{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "feac61ee",
   "metadata": {},
   "source": [
    "# ECE 606 Lecture 6.3: Electron tunneling — tunneling through a double barrier\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 37108](https://nanohub.org/resources/37108) — [video](https://nanohub.org/resources/37791) · [slides](https://nanohub.org/resources/37790) · [YouTube](https://youtube.com/watch?v=MnZU8Gexg4M)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the double barrier as four interfaces: the same transfer-matrix (or scattering-matrix) approach as for one barrier\n",
    "- resonant tunneling: transmission of exactly one at discrete energies below the barrier top\n",
    "- quasi-bound states above the barrier, with much broader transmission peaks\n",
    "- taller or thicker barriers sharpen the resonance: the peak width is set by the lifetime of the electron in the well\n",
    "- comparison with a particle in a box: good for thick, tall barriers, poor for an open system, because the wave function penetrates into the barriers\n",
    "\n",
    "**In this notebook** computes the lecture's PCPBT double-barrier examples with open-nemo, measures the resonance energies and widths (with `nemo.resonances` and from $T(E)$), converts them into lifetimes, compares the widths with a semiclassical escape-rate estimate and the energies with the particle in a box and the finite well, and explores an asymmetric double barrier."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "8b57e657",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:03.127093Z",
     "iopub.status.busy": "2026-10-24T22:23:03.126884Z",
     "iopub.status.idle": "2026-10-24T22:23:03.593395Z",
     "shell.execute_reply": "2026-10-24T22:23:03.592839Z"
    }
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "\n",
    "style.use(notebook=True)\n",
    "H2M0 = nemo.core.units.HBAR2_2M0          # ħ²/2m₀ = 0.0381 eV nm²\n",
    "EM = nemo.structures.materials.EffectiveMassMaterial"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a42680cf",
   "metadata": {},
   "source": [
    "## 1. Four interfaces, one product of matrices\n",
    "\n",
    "A double barrier has four interfaces. The transfer-matrix method of Lecture 6.1 handles it without\n",
    "any change: one 2×2 matrix per interface, multiplied in order, and $T = 1/|M_{11}|^2$ when the\n",
    "contacts on both sides are the same material. The lecture draws the same structure as a cascade of\n",
    "four scattering matrices; either way no particles are lost ($R + T = 1$), the incident wave from\n",
    "the left is normalized to one, and nothing is incident from the right. The closed form is a\n",
    "homework problem. Here the product is written out numerically and compared with open-nemo, which\n",
    "solves the discretized Schrödinger equation with open boundaries.\n",
    "\n",
    "The first example is the lecture's shallow double barrier: two 2 nm barriers of 0.2 eV around a\n",
    "5 nm GaAs well (effective mass $m = 0.067\\,m_0$ everywhere, $m_0$ the free-electron mass). The\n",
    "contacts are 10 nm of GaAs on each side."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "61ea5811",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:03.594720Z",
     "iopub.status.busy": "2026-10-24T22:23:03.594586Z",
     "iopub.status.idle": "2026-10-24T22:23:04.281390Z",
     "shell.execute_reply": "2026-10-24T22:23:04.281060Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "largest |ln(T open-nemo / T transfer matrix)| = 9.2e-05\n",
      "transmission peak at 0.0722 eV: T = 1.00000, R = 1 − T = 1.9e-09\n",
      "transmission peak at 0.3186 eV: T = 1.00000, R = 1 − T = 1.1e-07\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1430x462 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy.signal import find_peaks, peak_widths\n",
    "\n",
    "M, DX, LEAD = 0.067, 0.02, 10.0\n",
    "\n",
    "\n",
    "def double_barrier(b, w, v, b2=None, lead=LEAD, dx=DX):\n",
    "    \"\"\"GaAs contacts | barrier b (nm, height v eV) | well w (nm) | barrier b2 (default b) | contacts.\"\"\"\n",
    "    gaas, bar = EM(\"GaAs\", M, 12.9), EM(\"barrier\", M, 12.9, conduction_band_edge=v)\n",
    "    widths = (lead, b, w, b if b2 is None else b2, lead)\n",
    "    mats = (gaas, bar, gaas, bar, gaas)\n",
    "    return nemo.Heterostructure1D([nemo.Layer(m, d) for m, d in zip(mats, widths)], spacing=dx)\n",
    "\n",
    "\n",
    "def tmm_T(E, widths, heights, m=M):\n",
    "    \"\"\"T = 1/|M11|² for piecewise-constant layers between two identical contacts at 0 eV.\"\"\"\n",
    "    E = np.asarray(E, dtype=complex)\n",
    "    k = [np.sqrt(m * (E - v) / H2M0 + 0j) for v in (0.0, *heights, 0.0)]\n",
    "    d = (0.0, *widths)\n",
    "    total = np.broadcast_to(np.eye(2, dtype=complex), E.shape + (2, 2)).copy()\n",
    "    for j in range(len(k) - 1):\n",
    "        kj, kn = k[j], k[j + 1]\n",
    "        ep, em = np.exp(1j * kj * d[j]), np.exp(-1j * kj * d[j])\n",
    "        W = np.moveaxis(np.array([[ep, em], [1j * kj * ep, -1j * kj * em]]), (0, 1), (-2, -1))\n",
    "        Wn = np.moveaxis(\n",
    "            np.array([[np.ones_like(kn), np.ones_like(kn)], [1j * kn, -1j * kn]]), (0, 1), (-2, -1)\n",
    "        )\n",
    "        total = total @ np.linalg.solve(W, Wn)  # interface j: [A_j, B_j] = step · [A_j+1, B_j+1]\n",
    "    return 1 / np.abs(total[..., 0, 0]) ** 2\n",
    "\n",
    "\n",
    "E = np.linspace(0.001, 0.6, 6000)\n",
    "dev = double_barrier(2.0, 5.0, 0.2)\n",
    "T = nemo.Transport(dev.hamiltonian).transmission(E)\n",
    "T_tmm = tmm_T(E, (2.0, 5.0, 2.0), (0.2, 0.0, 0.2))\n",
    "print(f\"largest |ln(T open-nemo / T transfer matrix)| = {np.abs(np.log(T / T_tmm)).max():.1e}\")\n",
    "pk = find_peaks(T, prominence=0.05)[0]\n",
    "for e, t in zip(E[pk], T[pk]):\n",
    "    print(f\"transmission peak at {e:.4f} eV: T = {t:.5f}, R = 1 − T = {1 - t:.1e}\")\n",
    "\n",
    "fig, axes = plt.subplots(1, 3, figsize=(13, 4.2), gridspec_kw={\"width_ratios\": [0.9, 1, 1]})\n",
    "axes[0].plot(dev.x - dev.x.mean(), dev.band_edge, color=style.OPEN_NEMO)\n",
    "for e in E[pk]:\n",
    "    axes[0].axhline(e, color=style.CONTEXT, ls=\"--\", lw=0.8)\n",
    "axes[1].semilogx(T, E, color=style.OPEN_NEMO, lw=1.2, label=\"open-nemo\")\n",
    "axes[1].semilogx(T_tmm, E, \":\", color=style.REFERENCE, lw=1, label=\"transfer matrix\")\n",
    "axes[2].semilogx(1 - T, E, color=style.OPEN_NEMO, lw=1.2)\n",
    "axes[0].set(\n",
    "    xlabel=\"distance from the centre (nm)\",\n",
    "    ylabel=\"potential energy (eV)\",\n",
    "    ylim=(0, 0.6),\n",
    "    title=\"2 nm | 5 nm | 2 nm, 0.2 eV\",\n",
    ")\n",
    "axes[1].set(xlabel=\"transmission T\", ylabel=\"energy (eV)\", xlim=(1e-3, 2), ylim=(0, 0.6), title=\"T(E)\")\n",
    "axes[1].legend(frameon=False, fontsize=8)\n",
    "axes[2].set(xlabel=\"reflection R = 1 − T\", xlim=(1e-6, 2), ylim=(0, 0.6), title=\"R(E)\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "21f5da71",
   "metadata": {},
   "source": [
    "Both methods give the same curve; the small difference is open-nemo's discretization error on the\n",
    "0.02 nm grid. Two features have no counterpart in the single barrier of Lecture 6.2:\n",
    "\n",
    "- **Resonant tunneling.** At 0.072 eV, well below the 0.2 eV barrier top, the transmission is one\n",
    "  and the reflection drops to $2\\cdot10^{-9}$ on this energy grid (a deep dip on the logarithmic scale). A single 2 nm barrier\n",
    "  of the same height never reaches one below its top. Classically the electron could not cross even\n",
    "  one barrier.\n",
    "- **A quasi-bound state above the barriers.** At 0.319 eV a second, much broader peak reaches one.\n",
    "  The state is only weakly bound: the well \"holds\" it only by reflection at the barrier edges.\n",
    "\n",
    "![Slide 5: double barrier against single barrier](attachment:slide_005.png)\n",
    "\n",
    "*Slide 5: PCPBT results for a double barrier (top: potential, transmission, reflection) and for a\n",
    "single barrier (bottom). Only the double barrier transmits with unit probability below the top.*\n",
    "\n",
    "## 2. Taller and thicker barriers sharpen the resonance\n",
    "\n",
    "The lecture varies the barriers in two ways: the height, from 0.2 to 0.5 eV at fixed width 2 nm\n",
    "(slide 7), and the thickness, from 2 nm to about 3.5 nm at a height of 0.4 eV (slide 8, read off\n",
    "the PCPBT figure). For each structure `nemo.resonances` finds the quasi-bound states as complex\n",
    "eigenvalues $E_0 - i\\Gamma/2$ of the open-system Hamiltonian; $E_0$ is the resonance energy and\n",
    "$\\Gamma$ the full width at half maximum (FWHM) of the transmission peak. The same quantities are\n",
    "also read directly from the computed $T(E)$.\n",
    "\n",
    "![Slide 7: effect of the barrier height](attachment:slide_007_crop.png)\n",
    "\n",
    "*Slide 7: 0.2 eV (thick line) and 0.5 eV (thin line) barriers, 2 nm wide, around a 5 nm well.*\n",
    "\n",
    "![Slide 8: effect of the barrier thickness](attachment:slide_008_crop.png)\n",
    "\n",
    "*Slide 8: 0.4 eV barriers, 2 nm (thick line) and about 3.5 nm wide (thin line).*"
   ],
   "attachments": {
    "slide_005.png": {
     "image/png": 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"
    },
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"
    },
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a3996a7f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:04.282772Z",
     "iopub.status.busy": "2026-10-24T22:23:04.282678Z",
     "iopub.status.idle": "2026-10-24T22:23:05.187612Z",
     "shell.execute_reply": "2026-10-24T22:23:05.187223Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " barrier   height    T peak      FWHM from T   nemo.resonances      lifetime ħ/Γ\n",
      "  (nm)      (eV)     (eV)          (meV)       E0 (eV)  Γ (meV)        (fs)\n",
      "   2.0     0.20     0.0722        22.592      0.0691   22.318           29\n",
      "   2.0     0.20     0.3186   above the barrier top (broad quasi-bound state)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   2.0     0.50     0.1055         6.387      0.1053    6.443          102\n",
      "   2.0     0.50     0.4054        52.788      0.4038   67.523           10\n",
      "   2.0     0.40     0.0970         9.723      0.0965    9.828           67\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   2.0     0.40     0.3786        63.165      0.3112  153.238            4\n",
      "   3.5     0.40     0.0995         1.135      0.0995    1.135          580\n",
      "   3.5     0.40     0.3564        23.202      0.3553   25.436           26\n",
      "2 nm, 0.4 eV, contacts   10 nm: E0 = [0.0965 0.3112] eV, Γ = [  9.8 153.2] meV\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2 nm, 0.4 eV, contacts   20 nm: E0 = [0.0967 0.3618] eV, Γ = [10.3 73.9] meV\n",
      "2 nm, 0.4 eV, contacts   40 nm: E0 = [0.0965] eV, Γ = [9.6] meV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x462 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "HBAR = nemo.core.units.HBAR  # ħ in eV s\n",
    "cases = [(2.0, 5.0, 0.2), (2.0, 5.0, 0.5), (2.0, 5.0, 0.4), (3.5, 5.0, 0.4)]\n",
    "E = np.linspace(0.001, 0.6, 6000)\n",
    "fig, axes = plt.subplots(1, 2, figsize=(11, 4.2), sharey=True)\n",
    "print(\" barrier   height    T peak      FWHM from T   nemo.resonances      lifetime ħ/Γ\")\n",
    "print(\"  (nm)      (eV)     (eV)          (meV)       E0 (eV)  Γ (meV)        (fs)\")\n",
    "for (b, w, v), ax, lw in zip(cases, (axes[0], axes[0], axes[1], axes[1]), (2.2, 1.0, 2.2, 1.0)):\n",
    "    dev = double_barrier(b, w, v)\n",
    "    T = nemo.Transport(dev.hamiltonian).transmission(E)\n",
    "    res = nemo.resonances(dev)\n",
    "    pk = find_peaks(T, prominence=0.05)[0]\n",
    "    for e in E[pk][E[pk] < v]:  # resonances below the barrier top, on a fine grid\n",
    "        Ef = np.linspace(max(e - 0.08, 0.001), e + 0.08, 8001)\n",
    "        Tf = nemo.Transport(dev.hamiltonian).transmission(Ef)\n",
    "        j = np.argmax(Tf)\n",
    "        fwhm = peak_widths(Tf, [j], rel_height=0.5)[0][0] * (Ef[1] - Ef[0])\n",
    "        i = np.argmin(np.abs(res[\"energy\"] - Ef[j]))\n",
    "        print(\n",
    "            f\"  {b:4.1f}     {v:4.2f}     {Ef[j]:.4f}       {fwhm * 1e3:7.3f}      \"\n",
    "            f\"{res['energy'][i]:.4f}  {res['width'][i] * 1e3:7.3f}       {HBAR / res['width'][i] * 1e15:6.0f}\"\n",
    "        )\n",
    "    ax.semilogx(\n",
    "        T, E, color=style.OPEN_NEMO if lw > 2 else style.sweep(4)[3], lw=lw, label=f\"{b:.1f} nm, {v} eV\"\n",
    "    )\n",
    "    for e in E[pk][E[pk] > v]:\n",
    "        print(f\"  {b:4.1f}     {v:4.2f}     {e:.4f}   above the barrier top (broad quasi-bound state)\")\n",
    "for lead in (10.0, 20.0, 40.0):\n",
    "    r = nemo.resonances(double_barrier(2.0, 5.0, 0.4, lead=lead))\n",
    "    print(\n",
    "        f\"2 nm, 0.4 eV, contacts {lead:4.0f} nm: E0 = {np.round(r['energy'], 4)} eV, \"\n",
    "        f\"Γ = {np.round(r['width'] * 1e3, 1)} meV\"\n",
    "    )\n",
    "for ax, title in zip(axes, (\"barrier height (2 nm barriers)\", \"barrier thickness (0.4 eV barriers)\")):\n",
    "    ax.set(xlabel=\"transmission T\", xlim=(1e-4, 2), title=title)\n",
    "    ax.legend(frameon=False, fontsize=8)\n",
    "axes[0].set_ylabel(\"energy (eV)\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "70d2cab1",
   "metadata": {},
   "source": [
    "For the lowest resonance the peaks of $T(E)$ and the complex eigenvalues agree: the widths to\n",
    "within 1.5 %, the energies to within about 3 meV (the transmission maximum sits above $E_0$ when\n",
    "$\\Gamma$ is large, because the escape rate grows with energy). Raising the barriers from 0.2 to\n",
    "0.5 eV narrows the lowest resonance from 22 meV to 6.4 meV and pulls a second resonance, at\n",
    "0.405 eV, below the barrier top: the two strong resonances of slide 7. Thickening the 0.4 eV\n",
    "barriers from 2 to 3.5 nm narrows the lowest resonance by almost a factor of ten, from 9.8 meV to\n",
    "1.1 meV. The resonance energy moves much less than the width.\n",
    "\n",
    "The second resonances are broad (23 to 63 meV in $T$) and lie close to the barrier top. For them\n",
    "the transmission peak is the robust quantity. The complex eigenvalue that `nemo.resonances`\n",
    "returns for the 2 nm, 0.4 eV structure depends on the length of the contact layers included in the\n",
    "device: 0.311 eV with 10 nm contacts, 0.362 eV with 20 nm, and no state at all with 40 nm, while\n",
    "the transmission peak stays at 0.379 eV. Even the narrow lowest state changes its width by about 7 % (9.6 to 10.3 meV)\n",
    "between these contact lengths.\n",
    "\n",
    "## 3. Resonance width and lifetime\n",
    "\n",
    "Klimeck describes the double barrier as a resonator: an electron placed in the well bounces between\n",
    "the barriers and eventually leaks out. If $\\tau$ is its lifetime, the energy of the state is\n",
    "uncertain by $\\Gamma = \\hbar/\\tau$, and the transmission near the resonance is a Lorentzian,\n",
    "\n",
    "$$T(E) \\approx \\frac{\\Gamma_L\\Gamma_R}{(E - E_0)^2 + (\\Gamma/2)^2}, \\qquad \\Gamma = \\Gamma_L + \\Gamma_R,$$\n",
    "\n",
    "where $\\Gamma_L$ and $\\Gamma_R$ are the escape rates (times $\\hbar$) through the left and right\n",
    "barrier. The table above converts the widths: 30 fs for the shallow structure, 580 fs for the thick\n",
    "barriers.\n",
    "\n",
    "A semiclassical estimate makes the dependence on the barriers explicit. The electron moves in the\n",
    "well with velocity $v = \\hbar k/m$; it hits one barrier every $2W_\\mathrm{eff}/v$ seconds and\n",
    "escapes with the single-barrier probability $T_1(E)$ of Lecture 6.2 each time:\n",
    "\n",
    "$$\\Gamma \\approx \\frac{\\hbar v}{2W_\\mathrm{eff}}\\,\\bigl(T_1^{L} + T_1^{R}\\bigr),\n",
    "\\qquad W_\\mathrm{eff} = W + \\frac{2}{\\gamma},\\quad \\gamma = \\frac{\\sqrt{2m(V_0 - E_0)}}{\\hbar}.$$\n",
    "\n",
    "$W$ is the well width and $W_\\mathrm{eff}$ adds the decay length $1/\\gamma$ of the wave function\n",
    "into each barrier (Section 5). The estimate uses the resonance energy $E_0$ from `nemo.resonances`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "8e0bd884",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:05.188733Z",
     "iopub.status.busy": "2026-10-24T22:23:05.188648Z",
     "iopub.status.idle": "2026-10-24T22:23:05.218317Z",
     "shell.execute_reply": "2026-10-24T22:23:05.217987Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " barrier  height   E0 (eV)   Γ open-nemo (meV)   Γ estimate (meV)   T1 single barrier\n",
      "   2.0    0.20    0.0691         22.318             18.239          4.218e-01\n",
      "   2.0    0.50    0.1053          6.443              6.129          9.268e-02\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   2.0    0.40    0.0965          9.828              9.067          1.497e-01\n",
      "   3.5    0.40    0.0995          1.135              1.125          1.833e-02\n"
     ]
    }
   ],
   "source": [
    "def t_single(E, L, V0, m=M):\n",
    "    \"\"\"Exact single-barrier transmission (Lecture 6.2).\"\"\"\n",
    "    k, g = np.sqrt(m * E / H2M0 + 0j), np.sqrt(m * (V0 - E) / H2M0 + 0j)\n",
    "    return (1 / (1 + ((g**2 + k**2) / (2 * k * g)) ** 2 * np.sinh(g * L) ** 2)).real\n",
    "\n",
    "\n",
    "print(\" barrier  height   E0 (eV)   Γ open-nemo (meV)   Γ estimate (meV)   T1 single barrier\")\n",
    "for b, w, v in cases:\n",
    "    res = nemo.resonances(double_barrier(b, w, v))\n",
    "    E0, G = res[\"energy\"][0], res[\"width\"][0]\n",
    "    k, g = np.sqrt(M * E0 / H2M0), np.sqrt(M * (v - E0) / H2M0)\n",
    "    hbar_v = 2 * H2M0 * k / M  # ħv = ħ²k/m in eV nm\n",
    "    T1 = t_single(E0, b, v)\n",
    "    G_est = hbar_v / (2 * (w + 2 / g)) * 2 * T1\n",
    "    print(\n",
    "        f\"  {b:4.1f}    {v:4.2f}    {E0:.4f}        {G * 1e3:7.3f}            {G_est * 1e3:7.3f}         \"\n",
    "        f\" {T1:.3e}\"\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5756477c",
   "metadata": {},
   "source": [
    "The escape-rate estimate is within about 20 % for the shallow 0.2 eV structure and within 8 % for\n",
    "the others (1 % for the thick barriers), with no adjustable parameter. It explains the trends of slides 7 and 8: the width is\n",
    "proportional to the single-barrier transmission, which falls exponentially with the barrier\n",
    "thickness and with $\\sqrt{V_0 - E}$ (Lecture 6.2). A sharper resonance means a longer residence\n",
    "time in the well.\n",
    "\n",
    "## 4. The well as a particle in a box\n",
    "\n",
    "If the barriers confine the electron well, the resonances should be close to the levels of a\n",
    "particle in a box (Lecture slide 10) of width $W$,\n",
    "\n",
    "$$E_n = \\frac{\\hbar^2\\pi^2}{2mW^2}\\,n^2, \\qquad n = 1, 2, 3, \\dots$$\n",
    "\n",
    "A better closed model is the finite square well of depth $V_0$: the same well, but with barriers\n",
    "that extend to infinity, so that the wave function decays into them without leaking out. Its\n",
    "levels solve $\\tan(kW/2) = \\gamma/k$ (even states) and $-\\cot(kW/2) = \\gamma/k$ (odd states). The\n",
    "lecture compares two structures: thick, tall barriers (10 nm, 1 eV, 20 nm well; slide 11) and\n",
    "thinner, lower ones (8 nm, 0.25 eV, 10 nm well; slide 12).\n",
    "\n",
    "![Slide 11: double barrier and particle in a box](attachment:slide_011.png)\n",
    "\n",
    "*Slide 11: green, particle-in-a-box levels; red, double-barrier resonances, for 10 nm, 1 eV barriers\n",
    "around a 20 nm well.*"
   ],
   "attachments": {
    "slide_011.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "ac8ea995",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:05.219457Z",
     "iopub.status.busy": "2026-10-24T22:23:05.219381Z",
     "iopub.status.idle": "2026-10-24T22:23:05.382126Z",
     "shell.execute_reply": "2026-10-24T22:23:05.381718Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "10 nm, 1.0 eV barriers, 20 nm well\n",
      "   n   resonance (eV)   width Γ (eV)   finite well (eV)   particle in a box (eV)   ratio E0/E_box\n",
      "   1     0.01213       5.3e-15         0.01213              0.01403               0.864\n",
      "   2     0.04847       6.6e-14         0.04847              0.05612               0.864\n",
      "   3     0.10890       4.8e-13         0.10890              0.12628               0.862\n",
      "   4     0.19315       3.4e-12         0.19316              0.22450               0.860\n",
      "   5     0.30083       3.0e-11         0.30083              0.35077               0.858\n",
      "   6     0.43123       3.6e-10         0.43124              0.50512               0.854\n",
      "   7     0.58313       7.3e-09         0.58315              0.68752               0.848\n",
      "   8     0.75392       3.3e-07         0.75395              0.89798               0.840\n",
      "   9     0.93517       6.4e-05         0.93516              1.13651               0.823\n",
      "8 nm, 0.25 eV barriers, 10 nm well\n",
      "   n   resonance (eV)   width Γ (eV)   finite well (eV)   particle in a box (eV)   ratio E0/E_box\n",
      "   1     0.03277       1.9e-06         0.03277              0.05612               0.584\n",
      "   2     0.12589       8.5e-05         0.12590              0.22450               0.561\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x484 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy.optimize import brentq\n",
    "\n",
    "\n",
    "def finite_well_levels(W, V0, m=M):\n",
    "    \"\"\"Bound states of a square well of width W (nm) and depth V0 (eV), barriers infinitely thick.\"\"\"\n",
    "    f_even = lambda e: np.sqrt(e) * np.tan(np.sqrt(m * e / H2M0) * W / 2) - np.sqrt(V0 - e)\n",
    "    f_odd = lambda e: -np.sqrt(e) / np.tan(np.sqrt(m * e / H2M0) * W / 2) - np.sqrt(V0 - e)\n",
    "    grid = np.linspace(1e-6, V0 - 1e-9, 20001)\n",
    "    levels = []\n",
    "    for f in (f_even, f_odd):\n",
    "        y = f(grid)\n",
    "        for i in np.nonzero((np.sign(y[:-1]) != np.sign(y[1:])) & (np.abs(y[:-1] - y[1:]) < 1))[0]:\n",
    "            levels.append(brentq(f, grid[i], grid[i + 1]))\n",
    "    return np.sort(levels)\n",
    "\n",
    "\n",
    "fig, axes = plt.subplots(1, 2, figsize=(11, 4.4))\n",
    "for (b, w, v), ax in zip(((10.0, 20.0, 1.0), (8.0, 10.0, 0.25)), axes):\n",
    "    res = nemo.resonances(double_barrier(b, w, v))\n",
    "    E0 = res[\"energy\"][res[\"energy\"] < v]\n",
    "    well = finite_well_levels(w, v)\n",
    "    n = np.arange(1, len(E0) + 1)\n",
    "    box = H2M0 * np.pi**2 * n**2 / (M * w**2)\n",
    "    print(f\"{b:.0f} nm, {v} eV barriers, {w:.0f} nm well\")\n",
    "    print(\"   n   resonance (eV)   width Γ (eV)   finite well (eV)   particle in a box (eV)   ratio E0/E_box\")\n",
    "    for j in range(len(E0)):\n",
    "        print(\n",
    "            f\"  {n[j]:2d}     {E0[j]:.5f}       {res['width'][j]:.1e}         {well[j]:.5f}\"\n",
    "            f\"              {box[j]:.5f}               {E0[j] / box[j]:.3f}\"\n",
    "        )\n",
    "    ax.plot(n, box, \"s\", mfc=\"none\", color=style.CONTEXT, label=\"particle in a box (closed)\")\n",
    "    ax.plot(n, well[: len(n)], \"x\", color=style.REFERENCE, label=\"finite well (closed)\")\n",
    "    ax.plot(n, E0, \"o\", ms=4, color=style.OPEN_NEMO, label=\"double-barrier resonance (open-nemo)\")\n",
    "    ax.axhline(v, color=style.CONTEXT, ls=\":\", lw=0.8)\n",
    "    ax.set(\n",
    "        xlabel=\"level n\",\n",
    "        ylabel=\"energy (eV)\",\n",
    "        xticks=n,\n",
    "        title=f\"{b:.0f} nm, {v} eV barriers, {w:.0f} nm well\",\n",
    "    )\n",
    "    ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1ad7bb0",
   "metadata": {},
   "source": [
    "For the thick, tall barriers the lowest resonances lie 14 % below the particle-in-a-box levels,\n",
    "the discrepancy grows towards the barrier top, and the widths are tiny: $5\\cdot10^{-15}$ eV for\n",
    "the ground state, a lifetime of the order of a tenth of a second. For the thinner, lower barriers\n",
    "even the ground state lies at 0.6 of the box energy, as the lecture states: \"the system doesn't\n",
    "resemble very well anymore the particle in a box problem\".\n",
    "\n",
    "The finite well, by contrast, reproduces every resonance to within 0.03 meV in both structures. What the infinite box misses is not the openness itself (the widths are far\n",
    "smaller than the level spacings) but the finite barrier height: the wave function leaks into the\n",
    "barriers, which makes the box effectively wider and lowers the levels. Openness matters for the\n",
    "width, and for the energy only when the width becomes comparable to the spacing.\n",
    "\n",
    "## 5. Penetration into the barriers and the effective well width\n",
    "\n",
    "The lecture's slide 13 plots $|\\psi|^2$ of the two resonances of the 8 nm, 0.25 eV structure,\n",
    "computed with tight binding in the tool. `nemo.resonances` returns the same densities, normalized\n",
    "over the device. The fraction of the density inside the barriers measures the penetration, and an\n",
    "effective width $W_\\mathrm{eff} = \\pi n\\,\\hbar/\\sqrt{2mE_0}$ makes the box formula reproduce each\n",
    "resonance exactly.\n",
    "\n",
    "![Slide 13: wave functions of the two resonances](attachment:slide_013_crop.png)\n",
    "\n",
    "*Slide 13: potential and resonance energies (top), first excited state (middle) and ground state\n",
    "(bottom) of the 8 nm, 0.25 eV double barrier with a 10 nm well. The dashed lines mark the well.*"
   ],
   "attachments": {
    "slide_013_crop.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "c9a01db5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:05.383182Z",
     "iopub.status.busy": "2026-10-24T22:23:05.383117Z",
     "iopub.status.idle": "2026-10-24T22:23:05.488715Z",
     "shell.execute_reply": "2026-10-24T22:23:05.488282Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "n = 1: E0 = 0.0328 eV, density in the barriers = 0.032, W_eff = 13.09 nm, W + 2/γ = 13.24 nm\n",
      "n = 2: E0 = 0.1259 eV, density in the barriers = 0.151, W_eff = 13.35 nm, W + 2/γ = 14.28 nm\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x660 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "b, w, v = 8.0, 10.0, 0.25\n",
    "dev = double_barrier(b, w, v)\n",
    "res = nemo.resonances(dev)\n",
    "x = dev.x - dev.x.mean()\n",
    "in_barrier = (np.abs(x) > w / 2) & (np.abs(x) < w / 2 + b)\n",
    "fig, (a1, a2) = plt.subplots(2, 1, figsize=(7.5, 6), sharex=True, gridspec_kw={\"height_ratios\": [1, 1.4]})\n",
    "a1.plot(x, dev.band_edge, color=style.CONTEXT)\n",
    "for n, (E0, rho, c) in enumerate(zip(res[\"energy\"][:2], res[\"density\"][:2], style.sweep(2)), start=1):\n",
    "    k, g = np.sqrt(M * E0 / H2M0), np.sqrt(M * (v - E0) / H2M0)\n",
    "    w_eff = np.pi * n / k\n",
    "    print(\n",
    "        f\"n = {n}: E0 = {E0:.4f} eV, density in the barriers = {rho[in_barrier].sum():.3f}, \"\n",
    "        f\"W_eff = {w_eff:.2f} nm, W + 2/γ = {w + 2 / g:.2f} nm\"\n",
    "    )\n",
    "    a1.hlines(E0, -w / 2, w / 2, color=c, lw=1.6)\n",
    "    a2.plot(x, rho / DX, color=c, label=f\"n = {n}, E = {E0:.3f} eV\")\n",
    "for ax in (a1, a2):\n",
    "    for s in (-w / 2, w / 2):\n",
    "        ax.axvline(s, color=style.CONTEXT, ls=\"--\", lw=0.7)\n",
    "a1.set(ylabel=\"potential energy (eV)\", title=\"8 nm, 0.25 eV barriers around a 10 nm well\")\n",
    "a2.set(xlabel=\"distance from the centre (nm)\", ylabel=\"|ψ|² (1/nm)\", xlim=(-20, 20))\n",
    "a2.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "21e3ae35",
   "metadata": {},
   "source": [
    "The ground state places 3 % of its density inside the barriers and the first excited state, which\n",
    "sits closer to the barrier top, 15 %. Measured by its energy, the ground state behaves like a\n",
    "particle in a box 13.1 nm wide instead of 10 nm; the excited state behaves like one 13.4 nm wide.\n",
    "The simple estimate $W + 2/\\gamma$, one decay length added on each side, gives 13.2 nm and\n",
    "14.3 nm: good for the deep state, too large for the shallow one. Klimeck's remark that one can\n",
    "\"play some number games to make them match\" applies: an effective width can be fitted level by\n",
    "level, but it is a different width for each level, which is why the finite-well or the open-system\n",
    "calculation is the reliable route.\n",
    "\n",
    "## 6. Exploration: an asymmetric double barrier\n",
    "\n",
    "In the symmetric structure the peak transmission is exactly one. If the two barriers differ, the\n",
    "Lorentzian of Section 3 gives at $E = E_0$\n",
    "\n",
    "$$T_\\mathrm{peak} = \\frac{4\\Gamma_L\\Gamma_R}{(\\Gamma_L + \\Gamma_R)^2}\n",
    "\\approx \\frac{4T_1^LT_1^R}{(T_1^L + T_1^R)^2},$$\n",
    "\n",
    "using the escape-rate estimate $\\Gamma_{L,R} \\propto T_1^{L,R}$. The left barrier is kept at 2 nm and\n",
    "the right one is thickened, at 0.4 eV around a 5 nm well."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "e97922cd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:05.489805Z",
     "iopub.status.busy": "2026-10-24T22:23:05.489738Z",
     "iopub.status.idle": "2026-10-24T22:23:05.874061Z",
     "shell.execute_reply": "2026-10-24T22:23:05.873648Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " right barrier (nm)   E0 (eV)   Γ (meV)   T peak open-nemo   4 T1L T1R / (T1L + T1R)²\n",
      "        2.0          0.0965     9.828      1.0000              1.0000\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "        2.5          0.0975     7.362      0.8738              0.8863\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "        3.0          0.0979     6.173      0.6049              0.6284\n",
      "        4.0          0.0982     5.323      0.1910              0.2044\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "print(\" right barrier (nm)   E0 (eV)   Γ (meV)   T peak open-nemo   4 T1L T1R / (T1L + T1R)²\")\n",
    "fig, ax = plt.subplots(figsize=(7.5, 4))\n",
    "for b2, c in zip((2.0, 2.5, 3.0, 4.0), style.sweep(4)):\n",
    "    dev = double_barrier(2.0, 5.0, 0.4, b2=b2)\n",
    "    res = nemo.resonances(dev)\n",
    "    E0 = res[\"energy\"][0]\n",
    "    Ef = np.linspace(E0 - 0.03, E0 + 0.03, 6001)\n",
    "    T = nemo.Transport(dev.hamiltonian).transmission(Ef)\n",
    "    tl, tr = t_single(E0, 2.0, 0.4), t_single(E0, b2, 0.4)\n",
    "    print(\n",
    "        f\"        {b2:3.1f}          {E0:.4f}    {res['width'][0] * 1e3:6.3f}      {T.max():.4f}\"\n",
    "        f\"              {4 * tl * tr / (tl + tr) ** 2:.4f}\"\n",
    "    )\n",
    "    ax.plot(Ef, T, color=c, label=f\"2 nm | 5 nm | {b2} nm\")\n",
    "ax.set(xlabel=\"E (eV)\", ylabel=\"T(E)\", title=\"asymmetric double barrier, 0.4 eV\")\n",
    "ax.legend(frameon=False, fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "42262600",
   "metadata": {},
   "source": [
    "With a thicker right barrier the peak falls below one, to 0.60 at 3 nm and 0.19 at 4 nm, and the\n",
    "estimate from the two single-barrier transmissions follows the computed peaks to within 0.03. The\n",
    "resonance also narrows, from 9.8 to 5.3 meV, but only to about half: the total escape rate becomes\n",
    "dominated by the 2 nm barrier alone, which keeps its share $\\Gamma_L$.\n",
    "Unit transmission requires matched barriers: the reflected waves from the two sides cancel only when\n",
    "the electron leaks out of the well equally fast in both directions.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- A double barrier is four interfaces; the transfer matrix (or scattering matrix) handles it in the\n",
    "  same way as one barrier, and open-nemo's open-boundary transmission agrees with it.\n",
    "- It transmits with probability one at discrete energies below the barrier top (resonant\n",
    "  tunneling), which neither a single barrier nor classical physics allows. Above the top it has\n",
    "  broad, weakly bound states.\n",
    "- Each resonance is a quasi-bound state $E_0 - i\\Gamma/2$ with a finite lifetime $\\tau = \\hbar/\\Gamma$.\n",
    "  Taller or thicker barriers lengthen the lifetime and sharpen the peak, in proportion to the\n",
    "  single-barrier transmission: $\\Gamma \\approx (\\hbar v/2W_\\mathrm{eff})(T_1^L + T_1^R)$.\n",
    "- The particle in a box overestimates the resonance energies because the wave function penetrates\n",
    "  into the barriers; the finite well reproduces them as long as the width is small compared with the\n",
    "  level spacing.\n",
    "- Unequal barriers lower the peak transmission to $4\\Gamma_L\\Gamma_R/(\\Gamma_L + \\Gamma_R)^2$.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. For the 2 nm | 5 nm | 2 nm structure, find the barrier height at which the lowest resonance\n",
    "   width equals 1 meV, first with the escape-rate estimate and then with `nemo.resonances`.\n",
    "2. Fit the Lorentzian of Section 3 to the computed $T(E)$ of the 3.5 nm, 0.4 eV structure. How far\n",
    "   from $E_0$ does the Lorentzian stay within 10 % of $T$?\n",
    "3. Make the barriers of the 8 nm, 0.25 eV structure out of a material with mass $0.1\\,m_0$. Predict\n",
    "   the direction of the change of $E_0$ and $\\Gamma$ before computing them.\n",
    "4. Repeat Section 6 with equal widths but unequal heights (0.3 and 0.5 eV). Which barrier controls\n",
    "   the width of the resonance?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 6.2: the single barrier](06_2_single_barrier.ipynb) and\n",
    "  [Lecture 6.4: N barriers and the formation of bands](06_4_n_barriers_and_bands.ipynb).\n",
    "- [The resonant-tunneling diode tutorial](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_03_rtd_tutorial.ipynb):\n",
    "  the resonant-tunneling diode built from the same double barrier.\n",
    "- [Benchmark: piecewise-constant barriers against nanoHUB's PCPBT](../../book/15_benchmarks/15_05_nanohub_tools/15_05_01_band_structures_and_barriers/15_05_01_04_pcpbt.ipynb).\n",
    "- The tool of the lecture: [PCPBT](https://nanohub.org/tools/pcpbt) on nanoHUB."
   ]
  }
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