{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "2f7d8904",
   "metadata": {},
   "source": [
    "# Lecture 11.1: Introduction to resonant tunneling diodes — RTDs with linear potential drops\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45163](https://nanohub.org/resources/45163) — [video](https://nanohub.org/resources/45177) · [slides](https://nanohub.org/resources/45173)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- a reminder of double-barrier tunneling: unity transmission below the barrier top, resonance widths set by the barriers\n",
    "- how a resonant tunneling diode (RTD) works: the ground state is an energy bandpass filter that is pulled through the electron supply of the emitter, which gives an N-shaped current–voltage (I–V) curve with negative differential resistance\n",
    "- the peak-to-valley current ratio (PVR) and the power window as the figures of merit\n",
    "- a GaAs/Al$_{0.3}$Ga$_{0.7}$As RTD with an assumed linear potential drop: transmission, energy-resolved current density and its running integral at 0, 0.08 and 0.16 V\n",
    "- resonance energies and widths as functions of bias, turn-on and turn-off voltages at 77 K and 300 K, and how much of the current each resonance carries\n",
    "\n",
    "**In this notebook** builds the lecture's RTD (7 nm GaAs well, 5 nm Al$_{0.3}$Ga$_{0.7}$As barriers) with a linear potential drop, computes its transmission $T(E)$, the current density spectrum $J(E)$ and its running integral, tracks the resonance energies and widths against bias, computes the I–V curves at 77 K and 300 K with the Tsu–Esaki formula, splits the current among the resonances, and explores how the barrier thickness changes the peak current and the peak-to-valley ratio."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "a813ad43",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:57.189086Z",
     "iopub.status.busy": "2026-10-24T22:34:57.188976Z",
     "iopub.status.idle": "2026-10-24T22:34:57.760841Z",
     "shell.execute_reply": "2026-10-24T22:34:57.760224Z"
    }
   },
   "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": "5dfcea0d",
   "metadata": {},
   "source": [
    "## 1. Reminder: resonant tunneling through a double barrier\n",
    "\n",
    "The previous section showed that a double barrier transmits electrons with probability one at\n",
    "certain energies *below* the barrier height. Between the two barriers the electron sees a well;\n",
    "at the energies of the quasi-bound states of that well the waves reflected from the two barriers\n",
    "cancel, and the transmission coefficient $T(E)$ reaches 1 (for symmetric barriers). Above the\n",
    "barriers there are weaker resonance features as well. Higher and thicker barriers keep the electron\n",
    "in the well for longer: the resonance lifetime $\\tau$ grows and the resonance width\n",
    "$\\Gamma = \\hbar/\\tau$ shrinks. Close to an isolated resonance at $E_0$ the transmission has the\n",
    "Breit–Wigner (Lorentzian) shape\n",
    "\n",
    "$$T(E) \\approx \\frac{\\Gamma_L\\Gamma_R}{(E-E_0)^2 + (\\Gamma_L+\\Gamma_R)^2/4},$$\n",
    "\n",
    "where $\\Gamma_L$ and $\\Gamma_R$ are the partial widths for escape through the left and the right\n",
    "barrier and $\\Gamma=\\Gamma_L+\\Gamma_R$ is the full width at half maximum. For a symmetric structure\n",
    "$\\Gamma_L=\\Gamma_R$ and the peak value is 1.\n",
    "\n",
    "This lecture puts such a double barrier between two doped contacts and asks what current flows when\n",
    "a voltage is applied."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "08f3b661",
   "metadata": {},
   "source": [
    "## 2. How a resonant tunneling diode works\n",
    "\n",
    "The emitter (left contact) is doped, so its conduction band is filled with electrons up to the Fermi\n",
    "level $E_F$: a \"sea of electrons\" a few tens of meV deep. The well holds a quasi-bound state that at\n",
    "zero bias lies somewhat above $E_F$. An applied voltage pulls the right side of the structure down, and\n",
    "with it the resonance. The sequence that follows is drawn on the slide:\n",
    "\n",
    "1. **Turn-on.** The resonance enters the thermally occupied energy range of the emitter and electrons\n",
    "   at its energy can pass. The current grows as the resonance moves deeper into the sea.\n",
    "2. **Peak.** The resonance acts as an energy bandpass filter: the current is largest when the filter\n",
    "   is aligned with the best-supplied part of the emitter. How large it is depends on the resonance\n",
    "   width and on the electron supply.\n",
    "3. **Valley.** Further bias pulls the resonance *below* the emitter conduction band edge. There are no\n",
    "   emitter electrons at that energy any more; the current falls although the voltage rises. This is\n",
    "   negative differential resistance (NDR).\n",
    "4. **Second turn-on.** The next, excited resonance comes down into the sea and the current rises again.\n",
    "\n",
    "The result is an N-shaped I–V characteristic. The NDR region makes RTDs candidates for very high\n",
    "frequency oscillators (THz) and for compact logic and memory circuits."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2753c4a7",
   "metadata": {},
   "source": [
    "![Slide 10: schematic I–V curve of an RTD with the band diagrams at turn-on, peak, valley and second turn-on](attachment:slide_010_crop.png)\n",
    "\n",
    "*Slide 10. The ground state (green) and the first excited state (orange) are pulled through the electron\n",
    "sea of the emitter. Peak current at alignment, valley current when the ground state is below the emitter\n",
    "band edge, and a second rise when the excited state arrives.*"
   ],
   "attachments": {
    "slide_010_crop.png": {
     "image/png": "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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "be55f1ce",
   "metadata": {},
   "source": [
    "The quantity that matters for applications is the **peak-to-valley current ratio** (PVR), the peak\n",
    "current divided by the following valley current. Typical devices reach a PVR of about 3; the record\n",
    "quoted on the slide (from 1993) is 87. Applications need much more, of the order of 1000. A second\n",
    "figure of merit is the **power window**: the voltage swing $\\Delta V$ times the current swing\n",
    "$\\Delta I$ of the NDR region, which sets the power an RTD oscillator can deliver. Higher currents,\n",
    "lower valleys, a wider voltage swing all ask for better designs or better materials, and finding them\n",
    "is what device modeling is for. The lecture uses the nanoHUB tool *RTDnegf*, which runs the simulation\n",
    "engine of NEMO-1D in the background and plots bands, transmission, current density and the I–V curve\n",
    "side by side."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "106b7103",
   "metadata": {},
   "source": [
    "![Slide 11: the RTDnegf tool on nanoHUB, with the peak-to-valley ratio and the power window marked on an I–V curve](attachment:slide_011.png)\n",
    "\n",
    "*Slide 11. RTDnegf on nanoHUB: band diagram with the resonance, transmission, current density and the\n",
    "I–V curve. The red box marks the peak-to-valley ratio, the green box the power window\n",
    "$\\propto \\Delta V\\,\\Delta I$.*"
   ],
   "attachments": {
    "slide_011.png": {
     "image/png": "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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "0a05873b",
   "metadata": {},
   "source": [
    "## 3. A GaAs/AlGaAs RTD with a linear potential drop\n",
    "\n",
    "The lecture's device has a 7 nm GaAs well between two 5 nm Al$_{0.3}$Ga$_{0.7}$As barriers, with a\n",
    "conduction band offset $\\Delta E_c = 324$ meV. The contacts are GaAs doped to $10^{18}$ cm$^{-3}$ and\n",
    "the temperature is 77 K. The electrostatics is not solved here: the lecture *assumes* the potential is\n",
    "flat in the emitter and in the collector and drops linearly across the barriers and the well. This is\n",
    "the simplest model of a biased RTD; the following lectures replace it step by step with self-consistent\n",
    "ones.\n",
    "\n",
    "The effective masses are $m^*=0.067\\,m_0$ in GaAs and $m^* = (0.067+0.083x)\\,m_0$ in\n",
    "Al$_x$Ga$_{1-x}$As. The structure is discretised on a 0.1 nm grid, and the two 10 nm contact layers\n",
    "continue as semi-infinite leads. The potential energy of an electron at bias $V$ is\n",
    "\n",
    "$$U(x) = -qV\\,\\frac{x - x_a}{x_b - x_a}\\quad (x_a \\le x \\le x_b),$$\n",
    "\n",
    "with $U=0$ left of $x_a$ (start of the first barrier) and $U=-qV$ right of $x_b$ (end of the second\n",
    "barrier)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "ad3d74c0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:57.762451Z",
     "iopub.status.busy": "2026-10-24T22:34:57.762291Z",
     "iopub.status.idle": "2026-10-24T22:34:57.769087Z",
     "shell.execute_reply": "2026-10-24T22:34:57.768692Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "370 sites; Fermi level above the emitter band edge: 53.7 meV at 77 K, 41.9 meV at 300 K\n",
      "10 kT = 66.4 meV at 77 K, 258.5 meV at 300 K\n"
     ]
    }
   ],
   "source": [
    "x_al = 0.3\n",
    "gaas = EM(\"GaAs\", 0.067, 12.9, conduction_band_edge=0.0)\n",
    "algaas = EM(\"Al0.3Ga0.7As\", 0.067 + 0.083 * x_al, 12.9 - 2.84 * x_al, conduction_band_edge=0.324)\n",
    "\n",
    "\n",
    "def make_rtd(barrier=5.0, well=7.0, contact=10.0):\n",
    "    layers = [\n",
    "        nemo.Layer(gaas, contact, donors=1e18, name=\"emitter\"),\n",
    "        nemo.Layer(algaas, barrier, name=\"barrier\"),\n",
    "        nemo.Layer(gaas, well, name=\"well\"),\n",
    "        nemo.Layer(algaas, barrier, name=\"barrier\"),\n",
    "        nemo.Layer(gaas, contact, donors=1e18, name=\"collector\"),\n",
    "    ]\n",
    "    return nemo.Heterostructure1D(layers, spacing=0.1)\n",
    "\n",
    "\n",
    "rtd = make_rtd()\n",
    "x = rtd.x\n",
    "XA, XB = 10.0, 10.0 + 5 + 7 + 5  # linear drop region: barriers and well (nm)\n",
    "ramp = np.clip((x - XA) / (XB - XA), 0.0, 1.0)\n",
    "kB = 8.617333e-5  # eV/K\n",
    "EF77, EF300 = rtd.contact_fermi_level(\"left\", 77), rtd.contact_fermi_level(\"left\", 300)\n",
    "print(\n",
    "    f\"{rtd.num_sites} sites; Fermi level above the emitter band edge: \"\n",
    "    f\"{1e3 * EF77:.1f} meV at 77 K, {1e3 * EF300:.1f} meV at 300 K\"\n",
    ")\n",
    "print(f\"10 kT = {1e3 * 10 * kB * 77:.1f} meV at 77 K, {1e3 * 10 * kB * 300:.1f} meV at 300 K\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "61e38292",
   "metadata": {},
   "source": [
    "The resonances of the unbiased device follow from `nemo.resonances`, which finds the quasi-bound states\n",
    "of the open structure: their energy $E_n$ and full width $\\Gamma_n$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "7df038ac",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:57.770116Z",
     "iopub.status.busy": "2026-10-24T22:34:57.770030Z",
     "iopub.status.idle": "2026-10-24T22:34:57.776012Z",
     "shell.execute_reply": "2026-10-24T22:34:57.775577Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "C1: E =    54.6 meV   width = 0.0298 meV\n",
      "C2: E =   210.8 meV   width = 1.08 meV\n",
      "C3: E =   395.7 meV   width = 30.3 meV\n",
      "C4: E =   472.4 meV   width = 83.3 meV\n",
      "C5: E =   566.9 meV   width = 145 meV\n",
      "width ratios: C2/C1 = 36, C3/C2 = 28\n"
     ]
    }
   ],
   "source": [
    "tr = nemo.Transport(rtd.hamiltonian)\n",
    "res0 = nemo.resonances(rtd, emax=0.6)\n",
    "for k, (e, w) in enumerate(zip(res0[\"energy\"], res0[\"width\"]), 1):\n",
    "    print(f\"C{k}: E = {1e3 * e:7.1f} meV   width = {1e3 * w:.3g} meV\")\n",
    "w = res0[\"width\"]\n",
    "print(f\"width ratios: C2/C1 = {w[1] / w[0]:.0f}, C3/C2 = {w[2] / w[1]:.0f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "873a0d2e",
   "metadata": {},
   "source": [
    "At zero bias the ground state C1 sits almost exactly at the 77 K Fermi level, as on the lecture's\n",
    "slide 12, and C2 is about 0.2 eV higher. The widths differ enormously: C1 is a few hundredths of a meV\n",
    "wide, C2 is of order 1 meV and C3, which is above the barrier top, tens of meV. The lecture quotes\n",
    "factors of about 40 between neighbouring states; here they are 36 (C2/C1) and 28 (C3/C2).\n",
    "\n",
    "A Lorentzian with the width from `nemo.resonances` should reproduce the transmission computed by\n",
    "`nemo.Transport` around C1. The check below uses energies within ±5 widths of the peak."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "5fc5196f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:57.777265Z",
     "iopub.status.busy": "2026-10-24T22:34:57.777168Z",
     "iopub.status.idle": "2026-10-24T22:34:58.009108Z",
     "shell.execute_reply": "2026-10-24T22:34:58.008416Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "peak T = 1.0000;  max |T - Breit-Wigner| = 4.86e-04\n"
     ]
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 605x374 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "e0, g0 = res0[\"energy\"][0], res0[\"width\"][0]\n",
    "E = e0 + g0 * np.linspace(-5, 5, 401)\n",
    "T_num = tr.transmission(E)\n",
    "T_bw = (g0 / 2) ** 2 / ((E - e0) ** 2 + (g0 / 2) ** 2)\n",
    "print(f\"peak T = {T_num.max():.4f};  max |T - Breit-Wigner| = {np.abs(T_num - T_bw).max():.2e}\")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(5.5, 3.4))\n",
    "ax.plot(1e6 * (E - e0), T_num, color=style.OPEN_NEMO, lw=2, label=\"open-nemo transmission\")\n",
    "ax.plot(1e6 * (E - e0), T_bw, \"--\", color=style.REFERENCE, label=\"Breit–Wigner Lorentzian\")\n",
    "ax.set(xlabel=r\"$E - E_{C1}$ (µeV)\", ylabel=\"$T(E)$\", title=\"Ground-state resonance at zero bias\")\n",
    "ax.legend();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1f60bee8",
   "metadata": {},
   "source": [
    "## 4. Transmission and current density at 0, 0.08 and 0.16 V\n",
    "\n",
    "The current density follows from the Tsu–Esaki formula. For an electron with total energy $E$ and\n",
    "longitudinal energy $E$ (the transverse motion is free, with the contact mass $m^*$), integrating the\n",
    "Fermi functions over the transverse momenta gives\n",
    "\n",
    "$$J = \\frac{q\\, m^* k_B T}{2\\pi^2\\hbar^3}\\int dE\\; T(E)\\,\n",
    "\\left[\\ln\\!\\left(1+e^{(\\mu_L-E)/k_BT}\\right) - \\ln\\!\\left(1+e^{(\\mu_R-E)/k_BT}\\right)\\right],$$\n",
    "\n",
    "with $\\mu_L = E_F$ and $\\mu_R = E_F - qV$ the electrochemical potentials of emitter and collector. The\n",
    "integrand is the energy-resolved current density $J(E)$ (A cm$^{-2}$ eV$^{-1}$), the product of the\n",
    "transmission and the supply difference; the lecture writes it in shorthand as\n",
    "$J(E)=T(E)\\,(f_L(E)-f_R(E))$. Its running integral\n",
    "\n",
    "$$I(E)/I = \\int_{-\\infty}^{E} J(E')\\,dE' \\Big/ \\int_{-\\infty}^{\\infty} J(E')\\,dE'$$\n",
    "\n",
    "shows which energies carry the current. Only a limited energy range matters: the supply falls as\n",
    "$e^{-(E-E_F)/k_BT}$, and 10 $k_BT$ above $E_F$ it is $e^{-10}\\approx 5\\times10^{-5}$ of its value at\n",
    "$E_F$. The lecture uses this \"10 kT window\" to limit the energy grid and the compute cost.\n",
    "\n",
    "The function below builds an energy grid that is dense around each resonance (a broad grid alone would\n",
    "step over a resonance only 0.03 meV wide), computes $T(E)$ and returns everything needed for $J(E)$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "6d8bbe64",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:58.010596Z",
     "iopub.status.busy": "2026-10-24T22:34:58.010471Z",
     "iopub.status.idle": "2026-10-24T22:34:58.042136Z",
     "shell.execute_reply": "2026-10-24T22:34:58.041697Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "V = 0.00 V: J =         0 A/cm^2, C1 at   54.6 meV\n",
      "V = 0.08 V: J =  1.11e+03 A/cm^2, C1 at   14.1 meV\n",
      "V = 0.16 V: J =      2.19 A/cm^2, C1 at  -27.4 meV\n"
     ]
    }
   ],
   "source": [
    "def spectrum(v, T, device=None, n=1500, etop=0.0):\n",
    "    \"\"\"Transmission and current spectrum at bias v (V) and temperature T (K), linear drop.\"\"\"\n",
    "    dev = rtd if device is None else device\n",
    "    tdev = tr if device is None else nemo.Transport(dev.hamiltonian)\n",
    "    rmp = np.clip((dev.x - XA) / (XB - XA), 0, 1) if device is None else device_ramp(dev)\n",
    "    u = -v * rmp\n",
    "    mu = dev.contact_fermi_level(\"left\", T)\n",
    "    top = max(mu + 15 * kB * T, etop)\n",
    "    r = nemo.resonances(dev, potential=u, emin=-v, emax=max(0.75, top))\n",
    "    seeds = [e + w * np.linspace(-12, 12, 121) for e, w in zip(r[\"energy\"], r[\"width\"]) if e < top]\n",
    "    E = np.unique(np.concatenate([np.linspace(1e-6, top, n)] + seeds))\n",
    "    E = E[(E > 0) & (E < top)]\n",
    "    t = tdev.transmission(E, potential=u)\n",
    "    J = dev.current_density(E, t, mu, mu - v, T)\n",
    "    Je = dev.current_spectrum(E, t, mu, mu - v, T)\n",
    "    return dict(E=E, T=t, Je=Je, J=J, mu=mu, res=r, u=u)\n",
    "\n",
    "\n",
    "def device_ramp(dev):\n",
    "    i = np.flatnonzero(dev.band_edge > 0.01)  # barrier and well sites between the contacts\n",
    "    a, b = dev.x[i[0]], dev.x[i[-1]]\n",
    "    return np.clip((dev.x - a) / (b - a), 0, 1)\n",
    "\n",
    "\n",
    "spec = {v: spectrum(v, 77, etop=0.3) for v in (0.0, 0.08, 0.16)}\n",
    "for v, s in spec.items():\n",
    "    print(f\"V = {v:.2f} V: J = {s['J']:9.3g} A/cm^2, C1 at {1e3 * s['res']['energy'][0]:6.1f} meV\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "d65e96b1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:58.043486Z",
     "iopub.status.busy": "2026-10-24T22:34:58.043393Z",
     "iopub.status.idle": "2026-10-24T22:34:58.475877Z",
     "shell.execute_reply": "2026-10-24T22:34:58.475331Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1100x924 with 9 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(3, 3, figsize=(10, 8.4), sharey=\"row\", gridspec_kw=dict(width_ratios=[1.2, 1, 1]))\n",
    "for row, (v, s) in zip(axes, spec.items()):\n",
    "    ax = row[0]\n",
    "    ax.plot(x, rtd.band_edge + s[\"u\"], color=style.REFERENCE)\n",
    "    ax.axhline(s[\"mu\"], xmax=0.3, color=style.OPEN_NEMO, lw=1)\n",
    "    ax.axhline(s[\"mu\"] - v, xmin=0.7, color=style.OPEN_NEMO, lw=1)\n",
    "    for e in s[\"res\"][\"energy\"][:2]:\n",
    "        ax.hlines(e, XA + 5, XB - 5, color=\"C3\", lw=2)\n",
    "    ax.set(ylabel=\"Energy (eV)\", ylim=(-0.2, 0.4), title=f\"{v:.2f} V\")\n",
    "    row[1].semilogx(s[\"T\"], s[\"E\"], color=style.OPEN_NEMO)\n",
    "    row[1].set(xlim=(1e-8, 2), title=\"transmission $T(E)$\")\n",
    "    if s[\"J\"] > 0:\n",
    "        row[2].plot(s[\"Je\"] / s[\"Je\"].max(), s[\"E\"], color=style.OPEN_NEMO, label=\"$J(E)$ / max\")\n",
    "        cum = np.concatenate([[0], np.cumsum(0.5 * (s[\"Je\"][1:] + s[\"Je\"][:-1]) * np.diff(s[\"E\"]))])\n",
    "        row[2].plot(cum / cum[-1], s[\"E\"], color=\"C2\", label=\"running integral $I(E)/I$\")\n",
    "    else:\n",
    "        row[2].text(0.5, 0.25, \"no current at zero bias\", ha=\"center\")\n",
    "    row[2].set(xlim=(-0.05, 1.05), title=f\"J = {s['J']:.3g} A/cm²\")\n",
    "    for a in row[1:]:\n",
    "        a.axhline(s[\"mu\"], color=style.CONTEXT, lw=0.8, ls=\":\")\n",
    "        a.axhline(s[\"mu\"] + 10 * kB * 77, color=style.CONTEXT, lw=0.8, ls=\"--\")\n",
    "axes[-1, 0].set_xlabel(\"Position (nm)\")\n",
    "axes[-1, 1].set_xlabel(\"$T(E)$\")\n",
    "axes[-1, 2].set_xlabel(\"normalised\")\n",
    "axes[1, 2].legend(fontsize=8, loc=\"upper center\")\n",
    "fig.suptitle(\"Linear potential drop, 77 K (dotted: $E_F$; dashed: $E_F + 10\\\\,k_BT$)\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "49845e88",
   "metadata": {},
   "source": [
    "At zero bias the two Fermi levels coincide and no current flows, although the transmission has its\n",
    "sharp peak at C1. At 0.08 V the resonance has moved down into the occupied states of the emitter; the\n",
    "current spectrum is a single sharp line at the resonance and the running integral jumps from 0 to 1\n",
    "there: practically all the current flows through C1. At 0.16 V C1 has dropped below the emitter band\n",
    "edge (here at $E=0$). The current is 500 times smaller and flows at low energies, through the\n",
    "off-resonant transmission (the tail of the C1 Lorentzian), with only a small step where C2, many\n",
    "$k_BT$ above the Fermi level, adds its share. Note also that under bias the transmission maximum stays below 1: the biased double\n",
    "barrier is no longer symmetric."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dad45f36",
   "metadata": {},
   "source": [
    "## 5. Resonance energies and widths against bias\n",
    "\n",
    "The lecture's slides 23–27 follow the resonance energies as the bias rises. With a linear drop the\n",
    "emitter band edge $E_c$, the Fermi level $E_F$ and the barrier top $E_{top}$ do not move (they are on\n",
    "the emitter side), while each resonance drops roughly linearly. The center of the well is halfway\n",
    "through the drop region, so a state localised in the center drops by about $qV/2$."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93c05df1",
   "metadata": {},
   "source": [
    "![Slide 25: band diagrams at 0, 0.08 and 0.16 V and the first resonance energy against bias](attachment:slide_025.png)\n",
    "\n",
    "*Slide 25. Band diagrams at 0, 0.08 and 0.16 V (left) and the first resonance energy against bias\n",
    "(right). $E_c$, $E_F$ and $E_{top}$ do not change with bias; the resonance drops linearly.*"
   ],
   "attachments": {
    "slide_025.png": {
     "image/png": "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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "0d9f1cfb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:58.477326Z",
     "iopub.status.busy": "2026-10-24T22:34:58.477216Z",
     "iopub.status.idle": "2026-10-24T22:34:58.549385Z",
     "shell.execute_reply": "2026-10-24T22:34:58.548733Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "C1: dE/dV = -0.538 eV/V;  width 0.0298 meV at 0 V -> 0.493 meV at 0.5 V\n",
      "C2: dE/dV = -0.517 eV/V;  width 1.08 meV at 0 V -> 11.9 meV at 0.5 V\n",
      "higher states: widths 53-105 meV\n"
     ]
    }
   ],
   "source": [
    "VB = np.round(np.arange(0.0, 0.501, 0.02), 3)\n",
    "En, Wn, hi = [], [], []  # C1, C2 energies and widths; higher states as (V, E, width)\n",
    "for v in VB:\n",
    "    r = nemo.resonances(rtd, potential=-v * ramp, emin=-v - 0.25, emax=0.45)\n",
    "    order = np.argsort(r[\"energy\"])\n",
    "    e, g = r[\"energy\"][order], r[\"width\"][order]\n",
    "    narrow = g < 0.05  # C1 and C2 are narrow; broad states above the barrier tops are shown as dots\n",
    "    En.append(e[narrow][:2])\n",
    "    Wn.append(g[narrow][:2])\n",
    "    hi += [(v, ek, gk) for ek, gk in zip(e[~narrow], g[~narrow]) if gk < 0.15]\n",
    "En, Wn, hi = np.array(En), np.array(Wn), np.array(hi)\n",
    "for k in range(2):\n",
    "    slope = np.polyfit(VB, En[:, k], 1)[0]\n",
    "    print(\n",
    "        f\"C{k + 1}: dE/dV = {slope:.3f} eV/V;  width {1e3 * Wn[0, k]:.3g} meV at 0 V -> \"\n",
    "        f\"{1e3 * Wn[-1, k]:.3g} meV at {VB[-1]:.1f} V\"\n",
    "    )\n",
    "print(f\"higher states: widths {1e3 * hi[:, 2].min():.0f}-{1e3 * hi[:, 2].max():.0f} meV\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "3fe76c3b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:58.550766Z",
     "iopub.status.busy": "2026-10-24T22:34:58.550631Z",
     "iopub.status.idle": "2026-10-24T22:34:58.766463Z",
     "shell.execute_reply": "2026-10-24T22:34:58.765903Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1100x418 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(10, 3.8))\n",
    "cols = style.sweep(2)\n",
    "for k in range(2):\n",
    "    a1.plot(VB, En[:, k], \"o-\", ms=3, color=cols[k], label=f\"C{k + 1}\")\n",
    "    a2.semilogy(VB, 1e3 * Wn[:, k], \"o-\", ms=3, color=cols[k], label=f\"C{k + 1}\")\n",
    "a1.plot(hi[:, 0], hi[:, 1], \".\", color=style.CONTEXT, label=\"higher states\")\n",
    "a2.semilogy(hi[:, 0], 1e3 * hi[:, 2], \".\", color=style.CONTEXT, label=\"higher states\")\n",
    "a1.axhline(0, color=style.REFERENCE, lw=1)\n",
    "a1.text(0.005, 0.005, \"$E_c$ (emitter)\", va=\"bottom\")\n",
    "a1.axhspan(EF77, EF77 + 10 * kB * 77, color=style.CONTEXT, alpha=0.25, label=\"$E_F$ to $E_F+10k_BT$ (77 K)\")\n",
    "a1.axhline(EF300 + 10 * kB * 300, color=style.CONTEXT, ls=\"--\", lw=1, label=\"$E_F+10k_BT$ (300 K)\")\n",
    "a1.set(xlabel=\"Bias (V)\", ylabel=\"Energy (eV)\", ylim=(-0.3, 0.45), title=\"Resonance energies\")\n",
    "a2.set(xlabel=\"Bias (V)\", ylabel=\"Width $\\\\Gamma$ (meV)\", title=\"Resonance widths\")\n",
    "a1.legend(fontsize=7, ncol=2)\n",
    "a2.legend(fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6428750d",
   "metadata": {},
   "source": [
    "The ground state falls at 0.538 eV per volt, close to the factor 1/2 expected for a state centred\n",
    "halfway through the drop; C2 falls at 0.517 eV/V. The two slopes are not equal, and the broad states\n",
    "above the barrier tops (grey dots) fall at still different rates and even cross each other, so the\n",
    "traces are not parallel; the lecture leaves the reason as a homework question (exercise 1 below).\n",
    "The widths grow with bias: C1 from 0.0298 meV at 0 V to 0.493 meV at 0.5 V, C2 from 1.08 meV to\n",
    "11.9 meV. The bias lowers the effective height of the collector barrier seen by the state, so the\n",
    "electron escapes faster to the right.\n",
    "\n",
    "The plot also shows the rule the lecture draws from slides 28–30. A current **turn-on** happens when a\n",
    "resonance comes down into the thermally excited sea of electrons, the band from $E_F$ to roughly\n",
    "$E_F + 10\\,k_BT$; a **turn-off** happens when the resonance passes under the emitter conduction band\n",
    "edge $E_c$. The conduction band edge and the temperature define the energy window of the electron\n",
    "supply."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2ea40887",
   "metadata": {},
   "source": [
    "## 6. Current–voltage characteristics at 77 K and 300 K\n",
    "\n",
    "Integrating $J(E)$ at every bias gives the I–V curve. At 77 K the window is narrow (10 $k_BT$ =\n",
    "66 meV) and the features are sharp; at 300 K it is 258 meV wide, so higher, broader resonances\n",
    "contribute already at low bias."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "3b1fbfd1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:58.768089Z",
     "iopub.status.busy": "2026-10-24T22:34:58.767962Z",
     "iopub.status.idle": "2026-10-24T22:34:59.599908Z",
     "shell.execute_reply": "2026-10-24T22:34:59.599317Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " 77 K: first peak    1144 A/cm^2 at 0.07 V, valley     1.8 A/cm^2 at 0.13 V (PVR 638); second peak    5538 A/cm^2 at 0.37 V\n",
      "300 K: first peak    1182 A/cm^2 at 0.08 V, valley   469.4 A/cm^2 at 0.11 V (PVR 3); second peak    6174 A/cm^2 at 0.36 V\n"
     ]
    }
   ],
   "source": [
    "V = np.round(np.arange(0.0, 0.5001, 0.01), 3)\n",
    "IV = {T: np.array([spectrum(v, T, n=1200)[\"J\"] for v in V]) for T in (77, 300)}\n",
    "\n",
    "\n",
    "def peaks(J):\n",
    "    \"\"\"First peak, the valley after it and the second peak of an N-shaped curve.\"\"\"\n",
    "    i1 = next(i for i in range(1, len(J) - 1) if J[i] >= J[i - 1] and J[i] > J[i + 1])\n",
    "    i2 = i1 + int(np.argmin(J[i1 : i1 + 25]))\n",
    "    i3 = i2 + int(np.argmax(J[i2:]))\n",
    "    return i1, i2, i3\n",
    "\n",
    "\n",
    "for T, J in IV.items():\n",
    "    i1, i2, i3 = peaks(J)\n",
    "    print(\n",
    "        f\"{T:3d} K: first peak {J[i1]:7.0f} A/cm^2 at {V[i1]:.2f} V, valley {J[i2]:7.1f} A/cm^2 at \"\n",
    "        f\"{V[i2]:.2f} V (PVR {J[i1] / J[i2]:.0f}); second peak {J[i3]:7.0f} A/cm^2 at {V[i3]:.2f} V\"\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "51c55762",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:59.601661Z",
     "iopub.status.busy": "2026-10-24T22:34:59.601522Z",
     "iopub.status.idle": "2026-10-24T22:34:59.763995Z",
     "shell.execute_reply": "2026-10-24T22:34:59.763483Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1100x418 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(10, 3.8))\n",
    "for T, c in ((77, style.OPEN_NEMO), (300, style.REFERENCE)):\n",
    "    a1.plot(V, IV[T] / 1e3, color=c, lw=2, label=f\"{T} K\")\n",
    "    a2.semilogy(V, IV[T], color=c, lw=2, label=f\"{T} K\")\n",
    "a1.set(xlabel=\"Bias (V)\", ylabel=\"Current density (kA/cm²)\", title=\"I–V, linear scale\")\n",
    "a2.set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm²)\", title=\"I–V, log scale\")\n",
    "a1.legend()\n",
    "a2.legend()\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4cae1552",
   "metadata": {},
   "source": [
    "![Slide 30: resonance energies with the 10 kT windows at 77 K and 300 K, and the I–V curves at both temperatures](attachment:slide_030_crop.png)\n",
    "\n",
    "*Slide 30. (a) Energies of the first four states against bias, with the 10 $k_BT$ windows at 77 K (blue)\n",
    "and 300 K (rose). (b) I–V characteristics at 300 K (thick) and 77 K (thin), linear scale. Dashed arrows\n",
    "mark the turn-on (blue) and turn-off (red) voltages read from (a).*"
   ],
   "attachments": {
    "slide_030_crop.png": {
     "image/png": "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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "e9cf88b0",
   "metadata": {},
   "source": [
    "The computed curves have the shape of the lecture's: a first peak at 0.07–0.08 V from C1, a deep valley\n",
    "at 77 K, and a large second peak near 0.37 V from C2. At 77 K the first peak is 1144 A/cm$^2$ and the\n",
    "valley 1.8 A/cm$^2$, a PVR of 638. At 300 K the first valley is filled in by the thermal tail through C2\n",
    "and the PVR drops to 3, the typical value the lecture quotes. The magnitudes are about a factor of two\n",
    "below the slide (whose 300 K second peak is about $1.3\\times10^4$ A/cm$^2$ against 6174 A/cm$^2$ here),\n",
    "which is within what different material parameters and contact models give: the lecture's tool uses its\n",
    "own masses, contact lengths and grid. The valley after the second peak is shallow: the turn-off of C2\n",
    "leaves the broad upper states, which already reach into the supply window."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dcc86370",
   "metadata": {},
   "source": [
    "## 7. Which resonance carries the current?\n",
    "\n",
    "Broad resonances carry a lot of current even when they sit far up in the Boltzmann tail of the supply.\n",
    "To see this, the current spectrum at a given bias is split at the midpoints between neighbouring\n",
    "resonance energies and each part is assigned to the resonance it contains. The lecture quotes, at\n",
    "300 K, about 75% of the current through C1 and 25% through C2 at the first peak (0.08 V), and 70%\n",
    "through C2 and 30% through C3 and C4 at the second peak (0.38 V)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "34a50682",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:59.765458Z",
     "iopub.status.busy": "2026-10-24T22:34:59.765352Z",
     "iopub.status.idle": "2026-10-24T22:34:59.789137Z",
     "shell.execute_reply": "2026-10-24T22:34:59.788523Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "300 K, 0.08 V: C1 76%, C2 23%\n",
      "300 K, 0.38 V: C2 89%, C3 9%, C4 1%\n"
     ]
    }
   ],
   "source": [
    "def shares(v, T):\n",
    "    s = spectrum(v, T)\n",
    "    r = s[\"res\"]\n",
    "    keep = r[\"width\"] < 0.15  # drop broad features that are not states of the well\n",
    "    e = np.sort(r[\"energy\"][keep])\n",
    "    below = int(np.sum(e <= 0))  # resonances already under the emitter band edge\n",
    "    e = e[e > 0]\n",
    "    cuts = np.concatenate([[-np.inf], 0.5 * (e[1:] + e[:-1]), [np.inf]])\n",
    "    dJ = np.concatenate([[0], 0.5 * (s[\"Je\"][1:] + s[\"Je\"][:-1]) * np.diff(s[\"E\"])])\n",
    "    out = [dJ[(s[\"E\"] > a) & (s[\"E\"] <= b)].sum() / s[\"J\"] for a, b in zip(cuts[:-1], cuts[1:])]\n",
    "    return {f\"C{below + k + 1}\": f for k, f in enumerate(out) if f > 0.005}\n",
    "\n",
    "\n",
    "for v in (0.08, 0.38):\n",
    "    sh = shares(v, 300)\n",
    "    print(f\"300 K, {v:.2f} V: \" + \", \".join(f\"{k} {100 * f:.0f}%\" for k, f in sh.items()))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "80bc6690",
   "metadata": {},
   "source": [
    "![Slide 33: resonance widths and energies against bias on a log scale, with the current split at 0.08 V](attachment:slide_033_crop.png)\n",
    "\n",
    "*Slide 33. Width (red) and energy (green) of the first three resonances against bias. C2 is about 40\n",
    "times broader than C1, C3 about 40 times broader than C2. Inset (b): at 0.08 V and 300 K the normalised\n",
    "cumulative current (green) jumps by 75% at C1 and by 25% at C2.*"
   ],
   "attachments": {
    "slide_033_crop.png": {
     "image/png": "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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "585c1128",
   "metadata": {},
   "source": [
    "At the first peak the split computed here, 76% through C1 and 23% through C2, is the lecture's. At\n",
    "0.38 V C2 carries 89% and the upper states 10%, less than the lecture's 30%; the upper states of this\n",
    "device sit higher in energy. The mechanism is the width: the current carried by a narrow resonance is\n",
    "roughly proportional to its width times the supply at its energy,\n",
    "$\\Gamma_n\\,\\ln(1+e^{(E_F-E_n)/k_BT})$. A resonance 40 times broader can be several $k_BT$ higher in\n",
    "energy and still carry a comparable current. This is why at room temperature the valley current in the\n",
    "turn-off region is carried by the higher, very broad resonances, and why a high PVR at room temperature\n",
    "is hard to reach."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ea743725",
   "metadata": {},
   "source": [
    "## 8. Exploration: thicker or thinner barriers\n",
    "\n",
    "The barrier thickness sets the resonance widths exponentially, and with them the peak current. The\n",
    "cell below repeats the 77 K I–V calculation for 4, 5 and 6 nm barriers (the drop region is adjusted to\n",
    "each structure) and prints the C1 width, the first peak, the valley and the PVR."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "fd15ac5e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:34:59.791023Z",
     "iopub.status.busy": "2026-10-24T22:34:59.790837Z",
     "iopub.status.idle": "2026-10-24T22:35:00.695963Z",
     "shell.execute_reply": "2026-10-24T22:35:00.695506Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "barrier 4 nm: C1 width 0.149 meV, peak   5856.0 A/cm^2 at 0.07 V, valley  32.63 A/cm^2, PVR 179\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "barrier 5 nm: C1 width 0.0298 meV, peak   1141.8 A/cm^2 at 0.07 V, valley   1.79 A/cm^2, PVR 638\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "barrier 6 nm: C1 width 0.00595 meV, peak    223.1 A/cm^2 at 0.07 V, valley   0.10 A/cm^2, PVR 2332\n"
     ]
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 660x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(6, 3.8))\n",
    "VX = np.round(np.arange(0.0, 0.30001, 0.01), 3)\n",
    "for b, c in zip((4.0, 5.0, 6.0), style.sweep(3)):\n",
    "    dev = make_rtd(barrier=b)\n",
    "    J = np.array([spectrum(v, 77, device=dev, n=800)[\"J\"] for v in VX])\n",
    "    i1, i2, _ = peaks(J)\n",
    "    g1 = nemo.resonances(dev, emax=0.15)[\"width\"][0]\n",
    "    print(\n",
    "        f\"barrier {b:.0f} nm: C1 width {1e3 * g1:.3g} meV, peak {J[i1]:8.1f} A/cm^2 at {VX[i1]:.2f} V, \"\n",
    "        f\"valley {J[i2]:6.2f} A/cm^2, PVR {J[i1] / J[i2]:.0f}\"\n",
    "    )\n",
    "    ax.semilogy(VX, J, color=c, lw=2, label=f\"{b:.0f} nm barriers\")\n",
    "ax.set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm²)\", title=\"First peak at 77 K vs barrier thickness\")\n",
    "ax.legend();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "146c060b",
   "metadata": {},
   "source": [
    "Each nanometre of AlGaAs changes the C1 width, and with it the peak current, by a factor of about five\n",
    "(0.149, 0.0298 and 0.00595 meV; 5856, 1142 and 223 A/cm$^2$). The valley current falls even faster,\n",
    "because it comes through C2, whose width also shrinks, so the PVR rises from 179 to 2332.\n",
    "High current and low valley pull in opposite directions; that trade-off is the design problem the\n",
    "PVR and the power window describe."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e1de5500",
   "metadata": {},
   "source": [
    "## Summary\n",
    "\n",
    "- An RTD is a double barrier between doped contacts. Its resonance is an energy bandpass filter that the\n",
    "  bias pulls through the electron supply of the emitter: turn-on when the resonance enters the thermal\n",
    "  sea (within about 10 $k_BT$ above $E_F$), turn-off when it passes under the emitter band edge. The\n",
    "  result is an N-shaped I–V curve with negative differential resistance.\n",
    "- With a linear potential drop across barriers and well, the resonances drop almost linearly with bias,\n",
    "  the ground state at about half the bias, the excited states with different slopes.\n",
    "- The current density is $J=\\int J(E)\\,dE$ with $J(E)$ the transmission times the supply difference;\n",
    "  the running integral shows which resonances carry the current.\n",
    "- At 77 K the I–V features are sharper than at 300 K because the supply window is narrower.\n",
    "- Resonance widths grow by large factors from state to state, so the broad excited resonances carry a\n",
    "  lot of current, at the first peak and especially in the valley at room temperature.\n",
    "- Figures of merit: peak-to-valley ratio (typically 3, a 1993 record of 87, applications want about\n",
    "  1000) and the power window $\\Delta V\\,\\Delta I$.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. *The lecture's homework.* Why are the resonance energy traces not parallel? Plot the probability\n",
    "   density of C1 and C3 at 0.2 V (use the `x0` and `sigma` returned by `nemo.resonances`, or the local\n",
    "   density of states from `nemo.Transport(...).solve(...)`) and relate the slope $dE_n/dV$ to where each\n",
    "   state sits in the linear drop. Hint: a state that extends over the whole drop region, or above the\n",
    "   barriers, does not feel the potential of the well center only.\n",
    "2. Change the temperature in the I–V calculation to 150 K and 200 K. At which temperature does the\n",
    "   first valley disappear?\n",
    "3. Use the `shares` function at 0.06, 0.08 and 0.10 V and at 77 K. How does the share of C2 change\n",
    "   with temperature at the first peak?\n",
    "4. Make the well 5 nm wide instead of 7 nm. Where are C1 and C2 now, and how does the I–V curve change?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Double barrier tunneling (lecture 6.3 of this course)](../03_tunneling_and_bandstructure/06_3_double_barrier.ipynb)\n",
    "- [RTD tutorial: bands, resonances, transmission, I–V](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_03_rtd_tutorial.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",
    "- R. Tsu and L. Esaki, \"Tunneling in a finite superlattice\", Appl. Phys. Lett. **22**, 562 (1973).\n",
    "- L. L. Chang, L. Esaki and R. Tsu, \"Resonant tunneling in semiconductor double barriers\",\n",
    "  Appl. Phys. Lett. **24**, 593 (1974)."
   ]
  }
 ],
 "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
}
