{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "dee0cf71",
   "metadata": {},
   "source": [
    "# Lecture 10.3: Introduction to transport — coherent tunneling in a double barrier and the Landauer picture\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45020](https://nanohub.org/resources/45020) — [video](https://nanohub.org/resources/45021) · [slides](https://nanohub.org/resources/45119)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the exact transmission of a double barrier in Fabry–Pérot form, built from the transmission and\n",
    "  reflection of each barrier and the round-trip phase in the well\n",
    "- the resonance condition $\\theta(E) = 2n\\pi$ (a closed, quantized orbit) and its particle-in-a-box\n",
    "  limit for huge barriers; penetration into the barriers lowers the resonance\n",
    "- the round-trip phase and the time an electron lingers in the well (Wigner dwell time)\n",
    "- a numerical example (5 nm | 5 nm | 5 nm GaAs/AlGaAs): a sharp and a broad resonance, and where in\n",
    "  energy the flux flows (the running integral of $T$)\n",
    "- the Breit–Wigner (Lorentzian) approximation and its delta-function limit; good for the sharp peak,\n",
    "  poor for the tails of broad states\n",
    "- the Landauer current in two corner cases, low temperature and narrow resonances, both giving\n",
    "  $I = (2e/\\hbar)\\,\\Gamma_L\\Gamma_R/(\\Gamma_L + \\Gamma_R)$ — the rate-equation result of Lecture 10.2\n",
    "\n",
    "**In this notebook** you implement the Fabry–Pérot formula and compare it with open-nemo's\n",
    "open-boundary transmission, follow the lowest resonance to the particle-in-a-box limit, relate the\n",
    "phase derivative to the round-trip time and the escape rates, reproduce the lecture's running\n",
    "integral and Breit–Wigner comparison, and evaluate the two Landauer corner cases with\n",
    "`nemo.landauer_current`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "9a080942",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:13.229995Z",
     "iopub.status.busy": "2026-10-24T22:49:13.229709Z",
     "iopub.status.idle": "2026-10-24T22:49:13.984078Z",
     "shell.execute_reply": "2026-10-24T22:49:13.983695Z"
    }
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from scipy.integrate import cumulative_trapezoid\n",
    "from scipy.optimize import brentq\n",
    "from scipy.signal import find_peaks, peak_widths\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "from opennemo.structures.statistics import fermi\n",
    "\n",
    "style.use(notebook=True)\n",
    "H2M0 = nemo.core.units.HBAR2_2M0          # ħ²/2m₀ = 0.0381 eV nm²\n",
    "HBAR, Q, KB = nemo.core.units.HBAR, nemo.core.units.Q, nemo.core.units.KB\n",
    "EM = nemo.structures.materials.EffectiveMassMaterial"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c092482b",
   "metadata": {},
   "source": [
    "## 1. The exact transmission in Fabry–Pérot form\n",
    "\n",
    "In Section 6 the double barrier was solved with one scattering matrix per interface. Klimeck now\n",
    "writes the answer in a form that shows the physics. Treat each barrier as a standalone scatterer with\n",
    "transmission $T_{L,R}(E)$ and reflection $R_{L,R} = 1 - T_{L,R}$. An electron in the well bounces back\n",
    "and forth; each round trip adds the phase\n",
    "\n",
    "$$\\theta(E) = 2kw + \\phi_L + \\phi_R,$$\n",
    "\n",
    "with $k = \\sqrt{2m^*E}/\\hbar$ the wave vector in the well (and the leads), $w$ the well width and\n",
    "$\\phi_{L,R}$ the phases of the reflection amplitudes of the two barriers seen from inside the well.\n",
    "Summing the multiply reflected waves gives the Fabry–Pérot form\n",
    "\n",
    "$$T(E) = \\frac{T_L(E)\\,T_R(E)}{1 + R_L(E)R_R(E) - 2\\sqrt{R_L(E)R_R(E)}\\cos\\theta(E)}.$$\n",
    "\n",
    "The left and right sections stay uncoupled, so the form remains exact for unequal barriers and under\n",
    "bias. The transmission peaks where $\\cos\\theta = 1$, $\\theta(E) = 2n\\pi$: the wave returns in phase\n",
    "after a round trip, a closed quantized orbit. For a symmetric structure the peak is then\n",
    "$T_L^2/(1 - R_L)^2 = 1$.\n",
    "\n",
    "![Slide 5: the Fabry–Pérot form of the double-barrier transmission](attachment:slide_005.png)\n",
    "\n",
    "*Slide 5: the exact transmission, the single-barrier transmission, the round-trip phase in the well\n",
    "and the resonance condition.*\n",
    "\n",
    "The slide gives the single-barrier quantities for one effective mass,\n",
    "$T_{L,R} = [1 + V^2\\sinh^2(\\kappa b)/4E(V - E)]^{-1}$ and\n",
    "$\\phi = -2\\arctan[(\\kappa/k)\\coth(\\kappa b)]$, with $\\kappa = \\sqrt{2m^*(V - E)}/\\hbar$ the\n",
    "attenuation in a barrier of height $V$ and thickness $b$. The lecture's example has different masses\n",
    "in the well ($0.067\\,m_0$) and in the barriers ($0.092\\,m_0$). Then the matching condition at each\n",
    "interface is continuity of $\\psi$ and of $\\psi'/m$ (BenDaniel–Duke), and $k$ and $\\kappa$ are replaced\n",
    "by $\\tilde k = k/m_w$ and $\\tilde\\kappa = \\kappa/m_b$ in the ratios:\n",
    "\n",
    "$$T_{L,R} = \\left[1 + \\left(\\frac{\\tilde k^2 + \\tilde\\kappa^2}{2\\tilde k\\tilde\\kappa}\\right)^2\n",
    "\\sinh^2(\\kappa b)\\right]^{-1},\\qquad\n",
    "\\phi \\approx -2\\arctan\\!\\left[\\frac{\\tilde\\kappa}{\\tilde k}\\coth(\\kappa b)\\right].$$\n",
    "\n",
    "For equal masses the first expression is the slide's. The code below computes the reflection\n",
    "amplitude $r$ of one barrier exactly, by matching plane waves at its two interfaces, so that\n",
    "$\\phi = \\arg r$, and compares the Fabry–Pérot $T(E)$ with open-nemo's transmission of the discretized\n",
    "structure (10 nm GaAs leads, 0.025 nm grid)."
   ],
   "attachments": {
    "slide_005.png": {
     "image/png": "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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "4177e1ea",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:13.985531Z",
     "iopub.status.busy": "2026-10-24T22:49:13.985432Z",
     "iopub.status.idle": "2026-10-24T22:49:14.070087Z",
     "shell.execute_reply": "2026-10-24T22:49:14.069718Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "largest |ln(T open-nemo / T Fabry-Pérot)| = 0.042\n",
      "largest |R + T - 1| of one barrier = 1.0e-15\n",
      "E = 0.05 eV: T_1 exact 1.1419e-03, slide 1.1419e-03;  φ exact -2.1758, slide -2.1769 rad\n",
      "E = 0.08 eV: T_1 exact 2.4258e-03, slide 2.4258e-03;  φ exact -1.9108, slide -1.9126 rad\n",
      "E = 0.20 eV: T_1 exact 2.2800e-02, slide 2.2800e-02;  φ exact -1.0919, slide -1.0989 rad\n"
     ]
    }
   ],
   "source": [
    "MW, MB, V0, W, B = 0.067, 0.092, 0.3, 5.0, 5.0     # masses (m0), barrier height (eV), widths (nm)\n",
    "\n",
    "\n",
    "def barrier(E, b=B, v=V0, mb=MB):\n",
    "    # exact r and t of one barrier (thickness b) between GaAs regions; psi and psi'/m continuous\n",
    "    k = np.sqrt(MW * E / H2M0 + 0j)\n",
    "    q = np.sqrt(mb * (E - v) / H2M0 + 0j)                 # q = i κ below the barrier top\n",
    "    s = (k / MW) / (q / mb)\n",
    "    a, c = 0.5 * (1 + s) * np.exp(-1j * q * b), 0.5 * (1 - s) * np.exp(1j * q * b)\n",
    "    one_plus_r, one_minus_r = a + c, (a - c) / s           # per unit transmitted amplitude\n",
    "    incident = 0.5 * (one_plus_r + one_minus_r)\n",
    "    return 0.5 * (one_plus_r - one_minus_r) / incident, 1 / incident\n",
    "\n",
    "\n",
    "def theta(E, w=W, bl=B, br=B, v=V0, mb=MB):\n",
    "    k = np.sqrt(MW * E / H2M0)\n",
    "    return 2 * k * w + np.angle(barrier(E, bl, v, mb)[0]) + np.angle(barrier(E, br, v, mb)[0])\n",
    "\n",
    "\n",
    "def fabry_perot(E, w=W, bl=B, br=B, v=V0, mb=MB):\n",
    "    (rl, tl), (rr, tr) = barrier(E, bl, v, mb), barrier(E, br, v, mb)\n",
    "    RL, RR = abs(rl) ** 2, abs(rr) ** 2\n",
    "    th = theta(E, w, bl, br, v, mb)\n",
    "    return abs(tl) ** 2 * abs(tr) ** 2 / (1 + RL * RR - 2 * np.sqrt(RL * RR) * np.cos(th))\n",
    "\n",
    "\n",
    "def slide_formulas(E, b=B, v=V0, mb=MB):\n",
    "    # single-barrier T and phase of the slide, with k/m_w and κ/m_b in the ratios (E < v)\n",
    "    k, kap = np.sqrt(MW * E / H2M0), np.sqrt(mb * (v - E) / H2M0)\n",
    "    kt, qt = k / MW, kap / mb\n",
    "    t1 = 1 / (1 + ((kt**2 + qt**2) / (2 * kt * qt)) ** 2 * np.sinh(kap * b) ** 2)\n",
    "    return t1, -2 * np.arctan(qt / kt / np.tanh(kap * b))\n",
    "\n",
    "\n",
    "gaas = EM(\"GaAs\", MW, 12.9)\n",
    "algaas = EM(\"AlGaAs\", MB, 12.2, conduction_band_edge=V0)\n",
    "\n",
    "\n",
    "def double_barrier(bl=B, w=W, br=B, dx=0.025, barrier_material=algaas):\n",
    "    mats = (gaas, barrier_material, gaas, barrier_material, gaas)\n",
    "    return nemo.Heterostructure1D([nemo.Layer(m, d) for m, d in zip(mats, (10, bl, w, br, 10))], spacing=dx)\n",
    "\n",
    "\n",
    "dev = double_barrier()\n",
    "tr = nemo.Transport(dev.hamiltonian)\n",
    "E = np.linspace(0.001, 0.45, 3000)\n",
    "T_nemo, T_fp = tr.transmission(E), fabry_perot(E)\n",
    "r, t = barrier(E)\n",
    "print(f\"largest |ln(T open-nemo / T Fabry-Pérot)| = {np.abs(np.log(T_nemo / T_fp)).max():.3f}\")\n",
    "print(f\"largest |R + T - 1| of one barrier = {np.abs(abs(r)**2 + abs(t)**2 - 1).max():.1e}\")\n",
    "for e in (0.05, 0.08, 0.2):\n",
    "    t1, ph = slide_formulas(e)\n",
    "    print(f\"E = {e:4.2f} eV: T_1 exact {abs(barrier(e)[1])**2:.4e}, slide {t1:.4e};\"\n",
    "          f\"  φ exact {np.angle(barrier(e)[0]):+.4f}, slide {ph:+.4f} rad\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "619d2d50",
   "metadata": {},
   "source": [
    "The Fabry–Pérot formula and open-nemo agree to within about 4 % everywhere, over twelve decades of\n",
    "$T$; the remaining difference is the discretization of the 0.025 nm grid. The generalized\n",
    "single-barrier transmission is exact. The slide's phase formula is the thick-barrier form (exact when\n",
    "$\\coth\\kappa b = 1$): it differs from the exact $\\arg r$ by $1$–$2\\cdot10^{-3}$ rad near the lower\n",
    "resonance and by $7\\cdot10^{-3}$ rad at 0.2 eV. Below, the resonances are located on a fine grid with\n",
    "all three methods."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "f0c47c6f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:14.071512Z",
     "iopub.status.busy": "2026-10-24T22:49:14.071406Z",
     "iopub.status.idle": "2026-10-24T22:49:14.792071Z",
     "shell.execute_reply": "2026-10-24T22:49:14.791732Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  open-nemo resonance (meV)   Γ (meV)   peak of T: open-nemo   Fabry-Pérot   slide phase\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "          81.801             0.1293         81.801            81.804         81.894\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "         292.010             8.9928        292.402           292.409            nan\n"
     ]
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1155x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def slide_T(E):\n",
    "    t1, ph = slide_formulas(E)\n",
    "    th = 2 * np.sqrt(MW * E / H2M0) * W + 2 * ph\n",
    "    return t1**2 / (1 + (1 - t1) ** 2 - 2 * (1 - t1) * np.cos(th))\n",
    "\n",
    "\n",
    "res = nemo.resonances(dev)\n",
    "print(\"  open-nemo resonance (meV)   Γ (meV)   peak of T: open-nemo   Fabry-Pérot   slide phase\")\n",
    "for e0, g in zip(res[\"energy\"], res[\"width\"]):\n",
    "    Ef = e0 + np.linspace(-8, 8, 40001) * max(g, 5e-4)\n",
    "    peaks = [Ef[np.argmax(f(Ef))] * 1e3 for f in (tr.transmission, fabry_perot)]\n",
    "    slide = Ef[np.argmax(slide_T(Ef))] * 1e3 if e0 < V0 - 0.02 else np.nan\n",
    "    print(f\"        {e0 * 1e3:8.3f}            {g * 1e3:7.4f}       {peaks[0]:8.3f}\"\n",
    "          f\"          {peaks[1]:8.3f}       {slide:8.3f}\")\n",
    "\n",
    "fig, axes = plt.subplots(1, 2, figsize=(10.5, 4), gridspec_kw={\"width_ratios\": [0.8, 1]})\n",
    "axes[0].plot(dev.x - 10, dev.band_edge, color=style.OPEN_NEMO)\n",
    "for e0 in res[\"energy\"]:\n",
    "    axes[0].axhline(e0, color=style.CONTEXT, ls=\"--\", lw=0.8)\n",
    "axes[0].set(xlabel=\"z (nm)\", ylabel=\"E (eV)\", title=\"5 nm | 5 nm | 5 nm, 0.3 eV\")\n",
    "axes[1].semilogx(T_nemo, E, color=style.OPEN_NEMO, lw=1.3, label=\"open-nemo\")\n",
    "axes[1].semilogx(T_fp, E, \":\", color=style.REFERENCE, label=\"Fabry–Pérot\")\n",
    "axes[1].set(xlabel=\"T(E)\", ylabel=\"E (eV)\", xlim=(1e-12, 3), title=\"exact transmission\")\n",
    "axes[1].legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ce4bf10d",
   "metadata": {},
   "source": [
    "The exact phase puts the lower peak at 81.804 meV, open-nemo at 81.801 meV. The slide's phase formula\n",
    "shifts it to 81.894 meV: a phase error of a few $10^{-3}$ rad moves this resonance by 70 % of its\n",
    "width. The lecture's slide 13 (below) reports the two resonances at 81.80 and 292.41 meV, matching\n",
    "the computed transmission peaks (81.80 and 292.40 meV; the real part of open-nemo's eigenvalue for the\n",
    "broad upper state is 292.01 meV). Its widths differ: 0.14 meV for the lower and 4.96 meV for the upper resonance.\n",
    "open-nemo's complex eigenvalue gives 0.129 meV for the lower one, within 8 %. For the upper one, which\n",
    "sits at the barrier top and is far from a Lorentzian, the computed width is 8.99 meV (the full width\n",
    "at half maximum of $T(E)$ is computed in Section 4); the lecture does not say how its value was\n",
    "extracted.\n",
    "\n",
    "## 2. Huge barriers: the particle in a box\n",
    "\n",
    "For identical huge barriers the electron cannot enter them. A hard wall reflects with $r = -1$, a\n",
    "phase of $\\pm\\pi$ per wall; the two walls add $\\pm 2\\pi$ to the round trip, which the condition\n",
    "$\\theta = 2n\\pi$ cannot distinguish from no phase at all (this is the slide's \"$\\phi_{L,R} \\to 0$\"). The\n",
    "resonance condition becomes $2kw = 2n\\pi$, the particle in a box:\n",
    "\n",
    "$$E_n = \\frac{\\hbar^2}{2m^*}\\frac{\\pi^2}{w^2}n^2 .$$\n",
    "\n",
    "For $w = 5$ nm and $m^* = 0.067\\,m_0$ the ground state would be at 224.5 meV, almost three times the\n",
    "computed 81.8 meV. The wave function penetrates into the barriers; the phases $\\phi_{L,R}$ make the\n",
    "round trip longer, as if the well were wider, and the resonance lower. The limit needs a large\n",
    "$\\kappa$, that is tall barriers. Thick barriers alone only make $\\coth(\\kappa b) \\to 1$: the\n",
    "resonance then approaches the bound state of a finite well, found from $\\theta(E) = 0$ with\n",
    "$\\phi = -2\\arctan(\\tilde\\kappa/\\tilde k)$, equivalently $\\tilde k\\tan(kw/2) = \\tilde\\kappa$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "8447beb6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:14.793292Z",
     "iopub.status.busy": "2026-10-24T22:49:14.793211Z",
     "iopub.status.idle": "2026-10-24T22:49:14.835667Z",
     "shell.execute_reply": "2026-10-24T22:49:14.835306Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "particle in a box, w = 5.0 nm: E1 = 224.5 meV\n",
      "\n",
      "taller barriers (b = 5 nm)\n",
      "  V (eV)   E1 open-nemo (meV)   E1 finite well (meV)   effective width (nm)\n",
      "     0.3           81.80                81.83                8.28\n",
      "     1.0          122.14               122.16                6.78\n",
      "     3.0          154.69               154.72                6.02\n",
      "    10.0          181.53               181.60                5.56\n",
      "   100.0             nan               209.43                5.18\n",
      "\n",
      "thicker barriers (V = 0.3 eV)\n",
      "  b (nm)   E1 (meV)   Γ (meV)\n",
      "    2.0      79.632   9.78e+00\n",
      "    3.0      81.386   2.34e+00\n",
      "    5.0      81.793   1.29e-01\n",
      "    7.0      81.813   7.09e-03\n",
      "    9.0      81.814   3.89e-04\n",
      "finite well, V = 0.3 eV: E1 = 81.826 meV\n"
     ]
    }
   ],
   "source": [
    "def finite_well(v, mb=MB):\n",
    "    # ground state of a finite well (BenDaniel-Duke): (k/m_w) tan(k w/2) = κ/m_b\n",
    "    def f(e):\n",
    "        k, kap = np.sqrt(MW * e / H2M0), np.sqrt(mb * (v - e) / H2M0)\n",
    "        return (k / MW) * np.sin(k * W / 2) - (kap / mb) * np.cos(k * W / 2)\n",
    "    return brentq(f, 1e-6, min(v, H2M0 * np.pi**2 / MW / W**2) - 1e-9)\n",
    "\n",
    "\n",
    "e_box = H2M0 * np.pi**2 / MW / W**2\n",
    "print(f\"particle in a box, w = {W} nm: E1 = {e_box * 1e3:.1f} meV\")\n",
    "print(\"\\ntaller barriers (b = 5 nm)\")\n",
    "print(\"  V (eV)   E1 open-nemo (meV)   E1 finite well (meV)   effective width (nm)\")\n",
    "for v in (0.3, 1.0, 3.0, 10.0, 100.0):\n",
    "    e_fw = finite_well(v)\n",
    "    tall = EM(\"tall barrier\", MB, 12.2, conduction_band_edge=v)\n",
    "    e_nemo = nemo.resonances(double_barrier(barrier_material=tall))[\"energy\"][0] if v <= 10 else np.nan\n",
    "    print(f\"  {v:6.1f}        {e_nemo * 1e3:8.2f}             {e_fw * 1e3:8.2f}\"\n",
    "          f\"              {np.pi / np.sqrt(MW * e_fw / H2M0):6.2f}\")\n",
    "print(\"\\nthicker barriers (V = 0.3 eV)\")\n",
    "print(\"  b (nm)   E1 (meV)   Γ (meV)\")\n",
    "for b in (2, 3, 5, 7, 9):\n",
    "    r_b = nemo.resonances(double_barrier(bl=b, br=b, dx=0.05))\n",
    "    print(f\"   {b:4.1f}     {r_b['energy'][0] * 1e3:7.3f}   {r_b['width'][0] * 1e3:.2e}\")\n",
    "print(f\"finite well, V = 0.3 eV: E1 = {finite_well(V0) * 1e3:.3f} meV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d2c7772b",
   "metadata": {},
   "source": [
    "With taller barriers the lowest resonance climbs from 81.8 meV towards the box value: 122.1 meV at\n",
    "1 eV, 181.5 meV at 10 eV, and 209.4 meV (finite well) at an unphysical 100 eV. open-nemo and the\n",
    "finite well agree to within 0.07 meV. The effective width $w_\\mathrm{eff} = \\pi/k$, the box that has\n",
    "the same ground state, shrinks from 8.28 nm to 5.18 nm. Thicker barriers instead leave the energy at\n",
    "the finite-well value (81.814 meV on the 0.05 nm grid, 81.826 meV analytically) and only make the\n",
    "resonance sharper, by a factor of 18 per 2 nm of barrier.\n",
    "\n",
    "## 3. Round-trip phase and dwell time\n",
    "\n",
    "A longer round-trip phase means a longer time in the well. Klimeck defines the Wigner dwell time as\n",
    "the energy derivative of the accumulated phase,\n",
    "\n",
    "$$\\tau_D = \\hbar\\frac{d\\theta}{dE} = \\hbar\\left[2w\\frac{dk}{dE} + \\frac{d\\phi_L}{dE} + \\frac{d\\phi_R}{dE}\\right],$$\n",
    "\n",
    "and states that near a quasi-bound state $\\tau_D = \\hbar/(\\Gamma_L + \\Gamma_R)$, with\n",
    "$\\Gamma_{L,R}$ the escape rates through each barrier in energy units.\n",
    "\n",
    "![Slide 10: round-trip phase and dwell time](attachment:slide_010_crop.png)\n",
    "\n",
    "*Slide 10: the round-trip phase in the well, its energy derivative and the dwell time near a\n",
    "quasi-bound state.*\n",
    "\n",
    "The two statements describe different times, and it is instructive to compute both. The derivative of\n",
    "the round-trip phase itself, $\\hbar\\,d\\theta/dE$, is the time of one round trip: the classical time\n",
    "$2w_\\mathrm{eff}/v$ with $v = \\hbar k/m^*$. On each round trip the electron escapes with probability\n",
    "$T_L + T_R$, so it makes about $1/(T_L + T_R)$ round trips before it leaves, and\n",
    "\n",
    "$$\\tau = \\frac{\\hbar\\,d\\theta/dE}{T_L + T_R} = \\frac{\\hbar}{\\Gamma_L + \\Gamma_R},\\qquad\n",
    "\\Gamma_{L,R} = \\frac{T_{L,R}}{d\\theta/dE}.$$\n",
    "\n",
    "This is the lifetime of the quasi-bound state. The fast phase sweep of the slide is the phase of the\n",
    "transmission amplitude $t(E)$, the sum of all round trips: it changes by $\\pi$ across the resonance,\n",
    "and its derivative at the peak is $2/(\\Gamma_L + \\Gamma_R)$."
   ],
   "attachments": {
    "slide_010_crop.png": {
     "image/png": "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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "10ac2d79",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:14.836724Z",
     "iopub.status.busy": "2026-10-24T22:49:14.836656Z",
     "iopub.status.idle": "2026-10-24T22:49:14.840573Z",
     "shell.execute_reply": "2026-10-24T22:49:14.840203Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " E_r (meV)   ħ dθ/dE (fs)   2w_eff/v (fs)   T_L = T_R   Γ_L = T_L/(dθ/dE) (meV)   Γ_L + Γ_R (meV)   ħ/(Γ_L + Γ_R) (ps)   Γ open-nemo (meV)\n",
      "    81.80        25.7            25.3         2.52e-03          0.0646               0.1291              5.098            0.1293\n",
      "   292.01        18.7             nan         1.19e-01          4.2046               8.4092              0.078            8.9928\n",
      "\n",
      "phase of t: changes by 0.997 π across ±20Γ; d arg t/dE at the peak = 15445 /eV, 2/Γ = 15472 /eV\n"
     ]
    }
   ],
   "source": [
    "def t_total(E, w=W):\n",
    "    # transmission amplitude of the double barrier (sum over round trips), up to a constant phase\n",
    "    (rl, tl), (rr, tr_) = barrier(E), barrier(E)\n",
    "    k = np.sqrt(MW * E / H2M0)\n",
    "    return tl * tr_ * np.exp(1j * k * w) / (1 - rl * rr * np.exp(2j * k * w))\n",
    "\n",
    "\n",
    "h = 1e-7\n",
    "print(\" E_r (meV)   ħ dθ/dE (fs)   2w_eff/v (fs)   T_L = T_R   Γ_L = T_L/(dθ/dE) (meV)\"\n",
    "      \"   Γ_L + Γ_R (meV)   ħ/(Γ_L + Γ_R) (ps)   Γ open-nemo (meV)\")\n",
    "for e0, g in zip(res[\"energy\"], res[\"width\"]):\n",
    "    dth = (theta(e0 + h) - theta(e0 - h)) / (2 * h)\n",
    "    k = np.sqrt(MW * e0 / H2M0)\n",
    "    v = 2 * H2M0 * k / (MW * HBAR)                    # group velocity ħk/m* in nm/s\n",
    "    w_eff = np.pi / k if e0 < 0.2 else np.nan         # box with the same ground state\n",
    "    t1 = abs(barrier(e0)[1]) ** 2\n",
    "    g_lr = 2 * t1 / dth\n",
    "    print(f\"  {e0 * 1e3:7.2f}      {HBAR * dth * 1e15:6.1f}          {2 * w_eff / v * 1e15:6.1f}\"\n",
    "          f\"         {t1:.2e}          {t1 / dth * 1e3:.4f}               {g_lr * 1e3:.4f}\"\n",
    "          f\"            {HBAR / g_lr * 1e12:7.3f}            {g * 1e3:.4f}\")\n",
    "e0, g = res[\"energy\"][0], res[\"width\"][0]\n",
    "arg_t = np.unwrap(np.angle(t_total(e0 + g * np.linspace(-20, 20, 4001))))\n",
    "slope = (np.angle(t_total(e0 + h) / t_total(e0 - h))) / (2 * h)\n",
    "print(f\"\\nphase of t: changes by {(arg_t[-1] - arg_t[0]) / np.pi:.3f} π across ±20Γ;\"\n",
    "      f\" d arg t/dE at the peak = {slope:.0f} /eV, 2/Γ = {2 / g:.0f} /eV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e5a43634",
   "metadata": {},
   "source": [
    "For the lower resonance one round trip takes 25.7 fs, close to the classical time of 25.3 fs\n",
    "for the effective width of 8.28 nm; the round-trip time of the upper resonance is 18.7 fs (it sits at\n",
    "the barrier top, where $w_\\mathrm{eff}$ is not defined). Each barrier transmits $2.5\\cdot10^{-3}$ of the\n",
    "flux at the lower resonance, so the electron makes about 200 round trips before it escapes: the escape\n",
    "rate through one barrier is $\\Gamma_L = 0.0646$ meV, $\\Gamma_L + \\Gamma_R = 0.1291$ meV agrees with\n",
    "the open-system eigenvalue (0.1293 meV) and with the one-sided widths of Lecture 10.2, and the\n",
    "lifetime is $\\hbar/(\\Gamma_L + \\Gamma_R) = 5.10$ ps. For the upper resonance the estimate (8.41 meV\n",
    "against 8.99 meV) is cruder, because the barriers are no longer good reflectors. The phase of $t$\n",
    "sweeps by $0.997\\pi$ across the lower resonance, at the rate 15445 /eV at the peak, against\n",
    "$2/\\Gamma = 15472$ /eV.\n",
    "\n",
    "## 4. The numerical example: where does the flux flow?\n",
    "\n",
    "For transport the question is where in energy the electrons can flow. Klimeck plots, next to $T(E)$,\n",
    "the running integral $\\int_0^E T(E')\\,dE'$, the cumulative spectral content. A sharp resonance gives a\n",
    "sharp step (flux in a narrow energy range); a broad resonance gives a broad ramp (flux spread over a\n",
    "wide range), and a much larger total.\n",
    "\n",
    "![Slide 13: the numerical example of the lecture](attachment:slide_013_crop.png)\n",
    "\n",
    "*Slide 13: the 5 nm | 5 nm | 5 nm structure, its transmission and the running integral of $T$ on a\n",
    "linear and a logarithmic scale.*\n",
    "\n",
    "The energy grid below is uniform with dense patches of $\\pm 40\\,\\Gamma$ around each resonance, so that\n",
    "the 0.13 meV peak is resolved."
   ],
   "attachments": {
    "slide_013_crop.png": {
     "image/png": "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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "036fd871",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:14.841518Z",
     "iopub.status.busy": "2026-10-24T22:49:14.841436Z",
     "iopub.status.idle": "2026-10-24T22:49:14.938403Z",
     "shell.execute_reply": "2026-10-24T22:49:14.937985Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "peak at   81.80 meV: T = 1.0000, FWHM of T(E) = 0.129 meV\n",
      "peak at  292.42 meV: T = 1.0000, FWHM of T(E) = 8.533 meV\n",
      "∫_0^E T dE' up to  70 meV:   0.0001 meV\n",
      "∫_0^E T dE' up to  90 meV:   0.2024 meV\n",
      "∫_0^E T dE' up to 250 meV:   0.2453 meV\n",
      "∫_0^E T dE' up to 300 meV:  10.7577 meV\n",
      "∫_0^E T dE' up to 350 meV:  15.5656 meV\n",
      "∫_0^E T dE' up to 450 meV:  60.2391 meV\n",
      "π Γ_1 / 2 = 0.2031 meV\n"
     ]
    }
   ],
   "source": [
    "patches = [e0 + g * np.linspace(-40, 40, 4001) for e0, g in zip(res[\"energy\"], res[\"width\"])]\n",
    "Ec = np.unique(np.concatenate([np.linspace(1e-4, 0.45, 9000)] + patches))\n",
    "Ec = Ec[(Ec > 0) & (Ec <= 0.45)]\n",
    "Tc = tr.transmission(Ec)\n",
    "cum = cumulative_trapezoid(Tc, Ec, initial=0) * 1e3                         # meV\n",
    "for i in find_peaks(Tc, prominence=0.3)[0]:\n",
    "    w_half = peak_widths(Tc, [i], rel_height=0.5)[0][0]\n",
    "    idx = np.arange(len(Ec))\n",
    "    fwhm = np.interp(i + w_half / 2, idx, Ec) - np.interp(i - w_half / 2, idx, Ec)\n",
    "    print(f\"peak at {Ec[i] * 1e3:7.2f} meV: T = {Tc[i]:.4f}, FWHM of T(E) = {fwhm * 1e3:.3f} meV\")\n",
    "for e in (0.07, 0.09, 0.25, 0.30, 0.35, 0.45):\n",
    "    print(f\"∫_0^E T dE' up to {e * 1e3:3.0f} meV: {np.interp(e, Ec, cum):8.4f} meV\")\n",
    "print(f\"π Γ_1 / 2 = {np.pi * res['width'][0] / 2 * 1e3:.4f} meV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "83bf1366",
   "metadata": {},
   "source": [
    "The lower peak has a full width at half maximum of 0.129 meV, equal to the eigenvalue width; the upper\n",
    "peak, at 292.42 meV, is 8.53 meV wide and asymmetric, as the transmission stays high above the\n",
    "barrier top. The running integral jumps by 0.2024 meV at the lower resonance — the area\n",
    "$\\pi\\Gamma/2 = 0.2031$ meV of a unit-height Lorentzian — and then rises by 10.5 meV between 250 and\n",
    "300 meV, across the upper resonance: about 50 times more flux, spread over a range about 70 times\n",
    "wider.\n",
    "\n",
    "## 5. The Breit–Wigner (Lorentzian) approximation\n",
    "\n",
    "Near an isolated resonance the Fabry–Pérot form becomes a Lorentzian, the Breit–Wigner formula:\n",
    "\n",
    "$$T_{BW}(E) = \\frac{\\Gamma_L\\Gamma_R}{(E - E_r)^2 + \\bigl((\\Gamma_L + \\Gamma_R)/2\\bigr)^2},\\qquad\n",
    "T_{BW}(E_r) = \\frac{4\\Gamma_L\\Gamma_R}{(\\Gamma_L + \\Gamma_R)^2},\\qquad\n",
    "\\int_{-\\infty}^{\\infty}T_{BW}\\,dE = \\frac{2\\pi\\,\\Gamma_L\\Gamma_R}{\\Gamma_L + \\Gamma_R}.$$\n",
    "\n",
    "Only symmetric structures ($\\Gamma_L = \\Gamma_R$) reach $T = 1$; any asymmetry lowers the peak. The\n",
    "total spectral content is $\\pi\\Gamma$ for a symmetric structure (with $\\Gamma = \\Gamma_L = \\Gamma_R$),\n",
    "so broad resonances carry large flow; for $\\Gamma_\\mathrm{small} \\ll \\Gamma_\\mathrm{large}$ it is\n",
    "$\\approx 2\\pi\\Gamma_\\mathrm{small}$: the highest or widest barrier limits the flow. If the resonance is\n",
    "narrow compared with every other variation in energy, the Lorentzian can be replaced by a delta\n",
    "function of the same weight,\n",
    "$T_\\delta(E) = 2\\pi\\,\\Gamma_L\\Gamma_R/(\\Gamma_L + \\Gamma_R)\\,\\delta(E - E_r)$.\n",
    "\n",
    "The lecture compares the exact $T(E)$ with Lorentzians built from the extracted widths. Here\n",
    "$\\Gamma_L = \\Gamma_R = \\Gamma/2$ with $\\Gamma$ from `nemo.resonances`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "e4a31e96",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:14.939372Z",
     "iopub.status.busy": "2026-10-24T22:49:14.939313Z",
     "iopub.status.idle": "2026-10-24T22:49:15.180464Z",
     "shell.execute_reply": "2026-10-24T22:49:15.180064Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    E (meV)   ∫T exact (meV)   ∫T_BW1 (meV)   ∫(T_BW1 + T_BW2) (meV)   (BW1+BW2)/exact\n",
      "      81.5         0.0127          0.0136            0.0404              3.179\n",
      "      90.0         0.2024          0.2025            0.2333              1.153\n",
      "     150.0         0.2039          0.2029            0.2760              1.353\n",
      "     250.0         0.2453          0.2030            0.6132              2.500\n",
      "     300.0        10.7577          0.2030           11.9548              1.111\n",
      "     450.0        60.2391          0.2030           14.1317              0.235\n"
     ]
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1430x462 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def t_bw(E, e0, gl, gr):\n",
    "    return gl * gr / ((E - e0) ** 2 + ((gl + gr) / 2) ** 2)\n",
    "\n",
    "\n",
    "bw1 = t_bw(Ec, res[\"energy\"][0], res[\"width\"][0] / 2, res[\"width\"][0] / 2)\n",
    "bw2 = t_bw(Ec, res[\"energy\"][1], res[\"width\"][1] / 2, res[\"width\"][1] / 2)\n",
    "cum1 = cumulative_trapezoid(bw1, Ec, initial=0) * 1e3\n",
    "cum12 = cumulative_trapezoid(bw1 + bw2, Ec, initial=0) * 1e3\n",
    "print(\"    E (meV)   ∫T exact (meV)   ∫T_BW1 (meV)   ∫(T_BW1 + T_BW2) (meV)   (BW1+BW2)/exact\")\n",
    "for e in (0.0815, 0.09, 0.15, 0.25, 0.30, 0.45):\n",
    "    a, b1, b12 = (np.interp(e, Ec, c) for c in (cum, cum1, cum12))\n",
    "    print(f\"   {e * 1e3:7.1f}       {a:8.4f}        {b1:8.4f}          {b12:8.4f}             {b12 / a:6.3f}\")\n",
    "\n",
    "fig, axes = plt.subplots(1, 3, figsize=(13, 4.2))\n",
    "for ax, lo, hi in ((axes[0], 0.0812, 0.0824), (axes[1], 0.0, 0.45)):\n",
    "    ax.semilogx(Tc, Ec, color=style.OPEN_NEMO, lw=1.4, label=\"exact (open-nemo)\")\n",
    "    ax.semilogx(bw1, Ec, \"--\", color=style.REFERENCE, lw=1, label=\"T_BW1\")\n",
    "    ax.semilogx(bw2, Ec, \":\", color=style.CONTEXT, lw=1.2, label=\"T_BW2\")\n",
    "    ax.set(xlabel=\"T(E)\", ylabel=\"E (eV)\", ylim=(lo, hi), xlim=(1e-10 if hi > 0.1 else 1e-3, 3))\n",
    "axes[0].set_title(\"lower resonance (zoom)\")\n",
    "axes[1].set_title(\"both resonances\")\n",
    "axes[1].legend(frameon=False, fontsize=8, loc=\"lower left\")\n",
    "axes[2].semilogx(cum, Ec, color=style.OPEN_NEMO, lw=1.4, label=\"∫ T exact\")\n",
    "axes[2].semilogx(cum12, Ec, \"--\", color=style.REFERENCE, lw=1, label=\"∫ (T_BW1 + T_BW2)\")\n",
    "axes[2].set(xlabel=\"∫₀ᴱ T dE' (meV)\", ylabel=\"E (eV)\", xlim=(1e-6, 30), title=\"running integral\")\n",
    "axes[2].legend(frameon=False, fontsize=8, loc=\"upper left\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "12342669",
   "metadata": {},
   "source": [
    "The lower Lorentzian fits the exact peak, and its running integral reproduces the step, 0.2025 meV\n",
    "at 90 meV against 0.2024 meV exact, \"even on a log scale\". The upper Lorentzian fits its peak, but its\n",
    "tails are far too wide: at 90 meV, just above the lower resonance, the tail of $T_{BW2}$ already adds\n",
    "0.031 meV to the running integral (15 % of the step), and at 250 meV the sum of the two Lorentzians\n",
    "is 2.5 times the exact integral. Klimeck estimates the effect of the tails as \"something like 10, 20%\"\n",
    "of the integral. Above the barrier top the opposite happens: the exact transmission stays close to one\n",
    "while the Lorentzian decays, and at 450 meV the Lorentzians carry only 24 % of the exact flux. This is\n",
    "the lecture's observation that the tail of $T_{BW2}$ contributes to the flux in the range of $T_{BW1}$. Klimeck's\n",
    "verdict: the Lorentzian fits peaks well, but it is not a good approximation to broad states in\n",
    "quantum wells.\n",
    "\n",
    "![Slide 22: Breit–Wigner against the exact transmission](attachment:slide_022_crop.png)\n",
    "\n",
    "*Slide 22: the exact transmission and the two Lorentzians; the running integral shows the excess flux\n",
    "from the broad upper resonance.*\n",
    "\n",
    "## 6. Landauer transport in two corner cases\n",
    "\n",
    "The current through the structure is the Landauer integral\n",
    "\n",
    "$$I = \\frac{2e}{h}\\int_0^\\infty T_\\mathrm{exact}(E)\\,\\bigl[f_L(E) - f_R(E)\\bigr]\\,dE .$$\n",
    "\n",
    "**Cold temperatures and high bias.** At $T = 0$ the Fermi functions are steps. If the resonance lies\n",
    "in the window, $f_L(E_r) = 1$ and $f_R(E_r) = 0$, and if $\\Gamma_{L,R} \\ll eV$ the integral over the\n",
    "window takes in the whole Lorentzian:\n",
    "\n",
    "$$I \\approx \\frac{2e}{h}\\int_{-\\infty}^{\\infty}T_{BW1}(E)\\,dE = \\frac{2e}{h}\\,\n",
    "\\frac{2\\pi\\,\\Gamma_L\\Gamma_R}{\\Gamma_L + \\Gamma_R} = \\frac{2e}{\\hbar}\\,\\frac{\\Gamma_L\\Gamma_R}{\\Gamma_L + \\Gamma_R}.$$\n",
    "\n",
    "**Narrow resonances.** At finite temperature, if $\\Gamma_{L,R} \\ll k_BT$, the Fermi functions do not\n",
    "change across the resonance and the delta function gives\n",
    "\n",
    "$$I \\approx \\frac{2e}{\\hbar}\\,\\frac{\\Gamma_L\\Gamma_R}{\\Gamma_L + \\Gamma_R}\\,\\bigl[f_L(E_r) - f_R(E_r)\\bigr].$$\n",
    "\n",
    "The lecture's example has $\\Gamma = 0.14$ meV and $k_BT = 26$ meV at 300 K, a ratio of 0.00538. Both are\n",
    "the rate-equation current of Lecture 10.2. As in the lecture, the transmission is that of the\n",
    "unbiased structure; only the Fermi levels move.\n",
    "\n",
    "![Slide 26: Landauer transport through narrow resonances](attachment:slide_026_crop.png)\n",
    "\n",
    "*Slide 26: replacing the narrow resonance by a delta function reduces the Landauer integral to the\n",
    "sequential-tunneling expression.*"
   ],
   "attachments": {
    "slide_022_crop.png": {
     "image/png": "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"
    },
    "slide_026_crop.png": {
     "image/png": "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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "61dcae56",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:15.181636Z",
     "iopub.status.busy": "2026-10-24T22:49:15.181550Z",
     "iopub.status.idle": "2026-10-24T22:49:15.318463Z",
     "shell.execute_reply": "2026-10-24T22:49:15.318054Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Γ = 0.1293 meV, Γ / k_B T(300 K) = 0.00500\n",
      "(2e/ħ) Γ_L Γ_R / (Γ_L + Γ_R) = 15.733 nA\n",
      "4 K, window [60, 100] meV: Landauer 15.716 nA\n",
      "4 K, window [0, 100] meV: Landauer 15.718 nA\n",
      "\n",
      "300 K, V = 0.1 V:  μ_L - E_r (meV)   Landauer exact (nA)   delta function (nA)   ratio\n",
      "                        -60               1.4056                1.3744         1.023\n",
      "                        -30               3.7515                3.6512         1.027\n",
      "                          0               7.8687                7.5443         1.043\n",
      "                         30              12.0383               10.9955         1.095\n",
      "                         60              14.8614               11.5653         1.285\n"
     ]
    }
   ],
   "source": [
    "e0, g = res[\"energy\"][0], res[\"width\"][0]\n",
    "gl = gr = g / 2\n",
    "I_rate = 2 * Q / HBAR * gl * gr / (gl + gr)\n",
    "El = np.unique(np.concatenate([np.linspace(1e-4, 0.6, 12000)] + patches))\n",
    "Tl = tr.transmission(El)\n",
    "print(f\"Γ = {g * 1e3:.4f} meV, Γ / k_B T(300 K) = {g / (KB * 300):.5f}\")\n",
    "print(f\"(2e/ħ) Γ_L Γ_R / (Γ_L + Γ_R) = {I_rate * 1e9:.3f} nA\")\n",
    "for mu_l, mu_r in ((0.10, 0.06), (0.10, 0.0)):\n",
    "    I = nemo.landauer_current(El, Tl, mu_l, mu_r, 4)\n",
    "    print(f\"4 K, window [{mu_r * 1e3:.0f}, {mu_l * 1e3:.0f}] meV: Landauer {I * 1e9:.3f} nA\")\n",
    "print(\"\\n300 K, V = 0.1 V:  μ_L - E_r (meV)   Landauer exact (nA)   delta function (nA)   ratio\")\n",
    "for d in (-60, -30, 0, 30, 60):\n",
    "    mu_l = e0 + d * 1e-3\n",
    "    I = nemo.landauer_current(El, Tl, mu_l, mu_l - 0.1, 300)\n",
    "    I_d = I_rate * (fermi(e0, mu_l, 300) - fermi(e0, mu_l - 0.1, 300))\n",
    "    print(f\"                       {d:4d}            {I * 1e9:9.4f}             {I_d * 1e9:9.4f}\"\n",
    "          f\"         {I / I_d:.3f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "28333090",
   "metadata": {},
   "source": [
    "At 4 K with the resonance inside a 40 meV window, the Landauer integral of the exact transmission gives\n",
    "15.716 nA against 15.733 nA from the formula (the 0.1 % difference is the part of the Lorentzian tails\n",
    "outside the window). Widening the window to 100 meV adds only 0.002 nA of background tunneling.\n",
    "\n",
    "At 300 K the delta-function current is within 3 % of the full integral while the chemical potential\n",
    "lies below the resonance, and within 4.3 % with $\\mu_L = E_r$. With $\\mu_L$ 30 and 60 meV above the\n",
    "resonance, the exact current is 10 % and 29 % larger: the broad upper resonance and the background, which the delta function of the\n",
    "lower resonance ignores, now receive thermally excited electrons, as the Breit–Wigner comparison\n",
    "foreshadowed.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- The double-barrier transmission is exactly $T_LT_R/(1 + R_LR_R - 2\\sqrt{R_LR_R}\\cos\\theta)$, with\n",
    "  the round-trip phase $\\theta = 2kw + \\phi_L + \\phi_R$; with BenDaniel–Duke matching it agrees with\n",
    "  open-nemo for unequal masses.\n",
    "- Resonances sit where $\\theta = 2n\\pi$. Tall barriers give the particle in a box (224.5 meV for 5 nm);\n",
    "  penetration lengthens the round trip and lowers the real resonance to 81.8 meV. Thick barriers only\n",
    "  sharpen it.\n",
    "- $\\hbar\\,d\\theta/dE$ is the round-trip time (25.7 fs); dividing by the escape probability per round\n",
    "  trip gives the lifetime $\\hbar/(\\Gamma_L + \\Gamma_R) = 5.1$ ps, and $\\Gamma_{L,R} = T_{L,R}/(d\\theta/dE)$.\n",
    "- The running integral of $T$ shows a sharp step for the narrow resonance and a broad ramp for the wide\n",
    "  one. The Breit–Wigner Lorentzian fits the narrow peak, but its tails are far too wide for broad states.\n",
    "- At low temperature or for $\\Gamma \\ll k_BT$ the Landauer current becomes\n",
    "  $(2e/\\hbar)\\,\\Gamma_L\\Gamma_R/(\\Gamma_L + \\Gamma_R)\\,(f_L - f_R)$, the sequential-tunneling result.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Use `fabry_perot` with unequal barriers (4 nm and 6 nm) and compare its peak transmission with\n",
    "   $4\\Gamma_L\\Gamma_R/(\\Gamma_L + \\Gamma_R)^2$, taking $\\Gamma_{L,R} = T_{L,R}/(d\\theta/dE)$.\n",
    "2. Set the barrier mass equal to the well mass ($0.067\\,m_0$) in `barrier` and in the open-nemo\n",
    "   structure. How much do the resonance energy and width change, and does the slide's phase formula\n",
    "   now place the resonance correctly?\n",
    "3. Repeat the Breit–Wigner comparison for 8 nm barriers. Does the Lorentzian of the upper resonance\n",
    "   improve, and why?\n",
    "4. In Section 6, raise the temperature to 400 K and find the largest $\\mu_L - E_r$ for which the\n",
    "   delta-function current is within 5 % of the Landauer integral.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 6.3: the double barrier](../03_tunneling_and_bandstructure/06_3_double_barrier.ipynb)\n",
    "  and [Lecture 6.2: the single barrier](../03_tunneling_and_bandstructure/06_2_single_barrier.ipynb).\n",
    "- [Lecture 10.2: the rate equation](10_2_sequential_tunneling_rate_equations.ipynb) and\n",
    "  [Lecture 10.4: sequential versus coherent tunneling](10_4_sequential_vs_coherent.ipynb).\n",
    "- [Green's functions from scratch](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_01_greens_functions_from_scratch.ipynb)\n",
    "  and the [RTD tutorial](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_03_rtd_tutorial.ipynb).\n",
    "- G. Breit and E. Wigner, \"Capture of slow neutrons\", *Phys. Rev.* **49**, 519 (1936).\n",
    "- E. P. Wigner, \"Lower limit for the energy derivative of the scattering phase shift\",\n",
    "  *Phys. Rev.* **98**, 145 (1955).\n",
    "- D. J. BenDaniel and C. B. Duke, \"Space-charge effects on electron tunneling\", *Phys. Rev.* **152**,\n",
    "  683 (1966)."
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.12.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
