diff --git a/Aeromechanik/Aeromechanik.ipynb b/Aeromechanik/Aeromechanik.ipynb
index 2f0b547eb447af11378e2c1a2bb4d0999780f6ae..87ae9758226a31412aff99beb99f47cb17725944 100644
--- a/Aeromechanik/Aeromechanik.ipynb
+++ b/Aeromechanik/Aeromechanik.ipynb
@@ -109,7 +109,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": 56,
    "id": "790c4e5e",
    "metadata": {},
    "outputs": [],
@@ -207,7 +207,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 57,
    "id": "05ee67d2",
    "metadata": {},
    "outputs": [
@@ -286,7 +286,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 58,
    "id": "2c6e6dd8-bcfa-407c-b07e-3bb7dcf8f358",
    "metadata": {},
    "outputs": [
@@ -357,7 +357,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 40,
+   "execution_count": 66,
    "id": "495e80a1",
    "metadata": {},
    "outputs": [
@@ -449,7 +449,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 65,
    "id": "749744d6",
    "metadata": {},
    "outputs": [
@@ -489,9 +489,25 @@
      },
      "metadata": {},
      "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
     }
    ],
    "source": [
+    "import numpy as np\n",
+    "import pandas as pd\n",
+    "import matplotlib.pyplot as plt\n",
+    "from mpl_toolkits.mplot3d import Axes3D\n",
+    "from scipy.interpolate import griddata  # Import griddata\n",
+    "\n",
     "offset = 5 #p/pa\n",
     "\n",
     "df21 = pd.read_csv('Aufgabe 2/2.1.csv')\n",
@@ -538,7 +554,24 @@
     "ax.set_zlabel(\"$p_{Dyn}$ in pa\")\n",
     "surf = ax.plot_trisurf(r,d,p_d)\n",
     "plt.show()\n",
-    "\n"
+    "\n",
+    "unique_r_values = [0, 1, 2, 3, 4, 5]\n",
+    "\n",
+    "# Create a plot for each unique value of r\n",
+    "plt.figure()\n",
+    "\n",
+    "# Plot each unique value of r\n",
+    "for r_value in unique_r_values:\n",
+    "    mask = r == r_value\n",
+    "    plt.plot(d[mask], p_d[mask], marker='o', linestyle='-', label=f'r = {r_value} cm')\n",
+    "\n",
+    "# Add labels, title, and legend\n",
+    "plt.xlabel('Distance (d) in cm')\n",
+    "plt.ylabel('Pressure (p_d) in Pa')\n",
+    "plt.title('Pressure vs Distance for Different Radii')\n",
+    "plt.legend()\n",
+    "plt.grid()\n",
+    "plt.show()"
    ]
   },
   {