TB065

Trabajos Prácticos de la Materia Señales y Sistemas
Index Commits Files Refs
commit 6cffec88da1270dd62549d5d43103de2a1ee8bc2
parent a5bceba5e0cc8d3c35bcf67445401c6f48469921
Author: Martin J. Klöckner <mjkloeckner@gmail.com>
Date:   Thu, 12 Sep 2024 15:07:54 -0300

Created using Colab
Diffstat:
Mprimera_parte/tpe_primera_parte_no_title.ipynb | 106++++++++++++++++++++++++++++++++++++++++++++-----------------------------------
1 file changed, 59 insertions(+), 47 deletions(-)
diff --git a/primera_parte/tpe_primera_parte_no_title.ipynb b/primera_parte/tpe_primera_parte_no_title.ipynb
@@ -118,8 +118,8 @@
         "def graph_data(x, y, title, figure_number=0, t=0, dt=0, a=0, da=0):\n",
         "  figure, axis = plt.subplots(num=title, figsize=(12, 6))\n",
         "  caption = 'Figura ' + str(figure_number) + ': ' + title\n",
-        "\n",
         "  figure.text(.5, -0.02, caption, ha='center', fontsize=12)\n",
+        "\n",
         "  plt.plot(x, y, label='Señal de Audio')\n",
         "  axis.set(xlabel='Tiempo [s]', ylabel='Amplitud')\n",
         "  plt.grid(True)\n",
@@ -158,51 +158,51 @@
       },
       "outputs": [],
       "source": [
-        "time = np.arange(len(file1_data)) / file1_sample_rate"
+        "file1_time = np.arange(len(file1_data)) / file1_sample_rate"
       ]
     },
     {
       "cell_type": "markdown",
-      "id": "HgT4xx4pKlFb",
+      "id": "3GofoYbR1-F1",
       "metadata": {
-        "id": "HgT4xx4pKlFb"
+        "id": "3GofoYbR1-F1"
       },
       "source": [
-        "Se define una variable para almacenar el titulo de la figura, esto para posteriormente pasarlo como argumento a la funcion `graph_data`"
+        "Para normalizar la amplitud de la señal entre -1 y 1 se divide por el valor máximo que toma el tipo de dato que almacena la señal. Para obtener este valor máximo se utiliza el método [iinfo](https://numpy.org/doc/stable/reference/generated/numpy.iinfo.html#numpy-iinfo) de la librería [numpy](https://numpy.org/doc/stable/index.html)."
       ]
     },
     {
       "cell_type": "code",
       "execution_count": 6,
-      "id": "hHn7vwU8KnQb",
+      "id": "eBDxfNSV1_6V",
       "metadata": {
-        "id": "hHn7vwU8KnQb"
+        "id": "eBDxfNSV1_6V"
       },
       "outputs": [],
       "source": [
-        "title = 'Gráfico de `' + str(file1_name) + '` en dominio de tiempo'"
+        "file1_data_normalized = file1_data / np.iinfo(file1_data.dtype).max"
       ]
     },
     {
       "cell_type": "markdown",
-      "id": "3GofoYbR1-F1",
+      "id": "HgT4xx4pKlFb",
       "metadata": {
-        "id": "3GofoYbR1-F1"
+        "id": "HgT4xx4pKlFb"
       },
       "source": [
-        "Para normalizar la amplitud de la señal entre -1 y 1 se divide por el valor máximo que toma el tipo de dato que almacena la señal. Para obtener este valor máximo se utiliza el método [iinfo](https://numpy.org/doc/stable/reference/generated/numpy.iinfo.html#numpy-iinfo) de la librería [numpy](https://numpy.org/doc/stable/index.html)."
+        "Se define una variable para almacenar el titulo de la figura, esto para posteriormente pasarlo como argumento a la funcion `graph_data`"
       ]
     },
     {
       "cell_type": "code",
       "execution_count": 7,
-      "id": "eBDxfNSV1_6V",
+      "id": "hHn7vwU8KnQb",
       "metadata": {
-        "id": "eBDxfNSV1_6V"
+        "id": "hHn7vwU8KnQb"
       },
       "outputs": [],
       "source": [
-        "data = file1_data / np.iinfo(file1_data.dtype).max"
+        "title = 'Gráfico de `' + str(file1_name) + '` en dominio de tiempo'"
       ]
     },
     {
@@ -225,7 +225,7 @@
           "height": 586
         },
         "id": "3d95e5a6-4c46-4dc3-bf8e-1ba82af6eb1d",
-        "outputId": "a4b9b26d-1dfc-49fc-8ac4-53f97ce8a1d9"
+        "outputId": "4407339d-05fc-4882-a8c4-23bbc41e3b07"
       },
       "outputs": [
         {
@@ -240,7 +240,7 @@
         }
       ],
       "source": [
-        "graph_data(time, data, title, 1);"
+        "graph_data(file1_time, file1_data_normalized, title, 1);"
       ]
     },
     {
@@ -250,12 +250,38 @@
         "id": "f424d686-a217-4edd-98d4-d066b44d9788"
       },
       "source": [
-        "Para el segundo archivo, se repite exactamente el mismo procedimiento que el realizado para el primero, solo cambia el nombre del archivo del que se obtienen los datos; en este caso siendo `Zombie.wav`."
+        "Para el segundo archivo, se repite exactamente el mismo procedimiento que el realizado para el primero, solo cambia el nombre del archivo del que se obtienen los datos; en este caso siendo `Zombie.wav`.\n",
+        "\n",
+        "Se obtienen los datos del archivo, se normalizan, y se contruye una lista de números equidistantes que se corresponda con cada valor de la lista de datos."
       ]
     },
     {
       "cell_type": "code",
+      "source": [
+        "file2_sample_rate, file2_data = wavfile.read(file2_name)\n",
+        "file2_time = np.arange(len(file2_data)) / file2_sample_rate\n",
+        "file2_data_normalized = file2_data / np.iinfo(file2_data.dtype).max"
+      ],
+      "metadata": {
+        "id": "GjckO8808hPg"
+      },
+      "id": "GjckO8808hPg",
       "execution_count": 9,
+      "outputs": []
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "Luego de obtener y procesar los datos, se grafican utilizando la función `graph_data`:"
+      ],
+      "metadata": {
+        "id": "uDC0gzcc8hzw"
+      },
+      "id": "uDC0gzcc8hzw"
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 10,
       "id": "94dd2cf5-ff36-45ec-9593-80ecec73c414",
       "metadata": {
         "colab": {
@@ -263,7 +289,7 @@
           "height": 586
         },
         "id": "94dd2cf5-ff36-45ec-9593-80ecec73c414",
-        "outputId": "45c0507d-3c57-467a-cbf4-e7fc068138f8"
+        "outputId": "36c84472-7a08-45d5-9e12-105a365a4aaf"
       },
       "outputs": [
         {
@@ -278,12 +304,8 @@
         }
       ],
       "source": [
-        "file2_sample_rate, file2_data = wavfile.read(file2_name)\n",
-        "data = file2_data / np.iinfo(file2_data.dtype).max\n",
-        "time = np.arange(len(file2_data)) / file2_sample_rate\n",
         "title = 'Gráfico de `' + str(file2_name) + '` en dominio de tiempo'\n",
-        "\n",
-        "graph_data(time, data, title, 2);"
+        "graph_data(file2_time, file2_data_normalized, title, 2);"
       ]
     },
     {
@@ -303,7 +325,7 @@
     },
     {
       "cell_type": "code",
-      "execution_count": 10,
+      "execution_count": 11,
       "id": "00ee7caa-47c8-43bc-8d56-2e5cf1fac363",
       "metadata": {
         "colab": {
@@ -311,7 +333,7 @@
           "height": 586
         },
         "id": "00ee7caa-47c8-43bc-8d56-2e5cf1fac363",
-        "outputId": "345a7aec-5d69-4534-9532-2358ea7688c4"
+        "outputId": "3d85d822-62f7-4956-c03b-3aec86f29984"
       },
       "outputs": [
         {
@@ -326,11 +348,8 @@
         }
       ],
       "source": [
-        "time = np.arange(len(file1_data)) / file1_sample_rate\n",
-        "data = file1_data / np.iinfo(file1_data.dtype).max\n",
         "title = 'Gráfico de `' + str(file1_name) + '` en dominio de tiempo (piano)'\n",
-        "\n",
-        "graph_data(time, data, title, 3, 1.13, 0.17);"
+        "graph_data(file1_time, file1_data_normalized, title, 3, 1.13, 0.17);"
       ]
     },
     {
@@ -345,7 +364,7 @@
     },
     {
       "cell_type": "code",
-      "execution_count": 11,
+      "execution_count": 15,
       "id": "yudC1ja8nIS9",
       "metadata": {
         "colab": {
@@ -353,7 +372,7 @@
           "height": 586
         },
         "id": "yudC1ja8nIS9",
-        "outputId": "4e7ac0ed-e4c6-4fe0-a100-d896df9f94f5"
+        "outputId": "15a2540c-2f44-42c9-f235-1e7080be6c03"
       },
       "outputs": [
         {
@@ -368,11 +387,8 @@
         }
       ],
       "source": [
-        "time = np.arange(len(file1_data)) / file1_sample_rate\n",
-        "data = file1_data / np.iinfo(file1_data.dtype).max\n",
         "title = 'Gráfico de `' + str(file1_name) + '` en dominio de tiempo (piano)'\n",
-        "\n",
-        "graph_data(time, data, title, 4, 1.138, 0.016, 1.14228, 0.0039)"
+        "graph_data(file1_time, file1_data_normalized, title, 4, 1.138, 0.016, 1.14228, 0.0039)"
       ]
     },
     {
@@ -384,12 +400,12 @@
       "source": [
         "Dicho periodo es de aproximadamente 3.9 milisegundos, lo cual corresponde a una frecuencia fundamental de unos 256 Hz. En música, una frecuencia de 256 Hz se acerca más a una nota `DO` de la 4° octava.\n",
         "\n",
-        "A su vez, en la Figura 5, podemos observar visualmente una nota producida por un saxofón. como es propio de instrumentos de viento, sus notas son más fuertes y resaltantes que las del piano así como de mayor energía como evidencia los picos del gráfico."
+        "A su vez, en la Figura 5, podemos observar visualmente una nota producida por un saxofón. Como es propio de los instrumentos de viento, sus notas son más fuertes y resaltantes que las del piano, así como de mayor energía según puede evidenciarse por los picos del gráfico."
       ]
     },
     {
       "cell_type": "code",
-      "execution_count": 14,
+      "execution_count": 16,
       "id": "lX46VNJYsC6w",
       "metadata": {
         "colab": {
@@ -397,7 +413,7 @@
           "height": 586
         },
         "id": "lX46VNJYsC6w",
-        "outputId": "6414759a-a27a-4ed4-bc8e-1220551517e9"
+        "outputId": "d32aa200-4dd3-4cff-8f5d-62aab0395a87"
       },
       "outputs": [
         {
@@ -406,16 +422,14 @@
             "text/plain": [
               "<Figure size 1200x600 with 1 Axes>"
             ],
-            "image/png": 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\n"
+            "image/png": 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\n"
           },
           "metadata": {}
         }
       ],
       "source": [
-        "time = np.arange(len(file1_data)) / file1_sample_rate\n",
-        "data = file1_data / np.iinfo(file1_data.dtype).max\n",
         "title = 'Gráfico de `' + str(file1_name) + '` en dominio de tiempo (saxofón)'\n",
-        "graph_data(time, data, title, 5, 13.400, 0.012, 13.404, 0.00218);"
+        "graph_data(file1_time, file1_data_normalized, title, 5, 13.4, 0.02, 13.40642, 0.0022);"
       ]
     },
     {
@@ -445,7 +459,7 @@
     },
     {
       "cell_type": "code",
-      "execution_count": 13,
+      "execution_count": 18,
       "id": "dfc2b4b4-7d3a-4da5-8b22-45d224050493",
       "metadata": {
         "colab": {
@@ -453,7 +467,7 @@
           "height": 586
         },
         "id": "dfc2b4b4-7d3a-4da5-8b22-45d224050493",
-        "outputId": "ea017bb8-1f17-417a-e114-7623be8a4d08"
+        "outputId": "72490811-3a22-4b3a-bdd6-a637d2ce78ac"
       },
       "outputs": [
         {
@@ -468,10 +482,8 @@
         }
       ],
       "source": [
-        "time = np.arange(len(file2_data)) / file2_sample_rate\n",
-        "data = file2_data / np.iinfo(file2_data.dtype).max\n",
         "title = 'Gráfico de `' + str(file2_name) + '` en dominio de tiempo (percusión)'\n",
-        "graph_data(time, data, title, 6, 6.0, 0.1);"
+        "graph_data(file2_time, file2_data_normalized, title, 6, 6.0, 0.1);"
       ]
     },
     {