{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"# Fakultät für Physik \n",
"\n",
"## Physikalisches Praktikum P1 für Studierende der Physik\n",
"\n",
"Versuch P1-71, 72, 73 (Stand: Dezember 2022)\n",
"\n",
"[Raum F1-14](http://www-ekp.physik.uni-karlsruhe.de/~simonis/praktikum/layoutobjekte/Lageplan_P1.png)\n",
"\n",
"# Spezifische Ladung des Elektrons"
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Name: _surname1_ Vorname: _name1_ E\\-Mail: _mail1_\n",
"\n",
"\\begin{equation*}\n",
"\\begin{split}\n",
"&\\\\\n",
"&\\\\\n",
"\\end{split}\n",
"\\end{equation*}\n",
"\n",
"Name: _surname2_ Vorname: _name2_ E\\-Mail: _mail2_\n",
"\n",
"\\begin{equation*}\n",
"\\begin{split}\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"\\end{split}\n",
"\\end{equation*}\n",
"\n",
"Gruppennummer: _groupnumber_\n",
"\n",
"\\begin{equation*}\n",
"\\begin{split}\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"\\end{split}\n",
"\\end{equation*}\n",
"\n",
"Betreuer: \n",
"\n",
"\\begin{equation*}\n",
"\\begin{split}\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"\\end{split}\n",
"\\end{equation*}\n",
"\n",
"Versuch durchgeführt am: _date_"
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"---\n",
"\n",
"**Beanstandungen:**\n",
"\n",
"\\begin{equation*}\n",
"\\begin{split}\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"&\\\\\n",
"\\end{split}\n",
"%\\text{\\vspace{10cm}}\n",
"\\end{equation*}\n",
"\n",
" \n",
"Testiert am: __________________ Testat: __________________"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false
},
"outputs": [
],
"source": [
"# Hilfsfunktionen. Nicht weiter beachten\n",
"from IPython.core.display import Markdown\n",
"from IPython.display import display\n",
"def M_helper_func(txt):\n",
" #print(txt)\n",
" #print('fr\"'+txt.replace(\"§\",\"$\").replace(\"{\",\"{{\").replace(\"}\",\"}}\").replace(\"[!\",\"{\").replace(\"!]\",\"}\")+'\"')\n",
" execreturnvalue = \"\"\n",
" loc = {}\n",
" exec('execreturnvalue = fr\"
'+txt.replace(\"{\",\"{{\").replace(\"}\",\"}}\").replace(\"[!\",\"{\").replace(\"!]\",\"}\")+'
\"', globals(), loc)\n",
" display(Markdown(loc[\"execreturnvalue\"]))\n",
" return loc[\"execreturnvalue\"]\n",
"\n",
"from IPython.core.magic import (register_line_magic,\n",
" register_cell_magic)\n",
"\n",
"from IPython.core import magic\n",
"\n",
"def register_line_magic(f):\n",
" setattr(f, magic.MAGIC_NO_VAR_EXPAND_ATTR, True)\n",
" return magic.register_line_magic(f)\n",
"\n",
"@register_line_magic\n",
"def m(line):\n",
" M_helper_func(line)\n",
"\n",
"import os\n",
"import numpy as np\n",
"from numpy import pi\n",
"import matplotlib.pyplot as plt\n",
"import matplotlib as mpl\n",
"import scipy as sci\n",
"import kafe2\n",
"import pandas as pd\n",
"import uncertainties\n",
"from uncertainties import ufloat, unumpy\n",
"from uncertainties.unumpy import uarray as uarr\n",
"from uncertainties.unumpy import nominal_values, nominal_values as nomv, std_devs, std_devs as stdv\n",
"from uncertainties.umath import sqrt as usqrt, sin as usin,exp as uexp\n",
"import scipy\n",
"import matplotlib.image as mpimg\n",
"from io import StringIO\n",
"\n",
"mpl.rcParams['figure.dpi'] = 100\n",
"class ng:\n",
" def __init__(self,x=None,stat=None,syst=None):\n",
" if x == None:\n",
" self.syst = None\n",
" self.stat = None\n",
" else:\n",
" self.syst = ufloat(x,0)\n",
" self.stat = ufloat(x,0)\n",
" if syst != None:\n",
" self.syst = ufloat(x,syst)\n",
" if stat != None:\n",
" self.stat = ufloat(x,stat)\n",
" def SetSyst(self,syst):\n",
" self.syst = ufloat(nomv(self.syst),syst)\n",
" def SetStat(self,stat):\n",
" self.stat = ufloat(nomv(self.stat),stat)\n",
" def __str__(self):\n",
" return f'{nomv(self.stat):.2}±ₛₜₐₜ{stdv(self.stat):.2}±ₛᵧₛₜ{stdv(self.syst):.2}'\n",
" def __add__(self,o):\n",
" res = ng()\n",
" if type(o) == ng:\n",
" res.syst = self.syst + o.syst\n",
" res.stat = self.stat + o.stat\n",
" else:\n",
" res.syst = self.syst + o\n",
" res.stat = self.stat + o\n",
" return res\n",
" def __iadd__(self,o):\n",
" return self.__add__(o)\n",
" def __sub__(self,o):\n",
" res = ng()\n",
" if type(o) == ng:\n",
" res.syst = self.syst - o.syst\n",
" res.stat = self.stat - o.stat\n",
" else:\n",
" res.syst = self.syst - o\n",
" res.stat = self.stat - o\n",
" return res\n",
" def __isub__(self,o):\n",
" return self.__sub__(o)\n",
" def __mul__(self,o):\n",
" res = ng()\n",
" if type(o) == ng:\n",
" res.syst = self.syst * o.syst\n",
" res.stat = self.stat * o.stat\n",
" else:\n",
" res.syst = self.syst * o\n",
" res.stat = self.stat * o\n",
" return res\n",
" def __imul__(self,o):\n",
" return self.__mul__(o)\n",
" def __truediv__(self,o):\n",
" res = ng()\n",
" if type(o) == ng:\n",
" res.syst = self.syst / o.syst\n",
" res.stat = self.stat / o.stat\n",
" else:\n",
" res.syst = self.syst / o\n",
" res.stat = self.stat / o\n",
" return res\n",
" def __itruediv__(self,o):\n",
" return self.__truediv__(o)\n",
" def __pow__(self,o):\n",
" res = ng()\n",
" if type(o) == ng:\n",
" res.syst = self.syst**o.syst\n",
" res.stat = self.stat**o.stat\n",
" else:\n",
" res.syst = self.syst**o\n",
" res.stat = self.stat**o\n",
" return res\n",
" def __ipow__(self,o):\n",
" return self.__pow__(o)\n",
"def sin(o):\n",
" if type(o) == ng:\n",
" res = ng()\n",
" res.syst = usin(o.syst)\n",
" res.stat = usin(o.stat)\n",
" return res\n",
" else:\n",
" return np.sin(o)\n",
"def exp(o):\n",
" if type(o) == ng:\n",
" res = ng()\n",
" res.syst = uexp(o.syst)\n",
" res.stat = uexp(o.stat)\n",
" return res\n",
" else:\n",
" return np.exp(o)\n",
"def sqrt(o):\n",
" if type(o) == ng:\n",
" res = ng()\n",
" res.syst = usqrt(o.syst)\n",
" res.stat = usqrt(o.stat)\n",
" return res\n",
" else:\n",
" return np.sqrt(o)\n",
" \n",
"def uplot(x,y,*args, **kwargs):\n",
" utypes = (uncertainties.core.\n",
"Variable,uncertainties.core.AffineScalarFunc)\n",
" xplt = x\n",
" yplt = y\n",
" if type(x[0]) in utypes:\n",
" xplt = nomv(x)\n",
" kwargs[\"xerr\"] = stdv(x)\n",
" if type(y[0]) in utypes:\n",
" yplt = nomv(y)\n",
" kwargs[\"yerr\"] = stdv(y)\n",
" plt.errorbar(xplt,yplt,*args,**kwargs)\n",
"\n",
"def pltimg(path):\n",
" try:\n",
" img = mpimg.imread(path)\n",
" imgplot = plt.imshow(img)\n",
" plt.axis('off')\n",
" plt.show()\n",
" except Exception as e:\n",
" print(\"Image Not Found\")\n",
" print(e)"
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"# Durchführung\n",
"\n",
"## Aufgabe 1: Fadenstrahlrohr\n",
"\n",
"**Hinweise zu allen hier durchzuführenden Messungen finden Sie in der Datei [Hinweise-Aufgabe-1.md](https://gitlab.kit.edu/kit/etp-lehre/p1-praktikum/students/-/blob/main/Spezifische_Ladung_des_Elektrons/doc/Hinweise-Aufgabe-1.md).**\n",
"\n",
"### Aufgabe 1.1: Magnetfeld im Fadenstrahlrohr\n",
"\n",
" * Schätzen Sie das Magnetfeld $B$, entlang der Mittelebene zwischen $H_{1}$ und $H_{2}$ im Inneren der Spulen, mit Hilfe einer baugleichen, weiteren Helmholtzspule $H_{3}$, einer, an verschiedenen Stellen mit Bohrungen versehenen, Holzplatte $M$, und einer [Hall-Sonde](https://de.wikipedia.org/wiki/Hall-Effekt) ab. Dabei bezeichnet $r$ im Folgenden den Abstand von der Symmetrieachse des Spulenpaares.\n",
" * Kalibrieren Sie die Hall-Sonde mit Hilfe einer weiteren, langen Spule, deren Magnetfeld Sie über das [Ampèresche Gesetz](https://de.wikipedia.org/wiki/Amp%C3%A8resches_Gesetz#Magnetfeld_der_Spule) bestimmen können.\n",
" * Diskutieren Sie die Homogenität von $B(r)$ für die vorliegende Spulenanordnung. \n",
" * Vergleichen Sie Ihre Messung für $r=0$ mit Ihrer Erwartung. \n",
" \n",
"---"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/markdown": [
"In diesem Versuch geht es darum, das B-Feld innerhalb der Helmholzspulen mit einem baugleichen Spulenpaar abzuschätzen. Dazu wird das B-Feld an vorgegebenen Positionen mit einer Hall-Sonde gemessen. Die vorgegebene Positionen werden folgendermaßen nummeriert:
"
],
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
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",
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
"image/png": {
"height": 559,
"width": 569
}
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Die Messung mit der Hallsonde liefert folgende Messergebnisse:
"
],
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" Messpunkt \n",
" Strom I in A \n",
" Spannung U in mV \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
" 0 \n",
" 1.008 \n",
" 25.69 \n",
" \n",
" \n",
" 1 \n",
" 1 \n",
" 1.008 \n",
" 27.37 \n",
" \n",
" \n",
" 2 \n",
" 2 \n",
" 1.008 \n",
" 28.12 \n",
" \n",
" \n",
" 3 \n",
" 3 \n",
" 1.008 \n",
" 27.94 \n",
" \n",
" \n",
" 4 \n",
" 4 \n",
" 1.008 \n",
" 28.50 \n",
" \n",
" \n",
" 5 \n",
" 5 \n",
" 1.008 \n",
" 28.87 \n",
" \n",
" \n",
" 6 \n",
" 6 \n",
" 1.008 \n",
" 28.69 \n",
" \n",
" \n",
" 7 \n",
" 7 \n",
" 1.008 \n",
" 28.50 \n",
" \n",
" \n",
" 8 \n",
" 8 \n",
" 1.008 \n",
" 29.06 \n",
" \n",
" \n",
" 9 \n",
" 9 \n",
" 1.008 \n",
" 28.69 \n",
" \n",
" \n",
" 10 \n",
" 10 \n",
" 1.008 \n",
" 27.56 \n",
" \n",
" \n",
" 11 \n",
" 11 \n",
" 1.008 \n",
" 24.00 \n",
" \n",
" \n",
" 12 \n",
" 0 \n",
" 1.504 \n",
" 39.00 \n",
" \n",
" \n",
" 13 \n",
" 1 \n",
" 1.504 \n",
" 41.44 \n",
" \n",
" \n",
" 14 \n",
" 2 \n",
" 1.504 \n",
" 42.00 \n",
" \n",
" \n",
" 15 \n",
" 3 \n",
" 1.504 \n",
" 41.81 \n",
" \n",
" \n",
" 16 \n",
" 4 \n",
" 1.504 \n",
" 42.56 \n",
" \n",
" \n",
" 17 \n",
" 5 \n",
" 1.504 \n",
" 42.75 \n",
" \n",
" \n",
" 18 \n",
" 6 \n",
" 1.504 \n",
" 42.75 \n",
" \n",
" \n",
" 19 \n",
" 7 \n",
" 1.504 \n",
" 42.38 \n",
" \n",
" \n",
" 20 \n",
" 8 \n",
" 1.504 \n",
" 42.94 \n",
" \n",
" \n",
" 21 \n",
" 9 \n",
" 1.504 \n",
" 42.56 \n",
" \n",
" \n",
" 22 \n",
" 10 \n",
" 1.504 \n",
" 40.50 \n",
" \n",
" \n",
" 23 \n",
" 11 \n",
" 1.504 \n",
" 34.88 \n",
" \n",
" \n",
" 24 \n",
" 0 \n",
" 2.007 \n",
" 51.56 \n",
" \n",
" \n",
" 25 \n",
" 1 \n",
" 2.007 \n",
" 54.19 \n",
" \n",
" \n",
" 26 \n",
" 2 \n",
" 2.007 \n",
" 55.13 \n",
" \n",
" \n",
" 27 \n",
" 3 \n",
" 2.007 \n",
" 54.19 \n",
" \n",
" \n",
" 28 \n",
" 4 \n",
" 2.007 \n",
" 55.31 \n",
" \n",
" \n",
" 29 \n",
" 5 \n",
" 2.007 \n",
" 55.88 \n",
" \n",
" \n",
" 30 \n",
" 6 \n",
" 2.007 \n",
" 56.06 \n",
" \n",
" \n",
" 31 \n",
" 7 \n",
" 2.007 \n",
" 55.69 \n",
" \n",
" \n",
" 32 \n",
" 8 \n",
" 2.007 \n",
" 56.44 \n",
" \n",
" \n",
" 33 \n",
" 9 \n",
" 2.007 \n",
" 55.88 \n",
" \n",
" \n",
" 34 \n",
" 10 \n",
" 2.007 \n",
" 53.63 \n",
" \n",
" \n",
" 35 \n",
" 11 \n",
" 2.007 \n",
" 46.13 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Messpunkt Strom I in A Spannung U in mV\n",
"0 0 1.008 25.69\n",
"1 1 1.008 27.37\n",
"2 2 1.008 28.12\n",
"3 3 1.008 27.94\n",
"4 4 1.008 28.50\n",
"5 5 1.008 28.87\n",
"6 6 1.008 28.69\n",
"7 7 1.008 28.50\n",
"8 8 1.008 29.06\n",
"9 9 1.008 28.69\n",
"10 10 1.008 27.56\n",
"11 11 1.008 24.00\n",
"12 0 1.504 39.00\n",
"13 1 1.504 41.44\n",
"14 2 1.504 42.00\n",
"15 3 1.504 41.81\n",
"16 4 1.504 42.56\n",
"17 5 1.504 42.75\n",
"18 6 1.504 42.75\n",
"19 7 1.504 42.38\n",
"20 8 1.504 42.94\n",
"21 9 1.504 42.56\n",
"22 10 1.504 40.50\n",
"23 11 1.504 34.88\n",
"24 0 2.007 51.56\n",
"25 1 2.007 54.19\n",
"26 2 2.007 55.13\n",
"27 3 2.007 54.19\n",
"28 4 2.007 55.31\n",
"29 5 2.007 55.88\n",
"30 6 2.007 56.06\n",
"31 7 2.007 55.69\n",
"32 8 2.007 56.44\n",
"33 9 2.007 55.88\n",
"34 10 2.007 53.63\n",
"35 11 2.007 46.13"
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Beim Vergleich vom Anfangsergebnis mit dem erneuten Messen des Anfangspunktes zeigt sich, dass die thermische Abweichung über die Messreihe bei unter 6% liegt, was in diesem Kontext noch vernachlässigbar ist.
"
],
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Für die Unsicherheit auf die Spannung wird 0.095mV gewählt, da die Messschrittweite 0.19mV beträgt. Die Unsicherheit auf den Strom beträgt nach der Schwankung des Werts 4mA.
"
],
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Zur Kalibrierung werden 10 Wertepaare von Strom und Hallspannung auch in einer langen Spule gemessen. Diese Messung ergibt folgende Messwerte:
"
],
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" Strom I in A \n",
" Spannung U in mV \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
" 0.200 \n",
" 19.87 \n",
" \n",
" \n",
" 1 \n",
" 0.240 \n",
" 24.37 \n",
" \n",
" \n",
" 2 \n",
" 0.276 \n",
" 28.31 \n",
" \n",
" \n",
" 3 \n",
" 0.316 \n",
" 32.06 \n",
" \n",
" \n",
" 4 \n",
" 0.357 \n",
" 36.19 \n",
" \n",
" \n",
" 5 \n",
" 0.398 \n",
" 39.75 \n",
" \n",
" \n",
" 6 \n",
" 0.439 \n",
" 43.88 \n",
" \n",
" \n",
" 7 \n",
" 0.480 \n",
" 47.63 \n",
" \n",
" \n",
" 8 \n",
" 0.516 \n",
" 51.00 \n",
" \n",
" \n",
" 9 \n",
" 0.562 \n",
" 55.13 \n",
" \n",
" \n",
" 10 \n",
" 0.598 \n",
" 58.31 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Strom I in A Spannung U in mV\n",
"0 0.200 19.87\n",
"1 0.240 24.37\n",
"2 0.276 28.31\n",
"3 0.316 32.06\n",
"4 0.357 36.19\n",
"5 0.398 39.75\n",
"6 0.439 43.88\n",
"7 0.480 47.63\n",
"8 0.516 51.00\n",
"9 0.562 55.13\n",
"10 0.598 58.31"
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Im folgenden werden nun die Parameter einer Eichgeraden durch die für die Kalibrierung gemessenen Punkte bestimmt. Es soll ein Zusammenhang $B = m\\,(U-c)$ bestimmt werden mit dem freien Paramter m wobei B in der Kalibrierungsmessung über den Strom als $\\mu_0 \\frac{N I}{l}$ bestimmt werden kann. c ist hierbei der Spannungsoffset der Hallsonde.
"
],
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
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"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
"image/png": {
"height": 490,
"width": 1188
}
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Mit den so bestimmten Werten von m und c können nun die vorherigen Messungen in Magnetfeldstärken umgerechnet werden.
"
],
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Werden die Magnetfeldstärken, die im äußeren Helmholzspulenpaar gemessen werden, über den Abstand vom Mittelpunkt aufgetragen, entsteht folgende Grafik:
"
],
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
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"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
"image/png": {
"height": 602,
"width": 1036
}
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Es ist zu erkennen, dass das Magnetfeld bis zu einem Radius von 6cm im Rahmen der Messunsicherheiten konstant bleibt. Der erwartete Wert für diese Spulenkonguration ist 785.52$\\mu H$ $\\pm$ 3.12$\\mu H$ für I=1.01, 1172.05$\\mu H$ $\\pm$ 3.12$\\mu H$ für I=1.50 und 1564.03$\\mu H$ $\\pm$ 3.12$\\mu H$ für I=2.01. Diese Werte sind nicht im Ramen ihrer Unsicherheit miteinander Kompatibel. Folglich entspricht das Spulenpaar nicht ausreichend einem idealen Helmholzpaar oder die Messergebnise der Hallsonde waren nicht ausreichend gut kalibriert. Im folgenden wird mit einem in Abhängigkeit vom Radius konstanten Magnetfeld weitergerechnet. Die Magnetfeldstärke wird in Abhängigkeit vom Spulenstrom durch eine Gerade approximiert, um für das zweite Experiment einen Zusammenhang von Spulenstrom und Magnetfeld für beliebiege Ströme zu erhalten.
"
],
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
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"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {
"image/png": {
"height": 490,
"width": 1188
}
},
"output_type": "execute_result"
}
],
"source": [
"%m In diesem Versuch geht es darum, das B-Feld innerhalb der Helmholzspulen mit einem baugleichen Spulenpaar abzuschätzen. Dazu wird das B-Feld an vorgegebenen Positionen mit einer Hall-Sonde gemessen. Die vorgegebene Positionen werden folgendermaßen nummeriert:\n",
"\n",
"pltimg(\"Löcher.png\")\n",
"\n",
"a11 = \"\"\"\n",
"Messpunkt,Strom I in A,Spannung U in mV\n",
"0,1.008,25.69\n",
"1,1.008,27.37\n",
"2,1.008,28.12\n",
"3,1.008,27.94\n",
"4,1.008,28.50\n",
"5,1.008,28.87\n",
"6,1.008,28.69\n",
"7,1.008,28.5\n",
"8,1.008,29.06\n",
"9,1.008,28.69\n",
"10,1.008,27.56\n",
"11,1.008,24.00\n",
"0,1.504,39.00\n",
"1,1.504,41.44\n",
"2,1.504,42.00\n",
"3,1.504,41.81\n",
"4,1.504,42.56\n",
"5,1.504,42.75\n",
"6,1.504,42.75\n",
"7,1.504,42.38\n",
"8,1.504,42.94\n",
"9,1.504,42.56\n",
"10,1.504,40.50\n",
"11,1.504,34.88\n",
"0,2.007,51.56\n",
"1,2.007,54.19\n",
"2,2.007,55.13\n",
"3,2.007,54.19\n",
"4,2.007,55.31\n",
"5,2.007,55.88\n",
"6,2.007,56.06\n",
"7,2.007,55.69\n",
"8,2.007,56.44\n",
"9,2.007,55.88\n",
"10,2.007,53.63\n",
"11,2.007,46.13\n",
"\"\"\"#am Ende nochmal Messung des 0 Wertes am Ende zum Vergleich mit vor der Messung 0,2.007,54.19\n",
"\n",
"\n",
"\n",
"radiusTranslation = np.array([9,6,3,6,3,0,3,6,3,6,9,12])\n",
"\n",
"%m Die Messung mit der Hallsonde liefert folgende Messergebnisse:\n",
"mpg = pd.read_csv(StringIO(a11))\n",
"display(mpg)\n",
"\n",
"%m Beim Vergleich vom Anfangsergebnis mit dem erneuten Messen des Anfangspunktes zeigt sich, dass die thermische Abweichung über die Messreihe bei unter 6% liegt, was in diesem Kontext noch vernachlässigbar ist.\n",
"\n",
"n, I, U = np.genfromtxt(StringIO(a11), delimiter=',')[1:].transpose()\n",
"U = 1e-3*U\n",
"n = np.array(n, dtype=int)\n",
"r = radiusTranslation[n]\n",
"\n",
"uU = uarr(U, 0.00019/2)\n",
"uI = uarr(I, 0.004)\n",
"\n",
"%m Für die Unsicherheit auf die Spannung wird 0.095mV gewählt, da die Messschrittweite 0.19mV beträgt. Die Unsicherheit auf den Strom beträgt nach der Schwankung des Werts 4mA.\n",
"\n",
"%m Zur Kalibrierung werden 10 Wertepaare von Strom und Hallspannung auch in einer langen Spule gemessen. Diese Messung ergibt folgende Messwerte:\n",
"#200mA bis 600mA\n",
"a11=\"\"\"\n",
"Strom I in A,Spannung U in mV\n",
"0.2,19.87\n",
"0.24,24.37\n",
"0.276,28.31\n",
"0.316,32.06\n",
"0.357,36.19\n",
"0.398,39.75\n",
"0.439,43.88\n",
"0.48,47.63\n",
"0.516,51.0\n",
"0.562,55.13\n",
"0.598,58.31\n",
"\"\"\"# am Ende bei 0.2: 20.06\n",
"\n",
"mpg = pd.read_csv(StringIO(a11))\n",
"display(mpg)\n",
"\n",
"I_cal, U_cal = np.genfromtxt(StringIO(a11), delimiter=',')[1:].transpose()\n",
"U_cal = 1e-3 *U_cal\n",
"uU_cal = uarr(U_cal, 0.00019/2)\n",
"uI_cal = uarr(I_cal, 0.004)\n",
"\n",
"%m Im folgenden werden nun die Parameter einer Eichgeraden durch die für die Kalibrierung gemessenen Punkte bestimmt. Es soll ein Zusammenhang $B = m\\,(U-c)$ bestimmt werden mit dem freien Paramter m wobei B in der Kalibrierungsmessung über den Strom als $\\mu_0 \\frac{N I}{l}$ bestimmt werden kann. c ist hierbei der Spannungsoffset der Hallsonde.\n",
"\n",
"uN = ufloat(750, 7.5)\n",
"ul = ufloat(0.3, 2e-3)\n",
"uμ0 = ufloat(1.25663706212, 0.0000000000019)*1e-6\n",
"\n",
"def model(I, m=0.032, N=1, μ0=1, l=1, c=1):\n",
" B = μ0*N*I/l\n",
" U = B/m\n",
" return U + c\n",
"\n",
"xy_data = kafe2.XYContainer(x_data=nomv(uI_cal), y_data=nomv(uU_cal))\n",
"xy_data.add_error(axis='x', err_val=stdv(uI_cal))\n",
"xy_data.add_error(axis='y', err_val=stdv(uU_cal))\n",
"\n",
"lin_fit = kafe2.Fit(data=xy_data, model_function=model)\n",
"lin_fit.add_parameter_constraint(name='μ0',value=uμ0.n,uncertainty=uμ0.s)\n",
"lin_fit.add_parameter_constraint(name='N',value=uN.n,uncertainty=uN.s)\n",
"lin_fit.add_parameter_constraint(name='l',value=ul.n,uncertainty=ul.s)\n",
"lin_fit.do_fit()\n",
"\n",
"p = kafe2.Plot(lin_fit)\n",
"p.x_label = 'Kalibrierstrom in A'\n",
"p.y_label = 'Kalibrierhallspannung in V'\n",
"p.plot()\n",
"p.show()\n",
"\n",
"%m Mit den so bestimmten Werten von m und c können nun die vorherigen Messungen in Magnetfeldstärken umgerechnet werden.\n",
"\n",
"%m Werden die Magnetfeldstärken, die im äußeren Helmholzspulenpaar gemessen werden, über den Abstand vom Mittelpunkt aufgetragen, entsteht folgende Grafik:\n",
"\n",
"m,_,_,_,c = lin_fit.parameter_values\n",
"Δm,_,_,_,Δc = lin_fit.parameter_errors\n",
"uc = ufloat(c,Δc)\n",
"um = ufloat(m,Δm)\n",
"\n",
"uB = (uU - uc)*um\n",
"\n",
"args = {\"fmt\":\"x\", \"capsize\":3}\n",
"uplot(r[I==1.008], uB[I==1.008],label=\"1A\", **args)\n",
"uplot(r[I==1.504], uB[I==1.504], label=\"1.5A\", **args)\n",
"uplot(r[I==2.007], uB[I==2.007], label=\"2A\", **args)\n",
"\n",
"plt.legend()\n",
"plt.ylim(bottom=0)\n",
"plt.ylabel(\"Magnetfeld in T\")\n",
"plt.xlabel(\"Radius in cm\")\n",
"plt.show()\n",
"\n",
"I_theo = uarr([1.008, 1.504, 2.007], 0.004)\n",
"B_theo = 8*uμ0*130/(np.sqrt(125)*0.15)*I_theo\n",
"\n",
"%m Es ist zu erkennen, dass das Magnetfeld bis zu einem Radius von 6cm im Rahmen der Messunsicherheiten konstant bleibt. Der erwartete Wert für diese Spulenkonguration ist [!B_theo[0].n*1e6:.2f!]$\\mu H$ $\\pm$ [!B_theo[0].s*1e6:.2f!]$\\mu H$ für I=[!I_theo[0].n:.2f!], [!B_theo[1].n*1e6:.2f!]$\\mu H$ $\\pm$ [!B_theo[1].s*1e6:.2f!]$\\mu H$ für I=[!I_theo[1].n:.2f!] und [!B_theo[2].n*1e6:.2f!]$\\mu H$ $\\pm$ [!B_theo[2].s*1e6:.2f!]$\\mu H$ für I=[!I_theo[2].n:.2f!]. Diese Werte sind nicht im Ramen ihrer Unsicherheit miteinander Kompatibel. Folglich entspricht das Spulenpaar nicht ausreichend einem idealen Helmholzpaar oder die Messergebnise der Hallsonde waren nicht ausreichend gut kalibriert. Im folgenden wird mit einem in Abhängigkeit vom Radius konstanten Magnetfeld weitergerechnet. Die Magnetfeldstärke wird in Abhängigkeit vom Spulenstrom durch eine Gerade approximiert, um für das zweite Experiment einen Zusammenhang von Spulenstrom und Magnetfeld für beliebiege Ströme zu erhalten.\n",
"\n",
"def model(I, a, b):\n",
" return I*a+b\n",
"\n",
"xy_data = kafe2.XYContainer(x_data=I[r<=6], y_data=nomv(uB)[r<=6])\n",
"xy_data.add_error(axis='y', err_val=stdv(uB[r<=6]))\n",
"xy_data.add_error(axis='x', err_val=stdv(uI[r<=6]))\n",
"\n",
"lin_fit = kafe2.Fit(data=xy_data, model_function=model)\n",
"lin_fit.do_fit()\n",
"\n",
"p = kafe2.Plot(lin_fit)\n",
"p.x_label = 'Strom in A'\n",
"p.y_label = 'Magnetfeld in T'\n",
"p.plot()\n",
"p.show()\n",
"\n",
"a,b = lin_fit.parameter_values\n",
"Δa,Δb = lin_fit.parameter_errors\n",
"ua = ufloat(a,Δa)\n",
"ub = ufloat(b,Δb)\n",
"\n",
"bfunc = lambda i: i*ua+ub\n",
"#print(stdv(uB[r<=6]))\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"### Aufgabe 1.2: Elektronenkreisbahn\n",
"\n",
"Bestimmen Sie den Durchmesser $d$ der Elektronenbahn im Fadenstrahlrohr in zwei Messreihen: \n",
"\n",
" * Als Funktion der Anodenspannung $U$ (z.B. mit fünf bis sechs Messpunkten $100$; $120$; $\\ldots 200\\,\\mathrm{V}$) für zwei Spulenströme (z.B. $1\\,\\mathrm{A}$ und $2\\,\\mathrm{A}$).\n",
" * Als Funktion des Spulenstroms $I$ (z.B. mit zehn bis elf Messpunkten $1,0$; $1,1$; $\\ldots 2,0\\,\\mathrm{A}$) für zwei Anodenspannungen (z.B. $140\\,\\mathrm{V}$ und $160\\,\\mathrm{V}$).\n",
" \n",
"\n",
"---\n",
"\n"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/markdown": [
"In diesem Experiment soll der Radius des auf die Kreisbahn gezwungenen Elektronenstrahls bestimmt werden und mit Hilfe der Ergebnisse aus den vorherigen Messungen das Magnetfeld bestimmt werden. Bei der Durchführung werden folgende Radien bestimmt:
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" Spannung in V \n",
" Strom in A \n",
" Durchmesser in cm \n",
" Magnetfeldstärke in T \n",
" $\\frac{e}{m}$ \n",
" Unsicherheit von $\\frac{e}{m}$ \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
" 130.2 \n",
" 0.992 \n",
" 8.1 \n",
" 0.000871 \n",
" 2.093769e+11 \n",
" 2.291284e+10 \n",
" \n",
" \n",
" 1 \n",
" 141.0 \n",
" 0.996 \n",
" 8.8 \n",
" 0.000874 \n",
" 1.905416e+11 \n",
" 1.949965e+10 \n",
" \n",
" \n",
" 2 \n",
" 150.4 \n",
" 0.994 \n",
" 9.3 \n",
" 0.000873 \n",
" 1.827225e+11 \n",
" 1.791651e+10 \n",
" \n",
" \n",
" 3 \n",
" 160.5 \n",
" 0.991 \n",
" 10.0 \n",
" 0.000870 \n",
" 1.696887e+11 \n",
" 1.575822e+10 \n",
" \n",
" \n",
" 4 \n",
" 170.3 \n",
" 0.991 \n",
" 10.9 \n",
" 0.000870 \n",
" 1.515443e+11 \n",
" 1.322062e+10 \n",
" \n",
" \n",
" 5 \n",
" 180.4 \n",
" 0.977 \n",
" 11.2 \n",
" 0.000857 \n",
" 1.565086e+11 \n",
" 1.343663e+10 \n",
" \n",
" \n",
" 6 \n",
" 108.7 \n",
" 2.058 \n",
" 4.0 \n",
" 0.001822 \n",
" 1.637897e+11 \n",
" 3.318339e+10 \n",
" \n",
" \n",
" 7 \n",
" 121.4 \n",
" 2.057 \n",
" 4.3 \n",
" 0.001821 \n",
" 1.584471e+11 \n",
" 2.992060e+10 \n",
" \n",
" \n",
" 8 \n",
" 141.2 \n",
" 2.080 \n",
" 4.9 \n",
" 0.001841 \n",
" 1.387754e+11 \n",
" 2.309415e+10 \n",
" \n",
" \n",
" 9 \n",
" 160.8 \n",
" 2.081 \n",
" 5.1 \n",
" 0.001842 \n",
" 1.457455e+11 \n",
" 2.333907e+10 \n",
" \n",
" \n",
" 10 \n",
" 181.0 \n",
" 2.082 \n",
" 5.6 \n",
" 0.001843 \n",
" 1.359350e+11 \n",
" 1.990662e+10 \n",
" \n",
" \n",
" 11 \n",
" 200.0 \n",
" 2.078 \n",
" 5.9 \n",
" 0.001839 \n",
" 1.358432e+11 \n",
" 1.893244e+10 \n",
" \n",
" \n",
" 12 \n",
" 160.0 \n",
" 1.017 \n",
" 10.3 \n",
" 0.000893 \n",
" 1.512758e+11 \n",
" 1.368067e+10 \n",
" \n",
" \n",
" 13 \n",
" 160.0 \n",
" 1.106 \n",
" 9.2 \n",
" 0.000972 \n",
" 1.599186e+11 \n",
" 1.557132e+10 \n",
" \n",
" \n",
" 14 \n",
" 160.0 \n",
" 1.208 \n",
" 8.3 \n",
" 0.001063 \n",
" 1.642986e+11 \n",
" 1.723951e+10 \n",
" \n",
" \n",
" 15 \n",
" 160.0 \n",
" 1.303 \n",
" 7.2 \n",
" 0.001148 \n",
" 1.872975e+11 \n",
" 2.209812e+10 \n",
" \n",
" \n",
" 16 \n",
" 160.0 \n",
" 1.404 \n",
" 7.0 \n",
" 0.001238 \n",
" 1.703687e+11 \n",
" 2.052422e+10 \n",
" \n",
" \n",
" 17 \n",
" 160.0 \n",
" 1.497 \n",
" 6.7 \n",
" 0.001321 \n",
" 1.633479e+11 \n",
" 2.041326e+10 \n",
" \n",
" \n",
" 18 \n",
" 160.0 \n",
" 1.606 \n",
" 6.2 \n",
" 0.001418 \n",
" 1.655025e+11 \n",
" 2.215601e+10 \n",
" \n",
" \n",
" 19 \n",
" 160.0 \n",
" 1.698 \n",
" 5.8 \n",
" 0.001501 \n",
" 1.689976e+11 \n",
" 2.404041e+10 \n",
" \n",
" \n",
" 20 \n",
" 160.0 \n",
" 1.806 \n",
" 5.7 \n",
" 0.001597 \n",
" 1.545040e+11 \n",
" 2.230914e+10 \n",
" \n",
" \n",
" 21 \n",
" 160.0 \n",
" 1.900 \n",
" 5.3 \n",
" 0.001681 \n",
" 1.613196e+11 \n",
" 2.493437e+10 \n",
" \n",
" \n",
" 22 \n",
" 160.0 \n",
" 2.006 \n",
" 5.1 \n",
" 0.001775 \n",
" 1.561563e+11 \n",
" 2.501903e+10 \n",
" \n",
" \n",
" 23 \n",
" 140.9 \n",
" 2.007 \n",
" 4.9 \n",
" 0.001776 \n",
" 1.488204e+11 \n",
" 2.477720e+10 \n",
" \n",
" \n",
" 24 \n",
" 140.9 \n",
" 1.901 \n",
" 5.2 \n",
" 0.001682 \n",
" 1.474220e+11 \n",
" 2.320423e+10 \n",
" \n",
" \n",
" 25 \n",
" 140.9 \n",
" 1.804 \n",
" 5.5 \n",
" 0.001595 \n",
" 1.464623e+11 \n",
" 2.187583e+10 \n",
" \n",
" \n",
" 26 \n",
" 140.9 \n",
" 1.708 \n",
" 5.4 \n",
" 0.001509 \n",
" 1.696649e+11 \n",
" 2.581632e+10 \n",
" \n",
" \n",
" 27 \n",
" 140.9 \n",
" 1.600 \n",
" 6.0 \n",
" 0.001413 \n",
" 1.568050e+11 \n",
" 2.164501e+10 \n",
" \n",
" \n",
" 28 \n",
" 140.9 \n",
" 1.508 \n",
" 6.1 \n",
" 0.001331 \n",
" 1.709889e+11 \n",
" 2.328841e+10 \n",
" \n",
" \n",
" 29 \n",
" 140.9 \n",
" 1.405 \n",
" 6.6 \n",
" 0.001239 \n",
" 1.685247e+11 \n",
" 2.141196e+10 \n",
" \n",
" \n",
" 30 \n",
" 140.9 \n",
" 1.296 \n",
" 7.0 \n",
" 0.001142 \n",
" 1.764121e+11 \n",
" 2.134914e+10 \n",
" \n",
" \n",
" 31 \n",
" 140.9 \n",
" 1.202 \n",
" 7.5 \n",
" 0.001058 \n",
" 1.789949e+11 \n",
" 2.049311e+10 \n",
" \n",
" \n",
" 32 \n",
" 140.9 \n",
" 1.100 \n",
" 8.1 \n",
" 0.000967 \n",
" 1.836915e+11 \n",
" 1.985890e+10 \n",
" \n",
" \n",
" 33 \n",
" 140.9 \n",
" 0.992 \n",
" 9.0 \n",
" 0.000871 \n",
" 1.835328e+11 \n",
" 1.846510e+10 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Spannung in V Strom in A Durchmesser in cm Magnetfeldstärke in T \\\n",
"0 130.2 0.992 8.1 0.000871 \n",
"1 141.0 0.996 8.8 0.000874 \n",
"2 150.4 0.994 9.3 0.000873 \n",
"3 160.5 0.991 10.0 0.000870 \n",
"4 170.3 0.991 10.9 0.000870 \n",
"5 180.4 0.977 11.2 0.000857 \n",
"6 108.7 2.058 4.0 0.001822 \n",
"7 121.4 2.057 4.3 0.001821 \n",
"8 141.2 2.080 4.9 0.001841 \n",
"9 160.8 2.081 5.1 0.001842 \n",
"10 181.0 2.082 5.6 0.001843 \n",
"11 200.0 2.078 5.9 0.001839 \n",
"12 160.0 1.017 10.3 0.000893 \n",
"13 160.0 1.106 9.2 0.000972 \n",
"14 160.0 1.208 8.3 0.001063 \n",
"15 160.0 1.303 7.2 0.001148 \n",
"16 160.0 1.404 7.0 0.001238 \n",
"17 160.0 1.497 6.7 0.001321 \n",
"18 160.0 1.606 6.2 0.001418 \n",
"19 160.0 1.698 5.8 0.001501 \n",
"20 160.0 1.806 5.7 0.001597 \n",
"21 160.0 1.900 5.3 0.001681 \n",
"22 160.0 2.006 5.1 0.001775 \n",
"23 140.9 2.007 4.9 0.001776 \n",
"24 140.9 1.901 5.2 0.001682 \n",
"25 140.9 1.804 5.5 0.001595 \n",
"26 140.9 1.708 5.4 0.001509 \n",
"27 140.9 1.600 6.0 0.001413 \n",
"28 140.9 1.508 6.1 0.001331 \n",
"29 140.9 1.405 6.6 0.001239 \n",
"30 140.9 1.296 7.0 0.001142 \n",
"31 140.9 1.202 7.5 0.001058 \n",
"32 140.9 1.100 8.1 0.000967 \n",
"33 140.9 0.992 9.0 0.000871 \n",
"\n",
" $\\frac{e}{m}$ Unsicherheit von $\\frac{e}{m}$ \n",
"0 2.093769e+11 2.291284e+10 \n",
"1 1.905416e+11 1.949965e+10 \n",
"2 1.827225e+11 1.791651e+10 \n",
"3 1.696887e+11 1.575822e+10 \n",
"4 1.515443e+11 1.322062e+10 \n",
"5 1.565086e+11 1.343663e+10 \n",
"6 1.637897e+11 3.318339e+10 \n",
"7 1.584471e+11 2.992060e+10 \n",
"8 1.387754e+11 2.309415e+10 \n",
"9 1.457455e+11 2.333907e+10 \n",
"10 1.359350e+11 1.990662e+10 \n",
"11 1.358432e+11 1.893244e+10 \n",
"12 1.512758e+11 1.368067e+10 \n",
"13 1.599186e+11 1.557132e+10 \n",
"14 1.642986e+11 1.723951e+10 \n",
"15 1.872975e+11 2.209812e+10 \n",
"16 1.703687e+11 2.052422e+10 \n",
"17 1.633479e+11 2.041326e+10 \n",
"18 1.655025e+11 2.215601e+10 \n",
"19 1.689976e+11 2.404041e+10 \n",
"20 1.545040e+11 2.230914e+10 \n",
"21 1.613196e+11 2.493437e+10 \n",
"22 1.561563e+11 2.501903e+10 \n",
"23 1.488204e+11 2.477720e+10 \n",
"24 1.474220e+11 2.320423e+10 \n",
"25 1.464623e+11 2.187583e+10 \n",
"26 1.696649e+11 2.581632e+10 \n",
"27 1.568050e+11 2.164501e+10 \n",
"28 1.709889e+11 2.328841e+10 \n",
"29 1.685247e+11 2.141196e+10 \n",
"30 1.764121e+11 2.134914e+10 \n",
"31 1.789949e+11 2.049311e+10 \n",
"32 1.836915e+11 1.985890e+10 \n",
"33 1.835328e+11 1.846510e+10 "
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Aufgetragen über Spannung und Strom ergibt sich folgende Grafik, die klar den proportionalen Zusammenhang von Spannung und Radius sowie den antiproportionalen Zusammenhang von Strom und Radius ersichtlich macht.
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
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"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
"image/png": {
"height": 944,
"width": 958
}
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Die Unsicherheit für die Beschleunigungsspannung beträgt 100mV nach der Anzeigegenauigkeit des Messgeräts. Die restlichen Unsicherheiten sind äquivalent zum vorherigen Aufgabenteil.
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Aus dem in der vorherigen Aufgabe bestimmten Zusammenhang zwischen I und B kann die Magnetfeldstärke bestimmt werden und damit wiederum die Spezifische Ladung mit der Formel $\\frac{e}{m_e} = \\frac{2 U}{B^2 r^2}$, wie sie in der Dokumentation hergeleitet ist. Wir haben uns explizit dafür entschieden, nicht den theoretischen Wert für das Magnetfeld zu verwenden sondern den tatsächlich gemessenen. Die entsprechenden Ergebnisse sind in der Tabelle oben aufgeführt. Mit dem Likelihood-Verfahren wird jetzt ein gewichteter Mittelwert für die Spezifische Ladung bestimmt.
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Messreihe I $\\approx 1$:
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
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"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
"image/png": {
"height": 490,
"width": 1188
}
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Messreihe I $\\approx 2$:
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
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"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
"image/png": {
"height": 490,
"width": 1188
}
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Messreihe U = 160$:
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
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"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
"image/png": {
"height": 490,
"width": 1188
}
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Messreihe U = 140.9$:
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
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"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
"image/png": {
"height": 490,
"width": 1188
}
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Gesamtmessung:
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
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"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
"image/png": {
"height": 490,
"width": 1188
}
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Damit ergibt sich $\\frac{e}{m_e} = -(1.632\\pm 0.034)\\cdot 10^{11} \\frac{C}{kG}$.
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Dieses Ergebnis liegt, der Qualität des Messaufbaus entsprechend, nah an dem Literaturwert für $\\frac{e}{m}$. Er ist aber nicht im Ramen der Messunsicherheit mit den Messergebnissen kompatibel. Es lässt sich aber an der regelmäßigen Struktur der Abweichungen der Messpunkte vom Schätzwert erkennen, dass es systematische Fehler gibt, für die nicht korrigiert wurde. Beispielsweise wäre die Inhomogenität des Magnetfeldes hier eine mögliche systematische Abweichung.
"
],
"text/plain": [
""
]
},
"execution_count": 19,
"metadata": {
},
"output_type": "execute_result"
}
],
"source": [
"%m In diesem Experiment soll der Radius des auf die Kreisbahn gezwungenen Elektronenstrahls bestimmt werden und mit Hilfe der Ergebnisse aus den vorherigen Messungen das Magnetfeld bestimmt werden. Bei der Durchführung werden folgende Radien bestimmt:\n",
"\n",
"a11 = \"\"\"\n",
"Spannung in V, Strom in A, Durchmesser in cm\n",
"130.2, 0.992, 8.1\n",
"141.0, 0.996, 8.8\n",
"150.4, 0.994, 9.3\n",
"160.5, 0.991, 10\n",
"170.3, 0.991, 10.9\n",
"180.4, 0.977, 11.2\n",
"108.7, 2.058, 4\n",
"121.4, 2.057, 4.3\n",
"141.2, 2.08, 4.9\n",
"160.8, 2.081, 5.1\n",
"181, 2.082, 5.6\n",
"200.0, 2.078, 5.9\n",
"160, 1.017, 10.3\n",
"160, 1.106, 9.2\n",
"160, 1.208, 8.3\n",
"160, 1.303, 7.2\n",
"160, 1.404, 7.0\n",
"160, 1.497, 6.7\n",
"160, 1.606, 6.2\n",
"160, 1.698, 5.8\n",
"160, 1.806, 5.7\n",
"160, 1.900, 5.3\n",
"160, 2.006, 5.1\n",
"140.9, 2.007, 4.9\n",
"140.9, 1.901, 5.2\n",
"140.9, 1.804, 5.5\n",
"140.9, 1.708, 5.4\n",
"140.9, 1.600, 6\n",
"140.9, 1.508, 6.1\n",
"140.9, 1.405, 6.6\n",
"140.9, 1.296, 7\n",
"140.9, 1.202, 7.5\n",
"140.9, 1.100, 8.1\n",
"140.9, 0.992, 9\n",
"\"\"\"\n",
"\n",
"U, I, r = np.genfromtxt(StringIO(a11), delimiter=',')[1:].transpose()\n",
"r = 1e-2*r/2\n",
"uU = uarr(U, 0.1)\n",
"uI = uarr(I, 0.004)\n",
"ur = uarr(r, 0.002)\n",
"uB = bfunc(uI)\n",
"#uB = 8*uμ0*130*uI/(sqrt(125)*0.15)\n",
"\n",
"uem = 2*uU/(uB**2 * ur**2)\n",
"\n",
"mpg = pd.read_csv(StringIO(a11))\n",
"mpg[r\"Magnetfeldstärke in T\"] = nomv(uB)\n",
"mpg[r\"$\\frac{e}{m}$\"] = nomv(uem)\n",
"mpg[r\"Unsicherheit von $\\frac{e}{m}$\"] = stdv(uem)\n",
"display(mpg)\n",
"\n",
"%m Aufgetragen über Spannung und Strom ergibt sich folgende Grafik, die klar den proportionalen Zusammenhang von Spannung und Radius sowie den antiproportionalen Zusammenhang von Strom und Radius ersichtlich macht.\n",
"\n",
"fig = plt.figure(figsize=(12, 12))\n",
"ax = fig.add_subplot(projection='3d')\n",
"ax.scatter(nomv(uI), nomv(uU), nomv(ur))\n",
"np.transpose([nomv(ur),np.zeros(ur.shape)])\n",
"for i in range(len(ur)):\n",
" ax.plot([nomv(uI[i]),nomv(uI[i])], [nomv(uU[i]),nomv(uU[i])], [nomv(ur[i]),0], '--k')\n",
"ax.set_zlim(bottom=0)\n",
"ax.set_xlabel(\"Spannung in V\")\n",
"ax.set_ylabel(\"Strom in A\")\n",
"ax.set_zlabel(\"Kreisradius in m\")\n",
"plt.show()\n",
"\n",
"%m Die Unsicherheit für die Beschleunigungsspannung beträgt 100mV nach der Anzeigegenauigkeit des Messgeräts. Die restlichen Unsicherheiten sind äquivalent zum vorherigen Aufgabenteil.\n",
"\n",
"%m Aus dem in der vorherigen Aufgabe bestimmten Zusammenhang zwischen I und B kann die Magnetfeldstärke bestimmt werden und damit wiederum die Spezifische Ladung mit der Formel $\\frac{e}{m_e} = \\frac{2 U}{B^2 r^2}$, wie sie in der Dokumentation hergeleitet ist. Wir haben uns explizit dafür entschieden, nicht den theoretischen Wert für das Magnetfeld zu verwenden sondern den tatsächlich gemessenen. Die entsprechenden Ergebnisse sind in der Tabelle oben aufgeführt. Mit dem Likelihood-Verfahren wird jetzt ein gewichteter Mittelwert für die Spezifische Ladung bestimmt.\n",
"\n",
"filter = np.where(1-np.isnan(nomv(ur)))\n",
"def model(n, em=1.7):\n",
" return em\n",
"\n",
"%m Messreihe I $\\approx$ 1A:\n",
"xy_data = kafe2.XYContainer(x_data=U[filter][0:6], y_data=nomv(uem[filter][0:6])*1e-11)\n",
"xy_data.add_error(axis='y', err_val=stdv(uem[filter][0:6])*1e-11)\n",
"\n",
"lin_fit = kafe2.Fit(data=xy_data, model_function=model)\n",
"lin_fit.do_fit()\n",
"\n",
"p = kafe2.Plot(lin_fit)\n",
"p.x_label = 'Spannung in V'\n",
"p.y_label = r'$\\frac{e}{m}\\cdot 10^{11}$'\n",
"p.plot()\n",
"p.show()\n",
" \n",
"%m Messreihe I $\\approx$ 2A:\n",
"xy_data = kafe2.XYContainer(x_data=U[filter][6:12], y_data=nomv(uem[filter][6:12])*1e-11)\n",
"xy_data.add_error(axis='y', err_val=stdv(uem[filter][6:12])*1e-11)\n",
"\n",
"lin_fit = kafe2.Fit(data=xy_data, model_function=model)\n",
"lin_fit.do_fit()\n",
"\n",
"p = kafe2.Plot(lin_fit)\n",
"p.x_label = 'Spannung in V'\n",
"p.y_label = r'$\\frac{e}{m}\\cdot 10^{11}$'\n",
"p.plot()\n",
"p.show() \n",
"\n",
"%m Messreihe U = 160 A:\n",
"xy_data = kafe2.XYContainer(x_data=I[filter][12:23], y_data=nomv(uem[filter][12:23])*1e-11)\n",
"xy_data.add_error(axis='y', err_val=stdv(uem[filter][12:23])*1e-11)\n",
"\n",
"lin_fit = kafe2.Fit(data=xy_data, model_function=model)\n",
"lin_fit.do_fit()\n",
"\n",
"p = kafe2.Plot(lin_fit)\n",
"p.x_label = 'Strom in A'\n",
"p.y_label = r'$\\frac{e}{m}\\cdot 10^{11}$'\n",
"p.plot()\n",
"p.show() \n",
" \n",
"%m Messreihe U = 140.9$:\n",
"xy_data = kafe2.XYContainer(x_data=I[filter][23:34], y_data=nomv(uem[filter][23:34])*1e-11)\n",
"xy_data.add_error(axis='y', err_val=stdv(uem[filter][23:34])*1e-11)\n",
"\n",
"lin_fit = kafe2.Fit(data=xy_data, model_function=model)\n",
"lin_fit.do_fit()\n",
"\n",
"p = kafe2.Plot(lin_fit)\n",
"p.x_label = 'Strom in A'\n",
"p.y_label = r'$\\frac{e}{m}\\cdot 10^{11}$'\n",
"p.plot()\n",
"p.show()\n",
" \n",
"%m Gesamtmessung:\n",
"xy_data = kafe2.XYContainer(x_data=np.arange(*uem[filter].shape), y_data=nomv(uem[filter])*1e-11)\n",
"xy_data.add_error(axis='y', err_val=stdv(uem[filter])*1e-11)\n",
"\n",
"lin_fit = kafe2.Fit(data=xy_data, model_function=model)\n",
"lin_fit.do_fit()\n",
"\n",
"p = kafe2.Plot(lin_fit)\n",
"p.x_label = 'Datenpunkte nebeneinander'\n",
"p.y_label = r'$\\frac{e}{m}\\cdot 10^{11}$'\n",
"p.plot()\n",
"p.show()\n",
"\n",
"em = lin_fit.parameter_values\n",
"Δem = lin_fit.parameter_errors\n",
"uem_fin = ufloat(em, Δem)\n",
"\n",
"%m Damit ergibt sich $\\frac{e}{m_e} = -([!uem_fin.n:.3f!]\\pm [!uem_fin.s:.3f!])\\cdot 10^{11} \\frac{C}{kG}$.\n",
"%m Dieses Ergebnis liegt, der Qualität des Messaufbaus entsprechend, nah an dem Literaturwert für $\\frac{e}{m}$. Er ist aber nicht im Ramen der Messunsicherheit mit den Messergebnissen kompatibel. Es lässt sich aber an der regelmäßigen Struktur der Abweichungen der Messpunkte vom Schätzwert erkennen, dass es systematische Fehler gibt, für die nicht korrigiert wurde. Beispielsweise wäre die Inhomogenität des Magnetfeldes hier eine mögliche systematische Abweichung.\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"## Aufgabe 2: Methode von Busch\n",
"\n",
"**Hinweise zu allen hier durchzuführenden Messungen finden Sie in der Datei [Hinweise-Aufgabe-2.md](https://gitlab.kit.edu/kit/etp-lehre/p1-praktikum/students/-/blob/main/Spezifische_Ladung_des_Elektrons/doc/Hinweise-Aufgabe-2.md).**\n",
"\n",
"### Aufgabe 2.1: Vorbereitung der Messung\n",
"\n",
"Machen Sie sich mit der Methode zur Bestimmung der von $e/m_{e}$ nach der Methode von Busch vertraut. Verändern Sie hierzu bei vorgegebener Beschleunigungsspannung $U_{z}$ den Spulenstrom, und erklären Sie Ihre Beobachtungen mit eigenen Worten.\n",
"\n",
"---"
]
},
{
"cell_type": "code",
"execution_count": 40,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/markdown": [
"Idee der Methode von Busch:
"
],
"text/plain": [
""
]
},
"execution_count": 40,
"metadata": {
},
"output_type": "execute_result"
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"data": {
"text/markdown": [
"Zunächest werden die aus einem Glühdraht austretende Elektronen linear in eine Richtung beschleunigt (Beschleunigungsspannung über das rote Rädchen einstellbar). Nachdem dieser Strahl mit dem blauen Rädchen fokussiert und seine Helligkeit mit dem gelben Rad eingestellt wurde, wird er durch zwei y-Ablenkplatten gelenkt, zwischen denen eine Wechselspannung anliegt. Diese führt dazu, dass die Elektronen von ihrer geradlinigen Bahn abgelenkt werden und als Strich auf dem Schirm erscheinen (da die Spannung zwischen $-U_0$ und $U_0$ variiert, variiert auch das Auftreffen einzelner Elektronen auf dem Schirm vom Auftreffpunkt bei einer Spannung vom Minimalwert bis zum Maximalwert). Zusätzlich wird nun ein B-Feld in Richtung des unabgelenkten Elektronenstrahls angelegt. Dieses sorgt dafür, dass eine Ablenkung durch die angelegte Spannung an den Platten zu einer Ablenkung der Elektronen auf eine Helixbahn führt. Für einen festen Wert von U lässt sich dann das B-Feld (über den Spulenstrom) so einstellen, dass das Auftreffen auf dem Schirm mit dem vollenden einer ganzzahligen Anzahl an Kreisdurchläufen zusammenfällt, also nur noch ein Punkt in der Ruhelage zu beobachten ist.
"
],
"text/plain": [
""
]
},
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"metadata": {
},
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{
"data": {
"text/markdown": [
"Beobachtungen:
"
],
"text/plain": [
""
]
},
"execution_count": 40,
"metadata": {
},
"output_type": "execute_result"
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{
"data": {
"text/markdown": [
"Beim Einstellen des Stroms rollt sich der Strich scheinbar zusammen, zwischendurch wird er S-förmig. Dies liegt daran, dass bei unpassenden Verhältnissen nicht alle Elektronen einen vollen Kreis während der Helixbahn durchlaufen und so an verschiedenen Stellen auftreffen, diese Punkte abber immer mehr zusammenliegen.
"
],
"text/plain": [
""
]
},
"execution_count": 40,
"metadata": {
},
"output_type": "execute_result"
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],
"source": [
"%m Idee der Methode von Busch:\n",
"%m Zunächest werden die aus einem Glühdraht austretende Elektronen linear in eine Richtung beschleunigt (Beschleunigungsspannung über das rote Rädchen einstellbar). Nachdem dieser Strahl mit dem blauen Rädchen fokussiert und seine Helligkeit mit dem gelben Rad eingestellt wurde, wird er durch zwei y-Ablenkplatten gelenkt, zwischen denen eine Wechselspannung anliegt. Diese führt dazu, dass die Elektronen von ihrer geradlinigen Bahn abgelenkt werden und als Strich auf dem Schirm erscheinen (da die Spannung zwischen $-U_0$ und $U_0$ variiert, variiert auch das Auftreffen einzelner Elektronen auf dem Schirm vom Auftreffpunkt bei einer Spannung vom Minimalwert bis zum Maximalwert). Zusätzlich wird nun ein B-Feld in Richtung des unabgelenkten Elektronenstrahls angelegt. Dieses sorgt dafür, dass eine Ablenkung durch die angelegte Spannung an den Platten zu einer Ablenkung der Elektronen auf eine Helixbahn führt. Für einen festen Wert von U lässt sich dann das B-Feld (über den Spulenstrom) so einstellen, dass das Auftreffen auf dem Schirm mit dem vollenden einer ganzzahligen Anzahl an Kreisdurchläufen zusammenfällt, also nur noch ein Punkt in der Ruhelage zu beobachten ist.\n",
"%m Beobachtungen:\n",
"%m Beim Einstellen des Stroms rollt sich der Strich scheinbar zusammen, zwischendurch wird er S-förmig. Dies liegt daran, dass bei unpassenden Verhältnissen nicht alle Elektronen einen vollen Kreis während der Helixbahn durchlaufen und so an verschiedenen Stellen auftreffen, diese Punkte abber immer mehr zusammenliegen."
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"### Aufgabe 2.2: Bestimmung von $e/m_{\\mathrm{e}}$ \n",
"\n",
"Messen Sie für Beschleunigungsspannungen von $U = 200\\,\\ldots 450\\,\\mathrm{V}$ (in Schritten von $25\\,\\mathrm{V}$) den nötigen Spulenstrom $I$, um auf dem Schirm einen Signalpunkt zu erzeugen. Gehen Sie dabei, für jeden Messpunkt so, wie in Aufgabe 2.1 vor. Tragen Sie $U$ geeignet über $I^{2}$ auf und ermitteln Sie daraus $e/m_{\\mathrm{e}}$. \n",
"\n",
"---"
]
},
{
"cell_type": "code",
"execution_count": 47,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/markdown": [
"Vermessung des nötigen Spulenstroms zum Erzeugen eines Signalpunktes auf dem Schirm für gegebene Beschleunigungsspannungen (Es wurden jeweils die oberen und unteren Stromgrenzen angegeben, für die ein Punkt erkennbar war):
"
],
"text/plain": [
""
]
},
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"data": {
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"data": {
"text/markdown": [
"Das erzeugte Magnetfeld wird durch einen geometrischen Faktor genähert, der die nicht vernachlässigbare Länge der Spule berücksichtigen soll. Dieser ist $K = \\frac{0.567}{d_S-d_2}\\int_{d_2}^{d_S}(\\frac{a}{\\sqrt{R^2+a^2}}+\\frac{L-a}{R^2+(L-a)^2})da = \\frac{0.567}{d_S-d_2}(\\sqrt{R^2+d_S^2}-\\sqrt{R^2+d_S^2}+\\sqrt{R^2+(L-d_2)^2}-\\sqrt{R^2+(L-d_S)^2})=(1.02\\pm0.00225)$, womit sich $ B_0 = K \\frac{N*\\mu_0}{L} = (0.019\\pm5.2e-05)\\,\\frac{kg}{s^2}$ und damit das Magnetfeld als $B=B_0*I$ ergibt.
"
],
"text/plain": [
""
]
},
"execution_count": 47,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"An die Daten wird nun ein Modell der Form $I^2 = -8 \\pi^2 \\frac{U}{B^2 L^2 \\frac{e}{m}}$ gefittet.
"
],
"text/plain": [
""
]
},
"execution_count": 47,
"metadata": {
},
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},
{
"data": {
"text/markdown": [
"Dafür werden für den Strom jeweils die Hälfte des Intervalls und für die Spannung ein Fehler von $1\\,V$ angenommen. Als gemessener Stromwert wird der Mittelwert der Intervalle verwendet. Der Fehler auf B_0 ergab sich aus den Fehlern der angegebenen Längen und verwendeten Konstanten mit ihren aktuellen Unsicherheiten, der auf die Länge ebenfalls aus den im Datenblatt verwendeten.
"
],
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""
]
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{
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"text/plain": [
""
]
},
"execution_count": 47,
"metadata": {
"image/png": {
"height": 490,
"width": 1188
}
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Die $\\chi^2-Wahrscheinlichkeit$ ist mit 1 zu gut, besonders da $\\frac{\\chi^2}{ndof}$ so gering ist. Auffällig ist ebenfalls, dass die kleineren Werte stärker von der Gerade abweichen als die späteren. Um dies zu weiter zu untersuchen, wären weitere Messungen bei geringeren Spannungen sehr hilfreich und viellleicht eine Markierung des erhofften Punktes auf der Linse hilfreich, um die Grenzen jeweils gleichmäßiger messen zu können.
"
],
"text/plain": [
""
]
},
"execution_count": 47,
"metadata": {
},
"output_type": "execute_result"
},
{
"data": {
"text/markdown": [
"Trotzdem liegt der Literaturwert von $\\frac{e}{m}=(−1.75882001076*10^{11}\\pm 0.53)\\,\\frac{C}{kg}$ damit immer noch im 2-$\\sigma$-Intervall, die Messungen sind also gut kompatibel.
"
],
"text/plain": [
""
]
},
"execution_count": 47,
"metadata": {
},
"output_type": "execute_result"
}
],
"source": [
"#d2 verwendet 7cm\n",
"###Datenblattangaben\n",
"L = ufloat(200e-3,0.5e-3)\n",
"R = ufloat(45e-3,0.5e-3)\n",
"N = 3000\n",
"dS = ufloat(150e-3,0)\n",
"d2 = dS-ufloat(70e-3,1e-3)\n",
"mu_0 = ufloat(1.25663706212e-6,1.5e-10) # nach https://en.wikipedia.org/wiki/Vacuum_permeability, abgerufen am 12.12.23 13:30\n",
"K = 0.567/(dS-d2)*(usqrt(R**2+dS**2)-usqrt(R**2+d2**2)+usqrt(R**2+(L-d2)**2)-usqrt(R**2+(L-dS)**2))\n",
"B_02 = K * N*mu_0/L\n",
"\n",
"###Messungen\n",
"file = \"A2.csv\"\n",
"mpg = pd.read_csv(file)\n",
"mpg.rename(columns={'U':'Spannung in V','Ia': 'unterer nötiger Strom in mA','Ib':'oberer nötiger Strom in mA'}, inplace=True)\n",
"U,Ia,Ib = np.genfromtxt(file, delimiter=',')[1:].transpose()\n",
"I = np.array([1e-3*0.5*(Ib[i]+Ia[i]) for i in range(len(Ia))])\n",
"ΔI = [1e-3*0.5*(Ib[i]-Ia[i]) for i in range(len(Ia))]\n",
"I_square=[i**2 for i in I]\n",
"ΔI_square=[i**2 for i in ΔI]\n",
"%m Vermessung des nötigen Spulenstroms zum Erzeugen eines Signalpunktes auf dem Schirm für gegebene Beschleunigungsspannungen (Es wurden jeweils die oberen und unteren Stromgrenzen angegeben, für die ein Punkt erkennbar war):\n",
"display(mpg)\n",
"ΔU = 1 #Abschätzen\n",
"\n",
"#Fitten\n",
"%m Das erzeugte Magnetfeld wird durch einen geometrischen Faktor genähert, der die nicht vernachlässigbare Länge der Spule berücksichtigen soll. Dieser ist $K = \\frac{0.567}{d_S-d_2}\\int_{d_2}^{d_S}(\\frac{a}{\\sqrt{R^2+a^2}}+\\frac{L-a}{R^2+(L-a)^2})da = \\frac{0.567}{d_S-d_2}(\\sqrt{R^2+d_S^2}-\\sqrt{R^2+d_S^2}+\\sqrt{R^2+(L-d_2)^2}-\\sqrt{R^2+(L-d_S)^2})=([!K.n:.3!]\\pm[!K.s:.3!])$, womit sich $B_0 = K \\frac{N*\\mu_0}{L} = ([!B_02.n:.2!]\\pm[!B_02.s:.2!])\\,\\frac{kg}{s^2}$ und damit das Magnetfeld als $B=B_0*I$ ergibt.\n",
"%m An die Daten wird nun ein Modell der Form $I^2 = -8 \\pi^2 \\frac{U}{B^2 L^2 \\frac{e}{m}}$ gefittet.\n",
"%m Dafür werden für den Strom jeweils die Hälfte des Intervalls und für die Spannung ein Fehler von $[!ΔU!]\\,V$ angenommen. Als gemessener Stromwert wird der Mittelwert der Intervalle verwendet. Der Fehler auf B_0 ergab sich aus den Fehlern der angegebenen Längen und verwendeten Konstanten mit ihren aktuellen Unsicherheiten, der auf die Länge ebenfalls aus den im Datenblatt verwendeten.\n",
"\n",
"def BModeld(U, k=-1.758e11, B_0=nomv(B_02),l=nomv(dS-d2)):\n",
" return (-8*np.pi**2*(B_0)**(-2)*U*l**(-2)*1/k)\n",
"\n",
"xy_data = kafe2.XYContainer(x_data=U, y_data=I_square)\n",
"line_fit = kafe2.Fit(data=xy_data, model_function=BModeld)\n",
"\n",
"line_fit.add_error(\"x\",ΔU)\n",
"line_fit.add_error(\"y\",ΔI)\n",
"line_fit.add_parameter_constraint(name='l', value=nomv(dS-d2), uncertainty=stdv(dS-d2))\n",
"line_fit.add_parameter_constraint(name='B_0', value=nomv(B_02), uncertainty=stdv(B_02))\n",
"line_fit.do_fit()\n",
"p = kafe2.plot(line_fit,parameter_names=dict(k=r\"\\frac{e}{m}\"),x_label='angelegte Spannung in V',y_label = r\"nötiger Strom in ${mA}^2$\")\n",
"p.show()\n",
"\n",
"###Bewertung\n",
"#Literaturwert e/m = −1.75882001076e11 +-0.53 C/kg von https://en.wikipedia.org/wiki/Mass-to-charge_ratio aufgerufen am 14.12.2023\n",
"%m Die $\\chi^2-Wahrscheinlichkeit$ ist mit 1 zu gut, besonders da $\\frac{\\chi^2}{ndof}$ so gering ist. Auffällig ist ebenfalls, dass die kleineren Werte stärker von der Gerade abweichen als die späteren. Um dies zu weiter zu untersuchen, wären weitere Messungen bei geringeren Spannungen sehr hilfreich und viellleicht eine Markierung des erhofften Punktes auf der Linse hilfreich, um die Grenzen jeweils gleichmäßiger messen zu können. \n",
"%m Trotzdem liegt der Literaturwert von $\\frac{e}{m}=(−1.75882001076*10^{11}\\pm 0.53)\\,\\frac{C}{kg}$ damit immer noch im 2-$\\sigma$-Intervall, die Messungen sind also gut kompatibel."
]
}
],
"metadata": {
"kernelspec": {
"argv": [
"/usr/bin/python3",
"-m",
"ipykernel",
"--matplotlib=inline",
"-c",
"%config InlineBackend.figure_formats = set(['retina'])\nimport matplotlib; matplotlib.rcParams['figure.figsize'] = (12, 7)",
"-f",
"{connection_file}"
],
"display_name": "Python 3 (Ubuntu Linux)",
"env": {
},
"language": "python",
"name": "python3-ubuntu",
"resource_dir": "/usr/local/share/jupyter/kernels/python3-ubuntu"
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"name": "ipython",
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