenadas da FCUL\n", "latitude = \n", "longitude = \n", "\n", "longitude_meridiano = 0\n", "\n", "J_ = (diajuliano-81)/364\n", "t_EOT = -(9.87 * np.sin(4*np.pi*J_)-7.53 * np.cos(2*np.pi*J_) - 1.5*np.sin(2*np.pi*J_)) / 60\n", "\n", "t_longitude = (longitude_meridiano-longitude)*12/180\n", "\n", "desfasamento = (t_longitude + t_EOT) * 60\n", "\n", "print(f\"Desfasamento: {round(desfasamento)} minutos\")\n", "print(f\"Contribuição da longitude: {round(t_longitude*60)} minutos\")\n", "print(f\"Contribuição da equação do tempo: {round(t_EOT*60)} minutos\")" ] }, { "cell_type": "markdown", "id": "54f9f5eb-c9f0-451a-b97d-571edce55434", "metadata": {}, "source": [ "### **2.** O azimute e a altura solar em todas as horas (hora solar). Apresentar um gráfico para cada um." ] }, { "cell_type": "markdown", "id": "59863b4b-7439-4214-bf4f-f3657be29d6f", "metadata": {}, "source": [ "Aqui vamos começar a usar o pandas, biblioteca que nos permite criar e manipular dados em tabelas em Python.\n", "\n", "Começamos por criar uma dataframe (tabela) com o nome `df`, que por enquanto tem apenas uma coluna com a hora solar.\n", "\n", "O comando `df.head()` permite-nos visualizar apenas as primeiras filas da tabela." ] }, { "cell_type": "code", "execution_count": null, "id": "e62ec16b-dc59-47c8-b216-b9de276e3b06", "metadata": {}, "outputs": [], "source": [ "df = pd.DataFrame(index=pd.date_range(start=data, periods=24, freq=\"h\")) # cria a dataframe\n", "df['Hora solar'] = df.index.hour # cria uma coluna na dataframe\n", "\n", "df.head()" ] }, { "cell_type": "markdown", "id": "0ab546a3-832f-4e4e-a5de-5cfa1bebc87e", "metadata": {}, "source": [ "Vamos criar a coluna da altura solar.\n", "\n", "**Importante: o `numpy` só faz contas em radianos. Todos os ângulos usados para calcular senos e cossenos devem estar em radianos.**" ] }, { "cell_type": "code", "execution_count": null, "id": "22e6cca1-d97c-4f0f-8fe3-a5b42c2cde69", "metadata": {}, "outputs": [], "source": [ "# criamos variáveis em radianos para facilitar as contas\n", "latitude_rad = np.radians(latitude)\n", "longitude_rad = np.radians(latitude)\n", "declinacao_rad = np.radians(declinacao)\n", "\n", "df['Ângulo hora solar'] = np.pi*(df['Hora solar']-12)/12\n", "df['Altura solar'] = np.degrees(np.arcsin(np.sin(latitude_rad)*np.sin(declinacao_rad) +\n", " np.cos(latitude_rad)*np.cos(declinacao_rad)*np.cos(df['Ângulo hora solar'])))\n", "\n", "df['Altura solar rad'] = np.radians(df['Altura solar']) # coluna em radianos para facilitar as contas mais à frente\n", "\n", "df" ] }, { "cell_type": "markdown", "id": "8d3caa66-1e6a-4002-84ff-959663a62a66", "metadata": {}, "source": [ "Vamos visualizar os nossos resultados." ] }, { "cell_type": "code", "execution_count": null, "id": "df5dd43e-65c2-47af-bdc1-2bcb992a4d1f", "metadata": {}, "outputs": [], "source": [ "plt.plot(df.index, df['Altura solar'])\n", "\n", "# títulos dos eixos\n", "plt.xlabel('Hora solar')\n", "plt.ylabel('Altura solar (º)')\n", "\n", "# limites dos eixos\n", "plt.xlim([df.index.min(), df.index.max()])\n", "plt.ylim(bottom=0)\n", "\n", "# formatação dos eixos\n", "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter(\"%H:%M\"))\n", "\n", "plt.grid()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "05f7b4f4-4133-4f3a-ad84-27795a773770", "metadata": {}, "source": [ "Calculamos agora o azimute. Por convenção, dizemos que o azimute é 0 a Sul, negativo de manhã e positivo à tarde." ] }, { "cell_type": "code", "execution_count": null, "id": "4d631fff-2099-45cb-96dd-a8de6564e5d5", "metadata": { "scrolled": true }, "outputs": [], "source": [ "df['Azimute'] = # TODO: calcula o azimute (consulta o formulário)\n", "\n", "df.loc[(df['Hora solar'] == 12), 'Azimute'] = 0\n", "\n", "# por convenção, o azimute é negativo de manhã e positivo à tarde\n", "df.loc[(df['Hora solar'] < 12), 'Azimute'] = - df['Azimute']\n", "\n", "df['Azimute rad'] = np.radians(df['Azimute']) # coluna em radianos para facilitar as contas mais à frente\n", "\n", "df" ] }, { "cell_type": "markdown", "id": "1a3a9c31-2ce2-4811-ab38-dc8b754fbc96", "metadata": {}, "source": [ "O que se passa com o azimute à meia noite?\n", "\n", "Estamos a tentar calcular um arco de cosseno de um valor *ligeiramente* inferior a -1 devido a pequenos erros numéricos. Como esta conta não é possível, obtemos ``NaN``.\n", "\n", "Mas como de noite não há sol, isto não é importante." ] }, { "cell_type": "code", "execution_count": null, "id": "20a2538f-3806-4d52-9768-c75bbd2aff84", "metadata": {}, "outputs": [], "source": [ "# conta no interior do arccos para a linha da meia noite\n", "(np.sin(df['Altura solar rad'].iloc[0]) * np.sin(latitude_rad) - np.sin(declinacao_rad)) / (np.cos(df['Altura solar rad'].iloc[0]) * np.cos(latitude_rad))" ] }, { "cell_type": "markdown", "id": "11967788-f07f-4a64-8a8b-9910420e5f88", "metadata": {}, "source": [ "Faz tu agora um gráfico do azimute ao longo do dia." ] }, { "cell_type": "code", "execution_count": null, "id": "845e57c1-667c-4bbf-bc1d-f115f00868af", "metadata": {}, "outputs": [], "source": [ "# TODO: gráfico do azimute (dica: copia e adapta o gráfico da altura solar)" ] }, { "cell_type": "markdown", "id": "cd1daad6-e32b-4f81-a093-a23fdb92f71d", "metadata": {}, "source": [ "#### c) Comparar resultados com os provenientes do `pvlib`. A que se deve o ligeiro desfasamento temporal na altura solar?" ] }, { "cell_type": "markdown", "id": "26032437-73a2-4900-99ed-741504f7b996", "metadata": {}, "source": [ "Vamos verificar os nossos resultados. Para isso, usamos o `pvlib`, uma biblioteca com funções úteis para cálculos relacionados com solar fotovoltaico. Com a função `pvlib.solarposition.get_solarposition`, obtemos os dados que acabámos de calcular (e alguns extras)." ] }, { "cell_type": "code", "execution_count": null, "id": "13697f6c-d63e-4d67-8bc0-53c7edac4f2f", "metadata": { "scrolled": true }, "outputs": [], "source": [ "df_pvlib = pvlib.solarposition.get_solarposition(df.index, latitude, longitude)\n", "df_pvlib['azimuth'] = df_pvlib['azimuth'] - 180 # correção da conveção - a convenção do pvlib é de 0º a Norte\n", "df_pvlib" ] }, { "cell_type": "markdown", "id": "c12ff071-73eb-4a7a-81c1-6346ad9031af", "metadata": {}, "source": [ "Nos gráficos seguintes, se vires duas curvas quase idênticas, mas com um ligeiro desfasamento temporal, os teus cálculos em princípio estarão corretos.\n", "\n", "A que se deve o desfasamento temporal na altura solar?" ] }, { "cell_type": "code", "execution_count": null, "id": "bd7c2809-6f0e-4530-98a1-44db75ef9bc1", "metadata": {}, "outputs": [], "source": [ "plt.plot(df.index, df['Altura solar'], label='calculado')\n", "plt.plot(df_pvlib.index, df_pvlib['elevation'], label='pvlib')\n", "\n", "plt.xlabel('Hora')\n", "plt.ylabel('Altura solar (º)')\n", "\n", "plt.xlim([df.index.min(), df.index.max()])\n", "plt.ylim(bottom=0)\n", "\n", "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter(\"%H:%M\"))\n", "\n", "plt.legend()\n", "plt.grid()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "id": "3dadf5b0-4e58-4d41-9029-526ae0f47957", "metadata": {}, "outputs": [], "source": [ "plt.plot(df.index, df['Azimute'], label='calculado')\n", "plt.plot(df.index, df_pvlib['azimuth'], label='pvlib')\n", "\n", "plt.xlabel('Hora')\n", "plt.ylabel('Azimute (º)')\n", "\n", "plt.xlim([df.index.min(), df.index.max()])\n", "\n", "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter(\"%H:%M\"))\n", "\n", "plt.legend()\n", "plt.grid()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "34b78aca-f700-44bd-b31c-5ee91d1d072a", "metadata": {}, "source": [ "### **3.** A irradiância numa superfície horizontal em todas as horas (hora solar). Usar a aproximação de Hottel. Apresentar os valores num gráfico." ] }, { "cell_type": "markdown", "id": "280c00fe-fd6e-47fd-8b2f-70f404b4db9c", "metadata": {}, "source": [ "Começamos por calcular as constantes do modelo de Hottel, com base na altitude do local **em km**. Várias ferramentas online permitem-nos descobrir isto, por exemplo, [CalcMaps](https://www.calcmaps.com/map-elevation/)." ] }, { "cell_type": "code", "execution_count": null, "id": "8eabd434-08e7-4a5a-9bd4-cb122c26ec40", "metadata": {}, "outputs": [], "source": [ "altitude = # TODO: introduzir a altitude da FCUL em km\n", "\n", "k = 0.2711 + 0.01858 * (2.5 - altitude)**2\n", "a0 = 0.4237 - 0.00821 * (6 - altitude)**2\n", "a1 = 0.5055 + 0.00595 * (6.5 - altitude)**2" ] }, { "cell_type": "markdown", "id": "499cb3fd-4f81-4f3d-97d2-0d9cf66d1ccc", "metadata": {}, "source": [ "Começamos por calcular a irradiância direta numa superfície normal aos raios solares, segundo o modelo de Hottel." ] }, { "cell_type": "code", "execution_count": null, "id": "8f1816d5-558c-4977-bb95-38870e512b48", "metadata": {}, "outputs": [], "source": [ "df['tau_b'] = a0 + a1*np.exp(-k/np.sin(df['Altura solar rad']))\n", "df['I_bn (W)'] = I_0 * df['tau_b']\n", "\n", "# só temos irradiância quando o sol está acima do horizonte\n", "df.loc[(df['Altura solar']<0), 'I_bn (W)'] = 0\n", "\n", "df" ] }, { "cell_type": "markdown", "id": "ce60862c-e7d4-4f04-a8e2-0cd2d0a1ef1b", "metadata": {}, "source": [ "Depois a irradiância direta numa superfície horizontal." ] }, { "cell_type": "code", "execution_count": null, "id": "6debdfe6-193e-4fa2-afed-1aea56b602aa", "metadata": {}, "outputs": [], "source": [ "df['I_bh (W)'] = df['I_bn (W)'] * np.sin(df['Altura solar rad'])\n", "df" ] }, { "cell_type": "markdown", "id": "239c74be-1e5f-4e40-b0d0-fd24128bab53", "metadata": {}, "source": [ "Calcula agora a irradiância difusa na superfície horizontal." ] }, { "cell_type": "code", "execution_count": null, "id": "674c2f5e-4a40-444f-8829-bc9934d946b2", "metadata": {}, "outputs": [], "source": [ "df['tau_d'] = 0.271 - 0.2939 * df['tau_b']\n", "df['I_dh (W)'] = # TODO: calcula a irradiância difusa numa superfície horizontal\n", "\n", "df.loc[(df['Altura solar']<0), 'I_dh (W)'] = 0\n", "\n", "df" ] }, { "cell_type": "markdown", "id": "d50e3bee-a963-4a05-8a8f-00a2dfc96906", "metadata": {}, "source": [ "Por fim, a irradiância total." ] }, { "cell_type": "code", "execution_count": null, "id": "6aaaeac7-0f81-4279-886a-25e86700462d", "metadata": {}, "outputs": [], "source": [ "df['I_h (W)'] = df['I_bh (W)'] + df['I_dh (W)']\n", "df" ] }, { "cell_type": "markdown", "id": "82ce9558-aca3-4c64-bfea-bfbe134bb400", "metadata": {}, "source": [ "Vamos visualizar os resultados e refletir um pouco." ] }, { "cell_type": "code", "execution_count": null, "id": "b2860225-9e24-4505-b642-498f967471c1", "metadata": {}, "outputs": [], "source": [ "plt.plot(df['I_bh (W)'], label='Irradiância direta')\n", "plt.plot(df['I_dh (W)'], label='Irradiância difusa')\n", "plt.plot(df['I_h (W)'], label='Irradiância total')\n", "\n", "plt.xlabel('Hora solar')\n", "plt.ylabel('Irradiância [W/m2]')\n", "\n", "plt.xlim([df.index.min(), df.index.max()])\n", "plt.ylim(bottom=0)\n", "\n", "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter(\"%H:%M\"))\n", "\n", "plt.title('Superfície horizontal')\n", "plt.legend()\n", "plt.grid()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "883e4a86-d0f0-452a-bf94-f0ed73ea5cdf", "metadata": {}, "source": [ "#### a) Porque é que há períodos por volta do nascer e por do sol em que a radiação difusa é superior à direta?" ] }, { "cell_type": "markdown", "id": "a547ce92-5720-48cd-bd31-9ec930dc84c5", "metadata": {}, "source": [ "### **4.** A irradiância numa superfície orientada a sul e inclinação de 30º em todas as horas (hora solar). Utilizar o modelo isotrópico para estimar a radiação difusa na superfície inclinada, e explicar o que assume o modelo isotrópico. Apresentar os valores num gráfico." ] }, { "cell_type": "code", "execution_count": null, "id": "b875ecf9-409f-4153-83ff-423037209f19", "metadata": {}, "outputs": [], "source": [ "inclinacao = 30\n", "azimute = 0\n", "\n", "inclinacao_rad = np.radians(inclinacao)\n", "azimute_rad = np.radians(azimute)" ] }, { "cell_type": "markdown", "id": "2dce6cbc-127b-4528-bb4b-03ce538e8b3a", "metadata": {}, "source": [ "Para calcular a irradiância direta sobre a superfície inclinada, vamos ter de calcular o ângulo de incidência dos raios solares, isto é, o ângulo entre os raios solares e a normal da superfície." ] }, { "cell_type": "code", "execution_count": null, "id": "f5a8ec19-458b-4f28-9ad7-0484daeb2a9c", "metadata": { "scrolled": true }, "outputs": [], "source": [ "df['Ângulo de incidência rad'] = np.arccos(np.cos(df['Altura solar rad']) * np.cos(azimute_rad-df['Azimute rad']) * np.sin(inclinacao_rad) + np.sin(df['Altura solar rad']) * np.cos(inclinacao_rad))\n", "\n", "df" ] }, { "cell_type": "markdown", "id": "2fc38667-c1b1-4c97-98b4-2b3667bceacc", "metadata": {}, "source": [ "Calcula agora a irradiância direta." ] }, { "cell_type": "code", "execution_count": null, "id": "dd584d23-ba62-4f92-b24a-a904b700be53", "metadata": {}, "outputs": [], "source": [ "# irradiância direta\n", "df['I_bs (W)'] = # TODO: calcula a irradiância direta sobre a superfície inclinada" ] }, { "cell_type": "markdown", "id": "4a43c515-bdf1-4f76-a358-a6b131083c5d", "metadata": {}, "source": [ "De seguida calculamos a irradiância difusa, usando o modelo isotrópico.\n", "\n", "O modelo isotrópico é um dos modelos mais simples para a dispersão da radiação na atmosfera. Assume que a radiação difusa é distribuída de modo uniforme na cúpula celeste, não dependendo da direção. Desta forma, a irradiância difusa sobre uma superfície depende apenas da fração da cúpula celeste a que esta está exposta." ] }, { "cell_type": "code", "execution_count": null, "id": "8d965662-57ad-48fd-b11c-91d8975f9441", "metadata": {}, "outputs": [], "source": [ "df['I_ds (W)'] = # TODO: calcula a irradiância difusa sobre a superfície inclinada\n", "df" ] }, { "cell_type": "markdown", "id": "b29c3ab1-e036-40b0-a8db-fb0e0218c359", "metadata": {}, "source": [ "Por fim a irradiância total:" ] }, { "cell_type": "code", "execution_count": null, "id": "288f6bf0-c459-4881-a50f-20fc7432c59d", "metadata": {}, "outputs": [], "source": [ "df['I_s (W)'] = # TODO: calcula a irradiância total sobre a superfície inclinada\n", "\n", "df" ] }, { "cell_type": "markdown", "id": "2c6b2476-b5ec-4c49-a754-07ad99ec816f", "metadata": {}, "source": [ "Constrói o gráfico das várias componentes da irradiância sobre a superfície inclinada." ] }, { "cell_type": "code", "execution_count": null, "id": "b8d38332-6b16-4056-853f-b2d184b2b020", "metadata": {}, "outputs": [], "source": [ "# TODO: gráfico das várias componentes da irradiância sobre a superfície inclinada (dica: copia e adapta o gráfico da questão anterior)" ] }, { "cell_type": "markdown", "id": "75e67078-5bbc-4d1c-80f1-e8c8fd9d3341", "metadata": {}, "source": [ "### **5.** Apresentar, num gráfico, a radiação direta, indireta e total para as duas questões anteriores. Comentar. Qual das duas superf´ıcies recebe mais irradiância direta, difusa e total? Porquê?" ] }, { "cell_type": "code", "execution_count": null, "id": "0f7bdb83-0c99-442c-93bf-633f0ce373bc", "metadata": {}, "outputs": [], "source": [ "# Create a 1x3 grid of subplots\n", "fig, axes = plt.subplots(1, 3, figsize=(12, 4), sharey=True)\n", "\n", "# Plot for Direta (Direct Irradiance)\n", "axes[0].plot(df['I_bh (W)'], label='Sup. horizontal')\n", "axes[0].plot(df['I_bs (W)'], label='Sup. inclinada')\n", "axes[0].set_xlabel('Hora solar')\n", "axes[0].set_ylabel('Irradiância [W/m2]')\n", "axes[0].set_title('Direta')\n", "axes[0].xaxis.set_major_formatter(mdates.DateFormatter(\"%H\"))\n", "axes[0].grid()\n", "\n", "# Plot for Difusa (Diffuse Irradiance)\n", "axes[1].plot(df['I_dh (W)'], label='Sup. horizontal')\n", "axes[1].plot(df['I_ds (W)'], label='Sup. inclinada')\n", "axes[1].set_xlabel('Hora solar')\n", "axes[1].set_title('Difusa')\n", "axes[1].xaxis.set_major_formatter(mdates.DateFormatter(\"%H\"))\n", "axes[1].grid()\n", "axes[1].legend(loc='upper center')\n", "\n", "# Plot for Total irradiance\n", "axes[2].plot(df['I_h (W)'], label='Sup. horizontal')\n", "axes[2].plot(df['I_s (W)'], label='Sup. inclinada')\n", "axes[2].set_xlabel('Hora solar')\n", "axes[2].set_title('Total')\n", "axes[2].xaxis.set_major_formatter(mdates.DateFormatter(\"%H\"))\n", "axes[2].grid()\n", "\n", "axes[0].set_ylim(bottom=0)\n", "\n", "# Adjust layout to avoid overlap\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "de806202-93cb-49b7-bd59-4ff5095cacdd", "metadata": {}, "source": [ "### **6.** A insolação diária na superfície das questões 3 e 4. Qual das superfícies recebe uma maior insolação, e porquê?" ] }, { "cell_type": "code", "execution_count": null, "id": "e053e921-ebb0-4fac-99f5-5b801c4213f5", "metadata": {}, "outputs": [], "source": [ "insolacao_horizontal = # TODO: calcula a insolação diária sobre a superfície horizontal\n", "insolacao_inclinada = # TODO: calcula a insolação diária sobre a superfície inclinada\n", "\n", "print(f\"Insolação sup. horizontal: {int(insolacao_horizontal)} Wh/m2\")\n", "print(f\"Insolação sup. inclinada: {int(insolacao_inclinada)} Wh/m2\")" ] }, { "cell_type": "markdown", "id": "6d5831aa-4488-4fac-b821-f7c90624a479", "metadata": {}, "source": [ "### **7.** Comparar os resultados obtidos nas questões 4 e 6 com a estimativa do [PVGIS](https://re.jrc.ec.europa.eu/pvg_tools/en/) para o mesmo local, e:" ] }, { "cell_type": "markdown", "id": "49f359c7-7be4-4440-97cb-498a150817c5", "metadata": {}, "source": [ "#### a) para o perfil médio mensal de irradiância. Obtém este perfil através do site." ] }, { "cell_type": "markdown", "id": "542c15ea-4917-4f9d-bd40-92f939691165", "metadata": {}, "source": [ "O PVGIS é uma ferramenta que estima dados de radiação com base em dados de satélite para qualquer localização na Europa.\n", "\n", "Passos a seguir:\n", "\n", "1. Selecionar \"DAILY DATA\"\n", "2. Selecionar localização no mapa\n", "3. Selecionar mês\n", "4. Selecionar \"Irradiance\" e \"Clear-sky irradiance\" (\"On a fixed plane\")\n", "5. Introduzir inclinação e azimute\n", "6. Selecionar \"Visualize results\"\n", "7. Fazer download do csv\n", "8. Colocar o ficheiro na mesma pasta do notebook" ] }, { "attachments": { "d35309cc-060d-4d1f-b71d-60816f68d05f.png": { "image/png": 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" } }, "cell_type": "markdown", "id": "c64e7cf6-1d1a-427a-81a4-a613c58744ab", "metadata": {}, "source": [ "![Screenshot 2025-02-24 115952.png](attachment:d35309cc-060d-4d1f-b71d-60816f68d05f.png)" ] }, { "cell_type": "code", "execution_count": null, "id": "9bf73b77-d15c-44da-9091-db23235d0633", "metadata": {}, "outputs": [], "source": [ "ficheiro_csv = \"NOME.csv\" # TODO: escrever o nome do ficheiro" ] }, { "cell_type": "code", "execution_count": null, "id": "dcb2c3ad-8a84-4326-a338-daabd18eb411", "metadata": {}, "outputs": [], "source": [ "df_csv = pd.read_csv(ficheiro_csv, skiprows=7, skipfooter=7, delimiter=\"\\t\", engine='python').dropna(axis=1).set_index(\"time(UTC)\")\n", "df_csv.index = pd.to_datetime([f\"{data} {t}\" for t in df_csv.index])\n", "df_csv" ] }, { "cell_type": "code", "execution_count": null, "id": "1edb9a39-bf10-45b0-9be7-58ee144dd011", "metadata": {}, "outputs": [], "source": [ "plt.plot(df_csv['Gb(i)'], label='Direta')\n", "plt.plot(df_csv['Gd(i)'], label='Difusa')\n", "plt.plot(df_csv['G(i)'], label='Total')\n", "\n", "plt.xlabel('Hora solar')\n", "plt.ylabel('Irradiância [W/m2]')\n", "\n", "plt.xlim([df_csv.index.min(), df_csv.index.max()])\n", "plt.ylim(bottom=0)\n", "\n", "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter(\"%H:%M\"))\n", "\n", "plt.legend()\n", "plt.grid()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "id": "279a01a8-0b07-4bca-8664-72f0c245a878", "metadata": {}, "outputs": [], "source": [ "# Create subplots: 1 row, 3 columns, shared y-axis\n", "fig, axes = plt.subplots(1, 3, figsize=(12, 4), sharey=True)\n", "\n", "# Plot \"Direta\" values\n", "axes[0].plot(df['I_bs (W)'], label='Calculada', color='blue')\n", "axes[0].plot(df_csv['Gb(i)'], label='PVGIS', color='red')\n", "axes[0].set_title(\"Irradiância Direta\")\n", "axes[0].set_xlabel('Hora solar')\n", "\n", "# Plot \"Difusa\" values\n", "axes[1].plot(df['I_ds (W)'], label='Calculada', color='blue')\n", "axes[1].plot(df_csv['Gd(i)'], label='PVGIS', color='red')\n", "axes[1].set_title(\"Irradiância Difusa\")\n", "axes[1].set_xlabel('Hora solar')\n", "\n", "# Plot \"Total\" values\n", "axes[2].plot(df['I_s (W)'], label='Calculada', color='blue')\n", "axes[2].plot(df_csv['G(i)'], label='PVGIS', color='red')\n", "axes[2].set_title(\"Irradiância Total\")\n", "axes[2].set_xlabel('Hora solar')\n", "\n", "# Formatting all subplots\n", "for ax in axes:\n", " ax.set_xlim([df_csv.index.min(), df_csv.index.max()])\n", " ax.set_ylim(bottom=0)\n", " ax.xaxis.set_major_formatter(mdates.DateFormatter(\"%H:%M\"))\n", " ax.legend()\n", " ax.grid()\n", "\n", "# Set common y-axis label\n", "fig.supylabel(\"Irradiância [W/m²]\")\n", "\n", "# Adjust layout\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "83f4077f-8c1f-4ac0-9490-7a4c1ac8922e", "metadata": {}, "source": [ "#### b) para o perfil diário de irradiância. Obtém este perfil através do `pvlib`." ] }, { "cell_type": "markdown", "id": "c1698b1d-9c2d-4e49-a0da-b425c5f1260a", "metadata": {}, "source": [ "Neste momento, o PVGIS só disponibiliza dados até 2023, portanto vamos usar esses." ] }, { "cell_type": "code", "execution_count": null, "id": "3835a56c-45ad-4fde-bc53-9a50bd8e53ad", "metadata": {}, "outputs": [], "source": [ "data_2023 = pd.to_datetime(data).date().replace(year=2023)\n", "df_pvgis = pvlib.iotools.get_pvgis_hourly(latitude, longitude, surface_tilt=inclinacao, start=2023)[0]\n", "df_pvgis = df_pvgis.loc[str(data_2023)]\n", "df_pvgis.index = df_pvgis.index.map(lambda x: x.replace(year=2025))\n", "df_pvgis['poa_total'] = df_pvgis['poa_direct'] + df_pvgis['poa_sky_diffuse']\n", "df_pvgis" ] }, { "cell_type": "code", "execution_count": null, "id": "1edddcd2-ba0d-4816-8357-a3826342802f", "metadata": {}, "outputs": [], "source": [ "plt.plot(df_pvgis['poa_direct'], label='Direta')\n", "plt.plot(df_pvgis['poa_sky_diffuse'], label='Difusa')\n", "plt.plot(df_pvgis['poa_total'], label='Total')\n", "\n", "plt.xlabel('Hora solar')\n", "plt.ylabel('Irradiância [W/m2]')\n", "\n", "plt.xlim([df_pvgis.index.min(), df_pvgis.index.max()])\n", "plt.ylim(bottom=0)\n", "\n", "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter(\"%H:%M\"))\n", "\n", "plt.legend()\n", "plt.grid()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "id": "0661926f-0109-483c-b541-778705338889", "metadata": {}, "outputs": [], "source": [ "# Create subplots: 1 row, 3 columns, shared y-axis\n", "fig, axes = plt.subplots(1, 3, figsize=(15, 5), sharey=True)\n", "\n", "# Plot \"Direta\" values\n", "axes[0].plot(df['I_bs (W)'], label='Calculada', color='blue')\n", "axes[0].plot(df_csv['Gb(i)'], label='Média mensal PVGIS', color='red')\n", "axes[0].plot(df_pvgis['poa_direct'], label='Diária PVGIS', linestyle=\"dashed\", color='green')\n", "axes[0].set_title(\"Irradiância Direta\")\n", "axes[0].set_xlabel('Hora solar')\n", "\n", "# Plot \"Difusa\" values\n", "axes[1].plot(df['I_ds (W)'], label='Calculada', color='blue')\n", "axes[1].plot(df_csv['Gd(i)'], label='Média mensal PVGIS', color='red')\n", "axes[1].plot(df_pvgis['poa_sky_diffuse'], label='Diária PVGIS', linestyle=\"dashed\", color='green')\n", "axes[1].set_title(\"Irradiância Difusa\")\n", "axes[1].set_xlabel('Hora solar')\n", "\n", "# Plot \"Total\" values\n", "axes[2].plot(df['I_s (W)'], label='Calculada', color='blue')\n", "axes[2].plot(df_csv['G(i)'], label='Média mensal PVGIS', color='red')\n", "axes[2].plot(df_pvgis['poa_total'], label='Diária PVGIS', linestyle=\"dashed\", color='green')\n", "axes[2].set_title(\"Irradiância Total\")\n", "axes[2].set_xlabel('Hora solar')\n", "\n", "# Formatting all subplots\n", "for ax in axes:\n", " ax.set_xlim([df_csv.index.min(), df_csv.index.max()])\n", " ax.set_ylim(bottom=0)\n", " ax.xaxis.set_major_formatter(mdates.DateFormatter(\"%H:%M\"))\n", " ax.legend()\n", " ax.grid()\n", "\n", "# Set common y-axis label\n", "fig.supylabel(\"Irradiância [W/m²]\")\n", "\n", "# Adjust layout\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "b588e27c-9920-45a5-9d82-9c13dd7c47ec", "metadata": {}, "source": [ "# Análise de gráficos" ] }, { "cell_type": "markdown", "id": "52d586a4-111d-4796-9f73-bdcb966cb719", "metadata": {}, "source": [ "A partir de aqui não tens de editar código, apenas analisar gráficos :)\n", "\n", "Analisa e comenta cada um dos gráficos." ] }, { "cell_type": "markdown", "id": "c05df7e4-f127-42c1-8ad9-97531329391e", "metadata": {}, "source": [ "## **8.** A altura solar ao longo do dia nos solstícios e equinócios para a nossa latitude." ] }, { "cell_type": "code", "execution_count": null, "id": "3c060cb5-b4cc-4eea-a541-2af5cf4c0de4", "metadata": {}, "outputs": [], "source": [ "# Define location\n", "latitude = 38 \n", "longitude = 0 \n", "\n", "# Define key dates for solstices and equinoxes\n", "dates = {\n", " \"Equinócio de Primavera (21 março)\": \"2024-03-21\",\n", " \"Solstício de Verão (21 junho)\": \"2024-06-21\",\n", " \"Equinócio de Outono (23 setembro)\": \"2024-09-23\",\n", " \"Solstício de Inverno (21 dezembro)\": \"2024-12-21\",\n", "}\n", "\n", "# Generate hourly times for each date\n", "times = pd.date_range(start=\"00:00\", end=\"23:00\", freq=\"h\").time\n", "\n", "# Create a figure\n", "plt.figure(figsize=(8, 5))\n", "\n", "# Loop through each key date\n", "for label, date in dates.items():\n", " # Generate timestamps for the selected date\n", " day_times = pd.to_datetime([f\"{date} {t}\" for t in times])\n", " \n", " # Create location object\n", " site = pvlib.location.Location(latitude, longitude, tz=\"UTC\")\n", " \n", " # Get solar position\n", " solar_position = site.get_solarposition(day_times)\n", " \n", " # Extract solar elevation angle\n", " solar_elevation = solar_position[\"apparent_elevation\"]\n", " \n", " # Plot solar elevation throughout the day\n", " plt.plot(day_times.hour, solar_elevation, label=label)\n", "\n", "plt.xlim(0,24)\n", "plt.ylim(bottom=0)\n", "\n", "# Formatting the plot\n", "plt.xlabel(\"Hora do dia\")\n", "plt.ylabel(\"Altura solar (°)\")\n", "plt.legend()\n", "plt.grid()\n", "plt.xticks(range(0, 24, 2))\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "0d2fa6a3-4b8e-4741-8103-e0392b565a6b", "metadata": {}, "source": [ "## **9.** A altura solar ao longo do dia nos solstícios e equinócios para diversas latitudes." ] }, { "cell_type": "code", "execution_count": null, "id": "f7ec6471-2a05-47f3-be77-d11606886738", "metadata": {}, "outputs": [], "source": [ "# Define key locations (latitudes)\n", "latitudes = [0, 23.5, 45, 66.5, 90] # Equator, Tropic of Cancer, Mid-latitude, Arctic Circle, North Pole\n", "longitude = 0\n", "\n", "# Define key dates\n", "dates = {\n", " \"Equinócio de Primavera (21 março)\": \"2024-03-21\",\n", " \"Solstício de Verão (21 junho)\": \"2024-06-21\",\n", " \"Equinócio de Outono (23 setembro)\": \"2024-09-23\",\n", " \"Solstício de Inverno (21 dezembro)\": \"2024-12-21\",\n", "}\n", "\n", "# Set up the figure\n", "fig, axes = plt.subplots(2, 2, figsize=(12, 10))\n", "axes = axes.flatten()\n", "\n", "# Loop through each key date\n", "for ax, (season, date) in zip(axes, dates.items()):\n", " times = pd.date_range(date, freq=\"h\", periods=24, tz=\"UTC\")\n", " \n", " # Plot solar elevation for different latitudes\n", " for lat in latitudes:\n", " site = pvlib.location.Location(lat, longitude, tz=\"UTC\")\n", " solar_pos = site.get_solarposition(times)\n", " \n", " ax.plot(times.hour, solar_pos[\"elevation\"], label=f\"Lat {lat}°\")\n", "\n", " ax.set_title(season)\n", " ax.set_xlabel(\"Hora do dia\")\n", " ax.set_ylabel(\"Altura solar (°)\")\n", " ax.legend()\n", " ax.grid()\n", "\n", " # Set x-axis ticks every 3 hours\n", " ax.set_xticks(range(0, 24, 3)) # Ticks at 0, 3, 6, 9, etc.\n", " \n", " # Set y-axis range from -90 to 90\n", " ax.set_ylim(-90, 90)\n", "\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "eda8554e-46e0-4bc6-8c57-acfa50dd9d44", "metadata": {}, "source": [ "## **10.** A irradiação total diária de céu limpo ao longo do ano para diversas latitudes." ] }, { "cell_type": "code", "execution_count": null, "id": "785f1156-0cd8-40dd-89ee-d98c1bbcd39f", "metadata": {}, "outputs": [], "source": [ "# Define locations: (latitude, longitude, timezone)\n", "locations = {\n", " \"Equador (0°)\": 0,\n", " \"Trópico de Câncer (23.5°)\": 23.5,\n", " \"Latitude média (45°)\": 45,\n", " \"Círculo Ártico (66.5°)\": 66.5,\n", " \"Pólo Norte (90°)\": 90\n", "}\n", "\n", "# Generate a full year of dates\n", "days = pd.date_range(\"2025-01-01\", \"2026-01-01\", freq=\"h\")\n", "\n", "# Create a figure for plotting\n", "plt.figure(figsize=(10, 6))\n", "\n", "# Loop through each location and compute GHI\n", "for label, lat in locations.items():\n", " site = pvlib.location.Location(latitude=lat, longitude=0)\n", " \n", " # Get clear-sky model (Ineichen model)\n", " clearsky = site.get_clearsky(days)[:-1]\n", " \n", " # Extract daily total GHI (integrated over the day)\n", " daily_ghi = clearsky[\"ghi\"].resample(\"D\").sum()\n", " \n", " # Plot results\n", " plt.plot(daily_ghi.index, daily_ghi, label=label)\n", "\n", "plt.xlim([daily_ghi.index.min(), daily_ghi.index.max()])\n", "plt.ylim(bottom=0)\n", "\n", "# formatação dos eixos\n", "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter(\"%m\"))\n", "\n", "# Formatting the plot\n", "plt.xlabel(\"Mês\")\n", "plt.ylabel(\"Irradiação global horizontal diária (Wh/m²)\")\n", "plt.legend()\n", "plt.grid()\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "ea8c5d2d-5657-402d-8b05-634309f20e70", "metadata": {}, "source": [ "# Bónus" ] }, { "cell_type": "markdown", "id": "c74d20da-9089-48a5-8cd2-e2bb209dbb2d", "metadata": {}, "source": [ "Para até dois valores extra, constrói um gráfico diferente dos anteriores que mostre algo interessante relacionado com recurso solar, e explica o que ele demonstra :)\n", "\n", "Utiliza os valores calculados nas questões anteriores, ou faz os teus próprios cálculos --- não uses valores arbitrários." ] }, { "cell_type": "code", "execution_count": null, "id": "1d640fca-a1a3-4601-a612-40afe5412cbe", "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": "3.12.4" } }, "nbformat": 4, "nbformat_minor": 5 }