{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "516ee304",
   "metadata": {},
   "source": [
    "# Electronic band structure of graphene\n",
    "\n",
    "- by Börge Göbel"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "e2812d66",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (10,5)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "016b298a",
   "metadata": {},
   "source": [
    "## 1. One-dimensional band structures"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7053041b",
   "metadata": {},
   "source": [
    "### 1.1 Free electrons: \n",
    "\n",
    "\\\\( E(k) = \\frac{p^2}{2m} = \\frac{\\hbar^2}{2m}k^2\\\\) is the solution of the \n",
    "\n",
    "stationary Schrödinger equation without any potential \\\\( -\\frac{\\hbar^2}{2m}\\phi''(x) = E\\phi(x). \\\\)\n",
    "\n",
    "The corresponding wave function is called a \"plane wave\" \\\\( \\phi(x) \\propto e^{ikx}.\\\\)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "804d63fb",
   "metadata": {},
   "source": [
    "### 1.2 Quasi-free electrons in a periodic crystal:"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "30e8b2ae",
   "metadata": {},
   "source": [
    "Lattice periodic potential \\\\( V(x)=V(x+na) \\\\) of the periodic atomic lattice modifies the \n",
    "\n",
    "stationary Schrödinger equation \\\\( -\\frac{\\hbar^2}{2m}\\phi''(x) = \\left[E-V(x)\\right]\\phi(x). \\\\)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "049c9ac1",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "4e7ab5f0",
   "metadata": {},
   "source": [
    "The wave functions become periodic \"Bloch functions\" (in \\\\( x \\\\) and \\\\( k \\\\)) and the eigenenergies change. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "36e892aa",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "ebabf6a7",
   "metadata": {},
   "source": [
    "- As a main effect, band crossings split up\n",
    "- Still, periodicidy is conserved (periodicity is \\\\( k = \\frac{2\\pi}{a} \\\\) )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6f78b5d7",
   "metadata": {},
   "source": [
    "## 2. Two-dimensional band structure of graphene"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d9622072",
   "metadata": {},
   "source": [
    "### 2.1 Plot a graphene lattice"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "2fbcfbbd",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "e139ff95",
   "metadata": {},
   "source": [
    "### 2.2 Tight-binding description & band structure"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a96d8e5c",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "4737cf89",
   "metadata": {},
   "source": [
    "### 2.3 Cut through the Dirac points (linear band crossings)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c29ed2c9",
   "metadata": {},
   "source": [
    "Classical electrons: \\\\( E(k) = \\frac{p^2}{2m} = \\frac{\\hbar^2}{2m}k^2\\\\)\n",
    "\n",
    "Relativistic electrons: \\\\( E(k) = \\pm\\sqrt{p^2c^2+m_0^2c^4}\\\\)\n",
    "\n",
    "Massless relativistic electrons: \\\\( E(k) = \\pm pc\\\\)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4fbd10e3",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "401aa290",
   "metadata": {},
   "source": [
    "- 2010: Nobel Prize Physics: Andre Geim and Konstantin Novoselov \"for groundbreaking experiments regarding the two-dimensional material graphene\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "21ae9d8b",
   "metadata": {},
   "source": [
    "## 3. Nanoribbons of graphene"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aef01885",
   "metadata": {},
   "source": [
    "### 3.1 Construct the lattice"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d20189a1",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "de612c22",
   "metadata": {},
   "source": [
    "### 3.2 Define and diagonalize the Hamilton matrix"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "40b1f0a7",
   "metadata": {},
   "source": [
    "\\\\( H = \\begin{pmatrix} \n",
    "0 & pb & 0 & 0 & \\dots \\\\ \n",
    "bp & 0 & br & 0 & \\dots \\\\ \n",
    "0 & rb & 0 & rg & \\dots \\\\ \n",
    "0 & 0 & gr & 0 & \\dots \\\\\n",
    "\\vdots & \\vdots & \\vdots & \\vdots & \\ddots\n",
    "\\end{pmatrix} \\\\)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7e59ce7a",
   "metadata": {},
   "source": [
    "\\\\( \n",
    "pb = rg = \\exp\\left[ia_0\\left(\\frac{\\sqrt{3}}{2}k_x+\\frac{1}{2}k_y\\right)\\right] + \\exp\\left[ia_0\\left(-\\frac{\\sqrt{3}}{2}k_x+\\frac{1}{2}k_y\\right)\\right]\\\\\n",
    "bp = gr = \\exp\\left[-ia_0\\left(\\frac{\\sqrt{3}}{2}k_x+\\frac{1}{2}k_y\\right)\\right] + \\exp\\left[-ia_0\\left(-\\frac{\\sqrt{3}}{2}k_x+\\frac{1}{2}k_y\\right)\\right]\\\\\n",
    "br = gp = \\exp\\left(ia_0k_y\\right)\\\\\n",
    "rb = pg = \\exp\\left(-ia_0k_y\\right)\n",
    "\\\\)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "12eeb27f",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "064dd945",
   "metadata": {},
   "source": [
    "### 3.3 Landau quantization & Quantum Hall effect (Metallic behavior due to edge channels)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "588c2b0e",
   "metadata": {},
   "source": [
    "- When we introduce a magnetic field along z, the hopping terms are modified\n",
    "\n",
    "\\\\( \\vec{A}(\\vec{r}) = -B y \\vec{e}_x \\\\)\n",
    "\n",
    "\\\\( \\vec{B}(\\vec{r}) = \\nabla \\times \\vec{A}(\\vec{r}) \\\\)\n",
    "\n",
    "additional factor: \\\\( \\exp\\left(i\\int_\\mathrm{hopping}\\vec{A}\\cdot\\mathrm{d}\\vec{r}\\right) = \\exp\\left(-i(x_2-x_1) B \\frac{y_1+y_2}{2}\\right)\\\\)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "34c1d113",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "8e18f805",
   "metadata": {},
   "source": [
    "- 2016: Nobel Prize Physics: David Thouless, Duncan Haldane and Michael Kosterlitz “for theoretical discoveries of topological phase transitions and topological phases of matter”"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "40aabcac",
   "metadata": {},
   "source": [
    "## 4. Twisted bilayers & Moiré patterns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "c25ed294",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Twisting angle [°]:    2.645908381192724\n",
      "Number of atoms (analytical, per sublattice):    468.99999999999994\n"
     ]
    }
   ],
   "source": [
    "a0 = 1.418 # [a0] = A = 10^(-10) m\n",
    "latlength = np.sqrt(3.) * a0\n",
    "z0 = -3.349\n",
    "\n",
    "twist = 12\n",
    "nmax = 4*twist\n",
    "\n",
    "alpha =  2. * np.arctan(np.sqrt(3.)/2./(3.*twist+1.5))\n",
    "\n",
    "print (\"Twisting angle [°]:   \",alpha*180/np.pi)\n",
    "print (\"Number of atoms (analytical, per sublattice):   \", ((3.*twist+1.5)**2+(np.sqrt(3.)/2.)**2)*np.sin(np.pi/3.)/(3*np.sin(np.pi/3)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "f37770ef",
   "metadata": {},
   "outputs": [],
   "source": [
    "# lattice vectors sublattice 1\n",
    "a1 = latlength * np.array([1., 0., 0.])\n",
    "a2 = latlength * np.array([-0.5, np.sqrt(3.)/2., 0.])\n",
    "\n",
    "# lattice vectors sublattice 2\n",
    "b1 = np.array([ np.cos(alpha) * a1[0] - np.sin(alpha) * a1[1], np.sin(alpha) * a1[0] + np.cos(alpha) * a1[1], 0. ])\n",
    "b2 = np.array([ np.cos(alpha) * a2[0] - np.sin(alpha) * a2[1], np.sin(alpha) * a2[0] + np.cos(alpha) * a2[1], 0. ])\n",
    "\n",
    "# superlattice vectors (Moire pattern periodicity)\n",
    "s1 = latlength/np.sqrt(3.) * np.array([-np.sqrt(3.)/2., 3.0*twist+1.5,0.])\n",
    "s2 = np.array([np.cos(-2.*np.pi/3.)*s1[0]-np.sin(-2.*np.pi/3.)*s1[1], np.sin(-2.*np.pi/3.)*s1[0]+np.cos(-2.*np.pi/3.)*s1[1], 0.])\n",
    "\n",
    "# reciprocal lattice vectors\n",
    "r1 = 2 * np.pi * np.array([s2[1], -s2[0], 0.]) / abs(s1[0] * s2[1] - s1[1] * s2[0])\n",
    "r2 = 2 * np.pi * np.array([-s1[1], s1[0], 0.]) / abs(s1[0] * s2[1] - s1[1] * s2[0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "38312239",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Coordinates sublattice 1 & 2 for layers 1 & 2\n",
    "coords1a = np.array([i * a1 + j * a2 for i in range(-nmax-1, nmax+1) for j in range(-nmax-1, nmax+1)])\n",
    "coords2a = np.array([i * b1 + j * b2 + [0.,0.,z0] for i in range(-nmax-1, nmax+1) for j in range(-nmax-1, nmax+1)])\n",
    "\n",
    "coords1b = np.array([i * a1 + j * a2 + [0.,a0,0.] for i in range(-nmax-1, nmax+1) for j in range(-nmax-1, nmax+1)])\n",
    "coords2b = np.array([i * b1 + j * b2 + [-np.sin(alpha)*a0,np.cos(alpha)*a0,z0] for i in range(-nmax-1, nmax+1) for j in range(-nmax-1, nmax+1)])\n",
    "\n",
    "coords1 = np.concatenate((coords1a, coords1b), axis=0)\n",
    "coords2 = np.concatenate((coords2a, coords2b), axis=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "78dec18c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 720x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.axes().set_aspect('equal', 'datalim')\n",
    "x1, y1, z1 = coords1.T\n",
    "x2, y2, z2 = coords2.T\n",
    "plt.scatter(x1, y1, s=30/twist**2)\n",
    "plt.scatter(x2, y2, s=30/twist**2)\n",
    "\n",
    "plt.scatter([0, s1[0], s2[0], -s1[0], -s2[0], s1[0]+s2[0], -s1[0]-s2[0]],\n",
    "            [0, s1[1], s2[1], -s1[1], -s2[1], s1[1]+s2[1], -s1[1]-s2[1]],s=200/twist**2, \n",
    "            c='r')\n",
    "\n",
    "# define corner points\n",
    "corner1 = np.array(( 2*s1+1*s2)/3)\n",
    "corner2 = np.array(( 1*s1-1*s2)/3)\n",
    "corner3 = np.array((-1*s1-2*s2)/3)\n",
    "corner4 = np.array((-2*s1-1*s2)/3)\n",
    "corner5 = np.array((-1*s1+1*s2)/3)\n",
    "corner6 = np.array(( 1*s1+2*s2)/3)\n",
    "\n",
    "# plot the unit cell boundaries\n",
    "plt.plot(\n",
    "    [corner1[0], corner2[0], corner3[0], corner4[0], corner5[0], corner6[0], corner1[0]],\n",
    "    [corner1[1], corner2[1], corner3[1], corner4[1], corner5[1], corner6[1], corner1[1]],\n",
    "    c='r')\n",
    "\n",
    "plt.savefig('lattice.png', dpi=300)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
