From 42e8b1462e3a52614b3b82d7f005fa638f932a55 Mon Sep 17 00:00:00 2001
From: goose4077 <156208098+goose4077@users.noreply.github.com>
Date: Tue, 28 Jan 2025 10:22:40 +0100
Subject: [PATCH] almost

---
 Aeromechanik/Aeromechanik.ipynb | 33 +++++++++++++++++++--------------
 1 file changed, 19 insertions(+), 14 deletions(-)

diff --git a/Aeromechanik/Aeromechanik.ipynb b/Aeromechanik/Aeromechanik.ipynb
index cbeb87f..09470c6 100644
--- a/Aeromechanik/Aeromechanik.ipynb
+++ b/Aeromechanik/Aeromechanik.ipynb
@@ -749,14 +749,14 @@
    "source": [
     "**V E R S U C H S B E S C H R E I B U N G**\n",
     "\n",
-    "Zunächst wird der Zusammenhang der Stirnfläche mit der resultierenden Kraft erstellt. Hierfür nutzen wir ein Objekt in 3 verschiedenen Ausführungen. In diesem Fall eine Kreisscheibe mit Radius r = 0.040 , 0.056 , 0.080 m\n",
+    "Zunächst wird der Zusammenhang der Stirnfläche mit der resultierenden Kraft erstellt. Hierfür nutzen wir ein Objekt in 3 verschiedenen Ausführungen. In diesem Fall eine Kreisscheibe mit Durchmesser d = 0.040 , 0.056 , 0.080 m\n",
     "\n",
     "---"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 41,
+   "execution_count": 51,
    "id": "87966da7",
    "metadata": {},
    "outputs": [
@@ -772,7 +772,7 @@
     },
     {
      "data": {
-      "image/png": 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rn376qRISEhQUFJRnGCVJI0eO1MGDB7V8+XL95S9/cWGFZdexY8fUr18/paWlqVu3blq/fr1Dm8aNG2vEiBGuLw4AAACAWyGQAuBWli9fLkkaNWpUvu2GDBmil19+WWvXrtX8+fNzfBPf7ercuXNKS0uTpDzX1woMDCSQAgAAAFBkFmOMKe0iAAAAAAAAcPvgW/YAAAAAAADgUgRSAAAAAAAAcCkCKQAAAAAAALgUgRQAAAAAAABcikAKAAAAAAAALkUgBQAAAAAAAJcikAIAAAAAAIBLEUgBAAAAAADApQikAAAAAAAA4FIEUgAAAAAAAHApAikAAAAAAAC4FIEUAAAAAAAAXIpACgAAAAAAAC71/wDki7Xev1I06AAAAABJRU5ErkJggg==",
       "text/plain": [
        "<Figure size 1200x500 with 2 Axes>"
       ]
@@ -807,8 +807,8 @@
     "plt.scatter(r,F, marker='x')\n",
     "plt.show()\n",
     "\n",
-    "def vmod(A,f,o, pluft=nomv(up_luft), m=0.004, b=0.006):\n",
-    "    return pluft/2*A*(f*m+b)**2 + o\n",
+    "def vmod(A,f=nomv(v31),o=2, pluft=nomv(up_luft), m=0.004, b=0.006):\n",
+    "    return (pluft/2)*A*(f*m+b)**2 + o\n",
     "\n",
     "def mod32(A,p,v,c=0.0087,o=offset):\n",
     "    return c*0.5*p*A*v**2+o\n",
@@ -817,12 +817,12 @@
     "    return a*b \n",
     "\n",
     "xy_data = kafe2.XYContainer(x_data=A, y_data=F)\n",
-    "# xy_data.add_error(axis='x',err_val=uf)\n",
+    "xy_data.add_error(axis='x',err_val=0.0001)\n",
     "xy_data.add_error(axis=\"y\",err_val= 0.02)\n",
     "linfit = kafe2.Fit(data=xy_data, model_function=vmod)\n",
     "linfit.add_parameter_constraint(name='b', value=0.33, uncertainty=0.5)\n",
     "linfit.add_parameter_constraint(name='f', value=nomv(v31), uncertainty=stdv(v31))\n",
-    "linfit.add_parameter_constraint(name='m', value=0.0047, uncertainty=0.00026)\n",
+    "linfit.add_parameter_constraint(name='m', value=0.00498, uncertainty=0.00026)\n",
     "linfit.add_parameter_constraint(name='pluft', value=nomv(up_luft), uncertainty=stdv(up_luft))\n",
     "linfit.do_fit()\n",
     "linfit.data_container.label = 'Relation r und F'\n",
@@ -832,6 +832,7 @@
     "p.plot()\n",
     "p.show()\n",
     "\n",
+    "\n",
     "xy_data = kafe2.XYContainer(x_data=A, y_data=F)\n",
     "# xy_data.add_error(axis='x',err_val=uf)\n",
     "xy_data.add_error(axis=\"y\",err_val= 0.02)\n",
@@ -895,6 +896,8 @@
     "\n",
     "$F_W \\propto p_d A \\propto \\rho v^2 A;\\; F_W = c_W \\frac{1}{2} \\rho v^2 A$\n",
     "\n",
+    "Die gemessene Kraft ist nur von dem dynamischen Druck abhängig. Es wird eine quadratische Abhängigkeit erwartet.\n",
+    " \n",
     "\n",
     "---"
    ]
@@ -989,7 +992,9 @@
     "\n",
     "Der $\\chi^2$ Wert liegt bei 0.926, was auf einen Aussagekräftigen Fit hinweist.\n",
     "\n",
-    "Der $c_w$ der Kreisscheibe beträgt $=0.931\\pm0.041$. Der Literaturwert einer Kreisscheibe liegt bei $\\approx 1.11$ ([Wiki](https://de.wikipedia.org/wiki/Strömungswiderstandskoeffizient#cw-Werte_von_typischen_Körperformen))\n",
+    "Der $c_w$ der Kreisscheibe beträgt $=0.931\\pm0.041$. Der Literaturwert einer Kreisscheibe liegt bei $\\approx 1.11$ ([Wiki](https://de.wikipedia.org/wiki/Strömungswiderstandskoeffizient#cw-Werte_von_typischen_Körperformen)).\n",
+    "\n",
+    "Der durch den Versuch ermittelte Wert ist angesichts des nicht idealen Messaufbaus nah zum Literaturwert, auch wenn dieser nicht in den Unsicherheiten eingeschlossen ist. \n",
     "\n",
     "---"
    ]
@@ -1026,7 +1031,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 46,
    "id": "df595b82",
    "metadata": {},
    "outputs": [
@@ -1036,8 +1041,8 @@
      "text": [
       "0.76+/-0.14\n",
       "1.38+/-0.24\n",
-      "(6.6+/-0.4)e-09\n",
-      "(7.4+/-0.4)e-09\n",
+      "0.0066+/-0.0004\n",
+      "0.0074+/-0.0004\n",
       "8.2+/-1.1\n"
      ]
     }
@@ -1054,7 +1059,7 @@
     "Fw_Chrysler = uarr(force[0]-offset33[0],0.002)\n",
     "A_Jeep = uarr(0.0003,0.00005)\n",
     "Fw_Jeep = uarr(force[3]-offset33[3],0.002)\n",
-    "A_Drop = uarr(56e03,1e03)\n",
+    "A_Drop = uarr(56e-03,1e-03)\n",
     "Fw_Drop = uarr(force[1]-offset33[1],0.002)\n",
     "Fw_Drop_backwards = uarr(force[2]-offset33[2],0.002)\n",
     "A_Plane = uarr(7.853981634e-05,1e-05) #radius von 0.5 cm\n",
@@ -1094,8 +1099,8 @@
     "\\textbf{Values} \\\\ \\hline\n",
     "0.76 \\pm 0.14 & Chrysler \\\\ \\hline\n",
     "1.38 \\pm 0.24 & Jeep \\\\ \\hline\n",
-    "(6.6 \\pm 0.4)\\times 10^{-9} & Drop \\\\ \\hline\n",
-    "(7.4 \\pm 0.4)\\times 10^{-9} & Drop Backwards  \\\\ \\hline\n",
+    "0.0066 \\pm 0.0004 & Drop \\\\ \\hline\n",
+    "0.0074 \\pm 0.0004 & Drop Backwards  \\\\ \\hline\n",
     "8.2 \\pm 1.1 & Plane \\\\ \\hline\n",
     "\\end{array}\n",
     "\\\n",
-- 
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