{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Seminarundervisning: Elektrisk felt\n",
    "\n",
    "**Anders Malthe-Sørenssen**, Department of Physics, University of Oslo, Norway\n",
    "\n",
    "Date: **Aug 30, 2022**\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Læringsmål\n",
    "\n",
    "Kunne bruke Coulombs lov til å finne det elektriske feltet for diskrete og kontinuerlige ladningsfordelinger. Mestre bruk av $\\vec{R}$-vektor for diskrete og kontinuerlige ladningsfordelinger. Kjenne igjen grunnleggende symmetrier og bruke disse til å forenkle problemstillinger.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "## Teori: Introduksjon til elektrisk felt\n",
    "\n",
    "Elektriske ladninger danner elektriske felt i rommet.\n",
    "\n",
    "Det elektriske feltet $\\vec{E}(\\vec{r})$ i punktet $\\vec{r}$ fra en ladning $Q$ som er plassert i posisjonen $\\vec{r}'$ er\n",
    "\n",
    "$$\n",
    "\\begin{equation}\n",
    "\\vec{E} = \\frac{Q}{4 \\pi \\epsilon_0} \\frac{\\hat{R}}{R^2} \\; ,\n",
    "\\label{_auto1} \\tag{1}\n",
    "\\end{equation}\n",
    "$$\n",
    "\n",
    "hvor $\\vec{R} = \\vec{r} - \\vec{r}'$. Vi kaller punktet $\\vec{r}$ for *observasjonspunktet*. Vektoren $\\vec{R}$ går fra ladningen $Q$ til observasjonspunktet: $\\vec{R} = \\vec{r} - \\vec{r}'$.\n",
    "\n",
    "Hvis du er i tvil om retningen på $\\vec{R}$ eller $\\hat{R}$ peker mot eller vekk fra observasjonspunktet, kan du tenke på at det er retningen på kraften på en positiv ladning i observasjonspunktet.\n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Klikkeroppgave: Ladninger på en linje\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Oppgave: Feltet fra en enkelt ladning\n",
    "\n",
    "Vi plasserer en ladning $+Q$ i punktet $(a,0)$ som vist i figuren.\n",
    "\n",
    "<!-- dom:FIGURE:[fig-electricfield/activelearning-field011.png, width=300] -->\n",
    "<!-- begin figure -->\n",
    "\n",
    "<p></p>\n",
    "<img src=\"fig-electricfield/activelearning-field011.png\" width=300>\n",
    "\n",
    "<!-- end figure -->\n",
    "\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**a)**\n",
    "Skisser retning og størrelse på det elektriske feltet i punktene markert med en $x$ i figuren."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*(Du kan legge inn et bilde her ved å velge Edit->Insert Image)*"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**b)**\n",
    "Tegn inn $\\vec{R}$-vektor som du ville bruke til å finne det elektriske feltet fra ladningen $Q$ i punktene markert i figuren.\n",
    "\n",
    "*(Du kan lage en ny celle under denne ved å trykke på +-tegnet under \"File\". Velg hva slags type denne cellen skal være ved å endre den fra \"Code\" til \"Markdown\" slik at det du skriver tolkes som tekst.)*"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Oppgave: Felt og $\\vec{R}$-vektor for en enkelt ladning\n",
    "\n",
    "En ladning $-Q$ er plassert i origo."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**a)**\n",
    "Tegn inn $\\vec{R}$-vektoren som du vil bruke til å finne det elektriske feltet fra ladningen i punktet $(1,0)$."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**b)**\n",
    "Finn det elektriske feltet i punktet $(1,1)$."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Oppgave: Feltet fra fire ladninger\n",
    "\n",
    "Fire ladninger er plassert i $xy$-planet. Ladningen $Q_1 = +Q$ i $\\vec{r}_1=(a,a)$, ladningen $Q_2 = +Q$ i $\\vec{r}_2=(-a,-a)$, ladningen $Q_3 = -Q$ i $\\vec{r}_3=(-a,a)$ og ladningen $Q_4 = -Q$ i $\\vec{r}_4=(a,-a)$."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**a)**\n",
    "Lag en tegning av systemet. Skisser det elektriske feltet i noen punkter."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**b)**\n",
    "Tegn inn $\\vec{R}$-vektorene du vil bruke for å finne det elektriske feltet i punktet $(a,0)$. Hvilken retning vil det elektriske feltet ha her?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**c)**\n",
    "Skisser det elektriske feltet langs $x$-aksen. (Du skal ikke regne det ut ennå, men skissere det)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Vi skal nå visualisere feltet i $xy$-planet. Du har fått oppgitt følgende program som regner ut feltet fra en enkelt ladning."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "#\n",
    "def efieldlist(r,Q,R):\n",
    "# Find E*4*pi*epsilon0 at r from a charge q at position r0 \n",
    "    E = np.zeros(np.shape(r))\n",
    "    for i in range(len(R)):\n",
    "        Ri = r - R[i]\n",
    "        qi = Q[i]\n",
    "        Rinorm = np.linalg.norm(Ri)\n",
    "        E = E + qi*Ri/Rinorm**3\n",
    "    return E\n",
    "#\n",
    "def findfield(R,Q,x0,x1,y0,y1,Nx,Ny): \n",
    "    x = np.linspace(x0,x1,Nx)\n",
    "    y = np.linspace(y0,y1,Ny)\n",
    "    rx,ry = np.meshgrid(x,y)\n",
    "    # Set up electric field\n",
    "    Ex = np.zeros((Nx,Ny),float)\n",
    "    Ey = np.zeros((Nx,Ny),float) \n",
    "    # Calculate the field\n",
    "    for i in range(len(rx.flat)):\n",
    "        r = np.array([rx.flat[i],ry.flat[i]])\n",
    "        Ex.flat[i],Ey.flat[i] = efieldlist(r,Q,R) \n",
    "    return x,y,rx,ry,Ex,Ey"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.quiver.Quiver at 0x7ff0c97541d0>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "R = []\n",
    "Q = []\n",
    "r0 = np.array([1,0])\n",
    "q0 = 1\n",
    "R.append(r0)\n",
    "Q.append(q0)\n",
    "L = 3 # Grid goes from -L to L in x and y directions \n",
    "N = 21 # Number of grid points in x and y directions \n",
    "x,y,rx,ry,Ex,Ey = findfield(R,Q,-L,L,-L,L,N,N)\n",
    "plt.quiver(rx,ry,Ex,Ey)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**d)** Utvid programmet slik at det regner ut og viser feltet for de fire ladningene."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**e)** Hvordan kan du regne ut feltet langs $x$-aksen for å teste skissen din?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "\n",
    "# Måleenhet for elektrisk feltstyrke\n",
    "\n",
    "Vi måler elektrisk feltstyrke i Newton per Coulomb, $\\text{N/C}$. Det er en størrelse som er litt upraktisk fordi vi ikke noe særlig intuisjon for størrelsen på en Coulomb. \n",
    "\n",
    "I stedet kan vi bruke Volt per meter. En Volt er definert som en Newton meter per Coulomb, $1 \\text{V} = 1 \\text{Nm/C}$. Spenning (elektrisk potensial) som vi måler i Volt skal vi lære mer om neste uke, men vi har alle en viss intuisjon for spenning fra batterier, ledningsnettet hjemme og høyspentkabler.\n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Oppgave: Statisk elektrisk sjokk\n",
    "\n",
    "Du går bortover et syntetisk teppe med dine nye ullsokker. Du vet at det pleier å føre til at du får støt når du tar på pulten din. Du fører derfor pekefingeren langsomt ned mot bordet. Når den er 2 cm fra bordflaten ser du en liten gnist og du kjenner det stikker i fingeren. Hvor mye ladning tror du det var på fingeren din?\n",
    "\n",
    "Vi skal prøve å komme fram til et overslag for dette ved å lage en modell for denne situasjonen og så regne på denne modellen.\n",
    "\n",
    "Vi vet at det blir en gnist hvis det elektriske feltet i luften blir større enn $3 \\text{MV/m} = 3 \\, 10^{6}\\text{V/m}$. (Vi skal lære mer om hva som skjer når det dannes gnister eller lyn senere)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**a)** Din venn Kari har en modell hun vil bruke. \n",
    "\n",
    "\"Vi modellerer overflaten på fingeren din som et stort plan med en jevnt fordelt ladning $Q$ fordelt på overflaten $S$. Jeg har slått opp og funnet ut at for en uendelig stor overflate er det elektriske feltet $E = (Q/A)/(2\\epsilon_0)$ med retning normalt på overflaten.\"\n",
    "\n",
    "Synes du dette er en rimelig modell? Kan vi bruke denne modellen til å finne ladningen på fingeren din?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**b)** \"Nei\", sier din venninne Hilde. \"Det er en for enkel modell. Jeg har funnet ut at det elektriske feltet i en avstand $z$ fra en sirkulær skive med radius $a$ og ladningstetthet $(Q/A)$ er \n",
    "\n",
    "$$E = \\frac{(Q/A)}{2 \\epsilon_0} \\left( 1 - \\frac{z}{(a^2 + z^2)^{1/2}}\\right)$$\n",
    "\n",
    "Dette kan vi bruke til å finne ladningen på fingeren din\".\n",
    "\n",
    "Hvordan kan du bruke dette til å finne ladningen? Finn ladningen. \n",
    "\n",
    "(Du kan anta at uttrykket som Hilde har funnet er korrekt. Vi skal finne dette uttrykket i en hjemmeoppgave.)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "## Teori: Introduksjon til kontinuerlige ladningsfordelinger\n",
    "\n",
    "Vi beskriver en kontinuerlig ladningsfordeling ved hjelp av en ladningtetthet $\\rho(\\vec{r})$.\n",
    "\n",
    "Det elektriske feltet i et punkt $\\vec{r}$ fra en ladningsfordeling $\\rho$ i volumet $v$ er gitt som\n",
    "$$\n",
    "\\begin{equation}\n",
    "\\vec{E}(\\vec{r}) = \\int_v \\frac{\\rho(\\vec{r}')}{4\\pi \\epsilon_0} \\frac{\\hat{R}}{R^2} d v' \\; ,\n",
    "\\end{equation}\n",
    "$$\n",
    "hvor $\\vec{R} = \\vec{r} - \\vec{r}'$.\n",
    "\n",
    "Tilsvarende for en overflateladningstetthet $\\rho_S$ og en linjeladningstetthet $\\rho_l = \\lambda$:\n",
    "$$\n",
    "\\begin{equation}\n",
    "\\vec{E}(\\vec{r}) = \\int_S \\frac{\\rho_S(\\vec{r}')}{4\\pi \\epsilon_0} \\frac{\\hat{R}}{R^2} d S' \\; ,\n",
    "\\end{equation}\n",
    "$$\n",
    "og\n",
    "$$\n",
    "\\begin{equation}\n",
    "\\vec{E}(\\vec{r}) = \\int_C \\frac{\\rho_l(\\vec{r}')}{4\\pi \\epsilon_0} \\frac{\\hat{R}}{R^2} d l' \\; .\n",
    "\\end{equation}\n",
    "$$\n",
    "</div>"
   ]
  },
  {
   "attachments": {
    "electricfield-seminar-kuleladning.png": {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Klikkeroppgave: Kuleformet ladning\n",
    "\n",
    "En ladning $Q$ er jevnt fordelt i en kule med radius $R$. Hvilken figur representerer ladningsfordelingen $\\rho(z)$ langs $z$-aksen best?\n",
    "\n",
    "<div><img src=\"attachment:electricfield-seminar-kuleladning.png\" width=\"300px\"> </div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Oppgave: Ladning fra en ladningstetthet\n",
    "\n",
    "En romladningstetthet $\\rho$ er gitt som:\n",
    "$$\n",
    "\\begin{equation}\n",
    "\\rho(\\vec{r}) = \\left\\{\n",
    "\\begin{array}{cc}\n",
    "C & \\text{ for } r<a \\\\ \n",
    "0 & \\text{ for } r \\ge a\n",
    "\\end{array}\\right.\n",
    "\\end{equation}\n",
    "$$\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**a)**\n",
    "Lag en skisse av ladningstettheten. (Vi lager alltid skisser av systemet i fysikk)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**b)**\n",
    "Finn et uttrykk for ladningen som er innenfor en radius $b$ av origo?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Oppgave: Ballong\n",
    "\n",
    "En sfærisk ballong med radius $a$ har en ladning $+Q$.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**a)**\n",
    "Hvordan kan en modell for ladningen til ballongen se ut? Hvordan vil du beskrive ladningen med en ladningstetthet?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**b)**\n",
    "Hva tror du det elektriske feltet er i midten av ballongen? Begrunn svaret ditt."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Oppgave: Lang ledning\n",
    "\n",
    "En tynn, lang wire med linjeladningstetthet $\\rho$ ligger langs $x$-aksen."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**a)**\n",
    "Lag en tegning av systemet."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Vi skal finne det elektriske feltet i et punkt $\\vec{r} = (0,y)$ langs $y$-aksen."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**b) (Klikkeroppgave)**\n",
    "Uten å regne ut noe, hvilken vei tror du det elektriske feltet vil peke i punktet $(0,y)$?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**c) (Klikkeroppgave)**\n",
    "Tegn inn et lite linjelement $d l$ av wiren i posisjonen $(x',0)$. Hva er ladningen til dette linjeelementet?\n",
    "\n",
    "A: $\\rho$ $\\quad$    B: $\\rho x'$ $\\quad$ C: $\\rho dl$\n",
    "$\\quad$\n",
    "D: $x d \\rho$\n",
    "$\\quad$\n",
    "E: $dl d\\rho$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**d) (Klikkeroppgave)**\n",
    "Hva er $\\vec{R}$-vektoren du trenger for å finne bidraget fra linjeelementet $d l$ til det elektriske feltet i punktet $(0,y)$?\n",
    "\n",
    "A: $(0,y)$\n",
    "$\\quad$\n",
    "B: $(x',0)$\n",
    "$\\quad$\n",
    "C: $(x',y)$\n",
    "$\\quad$\n",
    "D: $(-x',y)$\n",
    "$\\quad$\n",
    "E: $(-x',0)$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**e) (Klikkeroppgave)**\n",
    "Hva er størrelsen på bidraget $|d \\vec{E}|$ til $\\vec{E}$-feltet i punktet $(0,y)$ fra dette linjeelementet?\n",
    "\n",
    "A: $\\frac{1}{4 \\pi \\epsilon_0} \\frac{\\rho}{(x'^2 + y^2)}$\n",
    "$\\quad$\n",
    "B: $\\frac{1}{4 \\pi \\epsilon_0} \\frac{\\rho dl}{y^2}$\n",
    "$\\quad$\n",
    "C: $\\frac{1}{4 \\pi \\epsilon_0} \\frac{d \\rho}{(x'^2 + y^2)}$\n",
    "$\\quad$\n",
    "D: $\\frac{1}{4 \\pi \\epsilon_0} \\frac{dl}{(x'^2 + y^2)^{1/2}}$\n",
    "$\\quad$\n",
    "E: Ingen av disse."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**f) (Klikkeroppgave)**\n",
    "Hva er $y$-komponenten, $d E_y$, til bidraget til $\\vec{E}$-feltet i punktet $(0,y)$ fra dette linjeelementet?\n",
    "\n",
    "A: $|dE|$\n",
    "$\\quad$\n",
    "B: $|dE|x'/\\sqrt{x'^2 + y^2}$\n",
    "$\\quad$\n",
    "C: $|dE|y/\\sqrt{x'^2 + y^2}$\n",
    "$\\quad$\n",
    "D: $|dE|y/(x'^2 + y^2)$\n",
    "$\\quad$\n",
    "E: $|dE|y/x'$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**g)**\n",
    "Skriv opp integralet for å finne $\\vec{E}$-feltet --- skriv det helt ut på koordinat-form eller skriv et integral for $x$- og et for $y$-komponenten."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**h)**\n",
    "Hva blir $x$-komponenten av dette integralet? Alle hjelpemidler er tillatt!"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**i)**\n",
    "Hva blir $y$-komponenten av dette integralet? Alle hjelpemidler er tillatt!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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