{
 "cells": [
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   "cell_type": "markdown",
   "id": "233f1a37",
   "metadata": {},
   "source": [
    "# Lecture 11.2: RTDs with realistic doping profiles\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45164](https://nanohub.org/resources/45164) — [video](https://nanohub.org/resources/45176) · [slides](https://nanohub.org/resources/45175)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- why real RTDs keep the dopants 20–100 nm away from the barriers (undoped spacers against ionized-impurity scattering), and what that does to the electrostatics\n",
    "- the Thomas–Fermi (semiclassical) electron density and the Poisson equation: the RTD floats up above the Fermi levels in equilibrium\n",
    "- under bias: charge accumulation in the emitter, depletion in the collector, a triangular potential well (notch) in front of the first barrier and an unphysical classical charge spike\n",
    "- the quasi-bound emitter states E1 and E2 in that notch, and the extra I–V peaks that appear when the central resonance C1 lines up with them\n",
    "- traces of the critical energies against bias, and resonance widths: E1 narrows exponentially with bias, C1 hardly changes; the narrower of the two states limits the current\n",
    "\n",
    "**In this notebook** builds an RTD with $10^{18}$ cm$^{-3}$ contacts and 50 nm undoped spacers, solves the Thomas–Fermi/Poisson problem with `nemo.thomas_fermi_iv` (ballistic current, Fermi level dropping linearly across the device), plots band profiles and charge at 0 and 0.32 V, finds the emitter notch states with `nemo.resonances`, computes the multi-peak I–V curve and the current spectrum at its peaks, traces C1, E1, E2 and the emitter band edges against bias with their widths, and varies the spacer length."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "c170f089",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:28:00.332206Z",
     "iopub.status.busy": "2026-10-25T17:28:00.332018Z",
     "iopub.status.idle": "2026-10-25T17:28:00.801259Z",
     "shell.execute_reply": "2026-10-25T17:28:00.800843Z"
    }
   },
   "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": "763c844d",
   "metadata": {},
   "source": [
    "## 1. From linear drops to a realistic doping profile\n",
    "\n",
    "Lecture 11.1 assumed that the potential is flat in both contacts and drops linearly across barriers and\n",
    "well. The resonances then fall linearly with bias, act as bandpass filters pulled through the electron\n",
    "supply, and the current turns on when a resonance enters the thermal sea of electrons and off when it\n",
    "passes under the emitter conduction band edge. This lecture asks what the electrostatic potential of a\n",
    "real RTD looks like.\n",
    "\n",
    "A useful RTD needs high current densities, so the contacts are doped heavily, typically to\n",
    "$10^{18}$ cm$^{-3}$. If the dopants come close to the double barrier, scattering by the ionized impurities\n",
    "spoils the resonance. Real devices therefore have **undoped spacers**, 20 to 100 nm long, between the\n",
    "heavily doped contacts and the barriers; the spacers contain only the unintentional background doping,\n",
    "of order $10^{15}$ cm$^{-3}$."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d4b836fe",
   "metadata": {},
   "source": [
    "## 2. Thomas–Fermi charge and the Poisson equation\n",
    "\n",
    "Electrons diffuse from the doped contacts into the spacers, where there are more electrons than donors.\n",
    "The negative net charge raises the electrostatic potential energy until the diffusion is balanced. To\n",
    "compute this the lecture uses the **Thomas–Fermi** (semiclassical) density: at every point the\n",
    "electrons fill a local bulk conduction band whose edge is $E_c(x)$,\n",
    "\n",
    "$$n(x) = N_c\\,\\mathcal{F}_{1/2}\\!\\left(\\frac{E_F(x) - E_c(x)}{k_BT}\\right)\n",
    "\\;\\approx\\; N_c\\, e^{(E_F(x)-E_c(x))/k_BT},$$\n",
    "\n",
    "where $N_c = 2\\,(m^* k_BT/2\\pi\\hbar^2)^{3/2}$ is the effective density of states of the conduction band,\n",
    "$\\mathcal{F}_{1/2}$ the Fermi–Dirac integral and the exponential its non-degenerate (Boltzmann) limit.\n",
    "The potential $V(x)$ follows from the Poisson equation,\n",
    "\n",
    "$$\\frac{d}{dx}\\left(\\varepsilon(x)\\frac{dV}{dx}\\right) = -q\\,[N_D(x) - n(x)],$$\n",
    "\n",
    "with $N_D$ the donor density and $\\varepsilon$ the permittivity, and $E_c(x) = E_{c,0}(x) - qV(x)$ where\n",
    "$E_{c,0}$ is the band offset profile. Density and potential depend on each other, and the pair of\n",
    "equations is iterated to self-consistency. The calculation is very fast, which is why it is the first\n",
    "step; its limitations are the subject of the next lectures.\n",
    "\n",
    "In equilibrium the Fermi level $E_F$ is constant. Under bias the lecture assumes that the barriers\n",
    "isolate the emitter and collector well, so the Fermi levels are nearly flat in both, and that the\n",
    "quasi-Fermi level drops **linearly** across the device in between, a pure assumption made to have a\n",
    "classical charge everywhere. `nemo.thomas_fermi_iv` implements exactly this model (the\n",
    "`Ptype = ThomasFermi` model of NEMO-1D); with `charge=\"all\"` the semiclassical density is put on every\n",
    "site, also in the barriers and the well, and `relaxation=None` computes the current ballistically from\n",
    "the transmission through the self-consistent potential.\n",
    "\n",
    "The device below has 30 nm GaAs contacts doped to $10^{18}$ cm$^{-3}$, 50 nm spacers doped to\n",
    "$10^{15}$ cm$^{-3}$, and a double barrier of 4 nm Al$_{0.3}$Ga$_{0.7}$As, a 5 nm GaAs well and another\n",
    "4 nm barrier. The barriers and well are thinner than in lecture 11.1 so that the ground-state width,\n",
    "about 0.4 meV, is close to the one in the lecture's example."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "a94c415a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:28:00.802605Z",
     "iopub.status.busy": "2026-10-25T17:28:00.802504Z",
     "iopub.status.idle": "2026-10-25T17:28:01.418816Z",
     "shell.execute_reply": "2026-10-25T17:28:01.418452Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "692 sites, 141 biases; emitter Fermi level 41.9 meV above the contact band edge\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(spacer=50.0, barrier=4.0, well=5.0, contact=30.0):\n",
    "    layers = [\n",
    "        nemo.Layer(gaas, contact, donors=1e18, name=\"emitter contact\"),\n",
    "        nemo.Layer(gaas, spacer, donors=1e15, name=\"emitter spacer\"),\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, spacer, donors=1e15, name=\"collector spacer\"),\n",
    "        nemo.Layer(gaas, contact, donors=1e18, name=\"collector contact\"),\n",
    "    ]\n",
    "    return nemo.Heterostructure1D(layers, spacing=0.25, terminal_layers=(2, 2))\n",
    "\n",
    "\n",
    "rtd = make_rtd()\n",
    "x = rtd.x\n",
    "XB1 = 30.0 + 50.0  # position of the first barrier (nm)\n",
    "emitter = x < XB1\n",
    "T = 300\n",
    "V = np.round(np.arange(0.0, 0.7001, 0.005), 3)\n",
    "tf = nemo.thomas_fermi_iv(rtd, V, T, charge=\"all\", relaxation=None)\n",
    "J = tf[\"current_density\"]\n",
    "Ec = rtd.band_edge[None, :] + tf[\"potential\"]  # conduction band edge at every bias (eV)\n",
    "EF = float(np.atleast_1d(tf[\"mu_left\"])[0])\n",
    "print(\n",
    "    f\"{rtd.num_sites} sites, {len(V)} biases; emitter Fermi level {1e3 * EF:.1f} meV above the contact \"\n",
    "    \"band edge\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "18871cfb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:28:01.420168Z",
     "iopub.status.busy": "2026-10-25T17:28:01.420064Z",
     "iopub.status.idle": "2026-10-25T17:28:01.764018Z",
     "shell.execute_reply": "2026-10-25T17:28:01.763702Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0 V: spacer band edge rises to 114 meV, 72 meV above the Fermi level\n",
      "0.00 V: n just before the first barrier 2.6e+16 cm^-3, lowest n in the emitter spacer 2.6e+16 cm^-3\n",
      "0.32 V: n just before the first barrier 3.5e+17 cm^-3, lowest n in the emitter spacer 8.1e+16 cm^-3\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1100x704 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "i0, i32 = 0, int(np.argmin(abs(V - 0.32)))\n",
    "fig, axes = plt.subplots(2, 2, figsize=(10, 6.4), sharex=True)\n",
    "for col, i in zip(axes.T, (i0, i32)):\n",
    "    # the band edge is the structure, not a compared series: a solid dark outline, and the\n",
    "    # quasi-Fermi level dashed over it\n",
    "    col[0].plot(x, Ec[i], color=style.REFERENCE, lw=1.2, label=\"conduction band edge\")\n",
    "    col[0].plot(x, tf[\"fermi_level\"][i], **style.series(variant=1, lw=1.2), label=\"quasi-Fermi level\")\n",
    "    col[0].set(ylabel=\"Energy (eV)\", title=f\"{V[i]:.2f} V\", ylim=(-0.45, 0.45))\n",
    "    col[1].semilogy(x, tf[\"electron_density\"][i], **style.series(), label=\"electrons (Thomas–Fermi)\")\n",
    "    col[1].semilogy(x, rtd.donors, **style.series(\"nemo-family\"), label=\"donors\")\n",
    "    col[1].set(xlabel=\"Position (nm)\", ylabel=\"Density (cm$^{-3}$)\", ylim=(1e14, 3e18))\n",
    "axes[0, 0].legend(fontsize=8)\n",
    "axes[1, 0].legend(fontsize=8, loc=\"lower left\")\n",
    "fig.tight_layout()\n",
    "\n",
    "ec0 = Ec[i0]\n",
    "print(\n",
    "    f\"0 V: spacer band edge rises to {1e3 * ec0[emitter].max():.0f} meV, \"\n",
    "    f\"{1e3 * (ec0[emitter].max() - EF):.0f} meV above the Fermi level\"\n",
    ")\n",
    "for i in (i0, i32):\n",
    "    n = tf[\"electron_density\"][i]\n",
    "    print(\n",
    "        f\"{V[i]:.2f} V: n just before the first barrier {n[emitter][-1]:.2g} cm^-3, \"\n",
    "        f\"lowest n in the emitter spacer {n[emitter].min():.2g} cm^-3\"\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "053420a2",
   "metadata": {},
   "source": [
    "![Slide 9: band profile and Thomas–Fermi charge of the realistic RTD at 0 V and 0.32 V](attachment:slide_009_crop.png)\n",
    "\n",
    "*Slide 9. (a, c) Conduction band and Fermi levels at 0 V and 0.32 V; (b, d) electron density and doping\n",
    "on a log scale. At 0.32 V a triangular well with the emitter state E1 forms in front of the first barrier,\n",
    "electrons accumulate in the emitter and the collector spacer is depleted.*"
   ],
   "attachments": {
    "slide_009_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "05d267b5",
   "metadata": {},
   "source": [
    "At zero bias the electrons that spill out of the contacts raise the spacers' band edge into a broad hump,\n",
    "and the whole double barrier floats up with it, well above the Fermi levels. Under 0.32 V three things\n",
    "happen, exactly as on the slide:\n",
    "\n",
    "- **Accumulation in the emitter.** The electron density in front of the first barrier rises above the\n",
    "  contact doping. This charge resists the pull of the collector: the emitter potential barely moves.\n",
    "- **Depletion in the collector.** The collector spacer has almost no free charge, so the potential drops\n",
    "  nearly linearly there, and most of the applied voltage is dropped on the collector side.\n",
    "- **A triangular notch.** Between the emitter hump and the first barrier the band edge forms a\n",
    "  triangular potential well. Classically it fills with electrons, which shows up as a sharp density spike\n",
    "  against the barrier. The lecturer points out that this spike is not physical: the electron wave\n",
    "  functions vanish at the barrier and the notch holds discrete quantum states, which would smooth it.\n",
    "  The model also assumes a Fermi level inside the RTD, which does not really exist."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "21ec7784",
   "metadata": {},
   "source": [
    "## 3. Quantum states in the emitter notch\n",
    "\n",
    "A triangular well binds quasi-bound states. The emitter notch therefore has its own resonances E1, E2,\n",
    "..., coupled weakly to the emitter contact through the hump and to the central well through the first\n",
    "barrier. `nemo.resonances` finds them when its confinement region is extended into the emitter\n",
    "(`confinement_region=(-160, 0)` lets the search region start 160 sites, 40 nm, before the first barrier).\n",
    "The function below sorts the states at one bias into the central resonance C1, located in the well, and\n",
    "the notch states, located in the emitter below its top."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "f25c1e3e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:28:01.765234Z",
     "iopub.status.busy": "2026-10-25T17:28:01.765143Z",
     "iopub.status.idle": "2026-10-25T17:28:01.793512Z",
     "shell.execute_reply": "2026-10-25T17:28:01.793181Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.32 V: emitter top 83.6 meV, bottom 40.6 meV; C1 91.3 meV; notch states E1 76.3 meV, E2 83.6 meV\n",
      "0.42 V: emitter top 81.6 meV, bottom 27.8 meV; C1 68.4 meV; notch states E1 70.1 meV, E2 83.4 meV\n"
     ]
    }
   ],
   "source": [
    "def states(i):\n",
    "    \"\"\"C1 and the emitter notch states at bias index i: dict of (energy, width) arrays.\"\"\"\n",
    "    ec = Ec[i]\n",
    "    top, bottom = ec[emitter].max(), ec[emitter][-1]\n",
    "    r = nemo.resonances(\n",
    "        rtd, potential=tf[\"potential\"][i], confinement_region=(-160, 0), emin=bottom - 0.005, emax=0.3\n",
    "    )\n",
    "    e, g, x0 = r[\"energy\"], r[\"width\"], r[\"x0\"]\n",
    "    narrow = np.flatnonzero((g < 5e-3) & (x0 > XB1 - 30))\n",
    "    c1 = narrow[np.argmax(x0[narrow])]  # the narrow state farthest to the right is the central one\n",
    "    notch = np.flatnonzero((e < top + 0.003) & (x0 < XB1 + 6) & (np.arange(len(e)) != c1))\n",
    "    sharp = notch[g[notch] < 5e-3]  # E1: the lowest sharp notch state\n",
    "    e1 = sharp[np.argmin(e[sharp])] if len(sharp) else None\n",
    "    rest = [k for k in notch[np.argsort(e[notch])] if k != e1]\n",
    "    picked = ([e1] if e1 is not None else []) + rest[:1]\n",
    "    central = np.arange(len(e)) == c1\n",
    "    sel = np.array(picked, dtype=int)\n",
    "    return dict(top=top, bottom=bottom, C=(e[central], g[central]), E=(e[sel], g[sel]), has_E1=e1 is not None)\n",
    "\n",
    "\n",
    "for v in (0.32, 0.42):\n",
    "    s = states(int(np.argmin(abs(V - v))))\n",
    "    print(\n",
    "        f\"{v:.2f} V: emitter top {1e3 * s['top']:.1f} meV, bottom {1e3 * s['bottom']:.1f} meV; \"\n",
    "        f\"C1 {1e3 * s['C'][0][0]:.1f} meV; notch states \"\n",
    "        + \", \".join(f\"E{k + 1} {1e3 * e:.1f} meV\" for k, e in enumerate(s[\"E\"][0]))\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "da4c6065",
   "metadata": {},
   "source": [
    "![Slide 10: transmission and current density when C1 is aligned with E2 (0.32 V) and with E1 (0.42 V)](attachment:slide_010.png)\n",
    "\n",
    "*Slide 10. Band diagram, transmission and current density at 0.32 V, where C1 lines up with the emitter\n",
    "state E2, and at 0.42 V, where it lines up with E1. The green running integral shows that at 0.32 V\n",
    "practically all the current flows through the C1–E2 alignment and at 0.42 V about 92% through C1–E1.*"
   ],
   "attachments": {
    "slide_010.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "de05a81b",
   "metadata": {},
   "source": [
    "## 4. The current–voltage characteristic: the central resonance probes the emitter\n",
    "\n",
    "The ballistic current density of the Thomas–Fermi potential has more than one peak. The central\n",
    "resonance is pulled through an emitter that is no longer a flat sea of electrons but contains discrete\n",
    "notch states; every time C1 lines up with one of them, it finds a strong source of electrons."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "f8f18424",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:28:01.794530Z",
     "iopub.status.busy": "2026-10-25T17:28:01.794455Z",
     "iopub.status.idle": "2026-10-25T17:28:01.842251Z",
     "shell.execute_reply": "2026-10-25T17:28:01.841832Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "main peak 2403 A/cm^2 at 0.320 V; second peak 609 A/cm^2 at 0.415 V; valley 74 A/cm^2 at 0.445 V\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 660x396 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "i_pk = int(np.argmax(J))\n",
    "win = (V > V[i_pk] + 0.05) & (V < 0.5)\n",
    "i_2 = int(np.flatnonzero(win)[np.argmax(J[win])])\n",
    "i_v = i_2 + int(np.argmin(J[i_2 : i_2 + 30]))\n",
    "print(\n",
    "    f\"main peak {J[i_pk]:.0f} A/cm^2 at {V[i_pk]:.3f} V; second peak {J[i_2]:.0f} A/cm^2 at {V[i_2]:.3f} V; \"\n",
    "    f\"valley {J[i_v]:.0f} A/cm^2 at {V[i_v]:.3f} V\"\n",
    ")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(6, 3.6))\n",
    "ax.plot(V, J, color=style.OPEN_NEMO, lw=2)\n",
    "for i in (i_pk, i_2):\n",
    "    ax.axvline(V[i], color=\"C3\", ls=\"--\", lw=1)\n",
    "ax.set(\n",
    "    xlabel=\"Bias (V)\",\n",
    "    ylabel=\"Current density (A/cm²)\",\n",
    "    title=\"Thomas–Fermi potential, ballistic current, 300 K\",\n",
    ");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f2c71ceb",
   "metadata": {},
   "source": [
    "![Slide 11: the computed I–V curve with two peaks](attachment:slide_011_crop.png)\n",
    "\n",
    "*Slide 11. The lecture's I–V characteristic at 300 K (0 to 1 V): a main peak, a second, smaller peak, then a\n",
    "valley and a rising background.*"
   ],
   "attachments": {
    "slide_011_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "5143250b",
   "metadata": {},
   "source": [
    "The two curves look alike: a main peak near 0.32 V, and a second, sharp peak about 0.1 V later, followed\n",
    "by a valley. Between them the computed curve has a few narrow wiggles where C1 passes higher notch states.\n",
    "\n",
    "To see which states carry the current at the two peaks, the current spectrum $J(E)$ is computed with\n",
    "`nemo.Transport` on an energy grid refined around all resonances (some are only microelectronvolts\n",
    "wide), and its running integral is split at the midpoints between the resonance energies."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "12d694d4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:28:01.843281Z",
     "iopub.status.busy": "2026-10-25T17:28:01.843203Z",
     "iopub.status.idle": "2026-10-25T17:28:02.044778Z",
     "shell.execute_reply": "2026-10-25T17:28:02.044375Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.320 V: J = 2423 A/cm^2 (thomas_fermi_iv: 2403); C1 at 91.3 meV; share of the current within ±2 meV of C1: 93%\n",
      "0.415 V: J = 574 A/cm^2 (thomas_fermi_iv: 609); C1 at 70.7 meV; share of the current within ±2 meV of C1: 88%\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x418 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tr = nemo.Transport(rtd.hamiltonian)\n",
    "\n",
    "\n",
    "def current_spectrum(i):\n",
    "    u = tf[\"potential\"][i]\n",
    "    mu_l, mu_r = EF, EF - V[i]\n",
    "    r = nemo.resonances(\n",
    "        rtd, potential=u, confinement_region=(-160, 0), emin=Ec[i][emitter][-1] - 0.005, emax=0.35\n",
    "    )\n",
    "    seeds = [e + max(w, 1e-7) * np.linspace(-15, 15, 151) for e, w in zip(r[\"energy\"], r[\"width\"])]\n",
    "    E = np.unique(np.concatenate([np.linspace(1e-5, mu_l + 15 * 8.617e-5 * T, 3000)] + seeds))\n",
    "    E = E[(E > 0) & (E < mu_l + 15 * 8.617e-5 * T)]\n",
    "    t = tr.transmission(E, potential=u)\n",
    "    Je = rtd.current_spectrum(E, t, mu_l, mu_r, T)\n",
    "    return E, t, Je, rtd.current_density(E, t, mu_l, mu_r, T)\n",
    "\n",
    "\n",
    "fig, axes = plt.subplots(1, 3, figsize=(11, 3.8), sharey=True, gridspec_kw=dict(width_ratios=[1.3, 1, 1]))\n",
    "for i, c in ((i_pk, style.OPEN_NEMO), (i_2, style.REFERENCE)):\n",
    "    E, t, Je, Jtot = current_spectrum(i)\n",
    "    s = states(i)\n",
    "    cum = np.concatenate([[0], np.cumsum(0.5 * (Je[1:] + Je[:-1]) * np.diff(E))]) / Jtot\n",
    "    sel = (x > 40) & (x < 110)\n",
    "    axes[0].plot(x[sel], Ec[i][sel], color=c, label=f\"{V[i]:.3f} V\")\n",
    "    axes[1].semilogx(t, E, color=c)\n",
    "    axes[2].plot(cum, E, color=c)\n",
    "    near = lambda e0: cum[np.argmin(abs(E - e0 - 2e-3))] - cum[np.argmin(abs(E - e0 + 2e-3))]\n",
    "    c1 = s[\"C\"][0][0]\n",
    "    print(\n",
    "        f\"{V[i]:.3f} V: J = {Jtot:.0f} A/cm^2 (thomas_fermi_iv: {J[i]:.0f}); C1 at {1e3 * c1:.1f} meV; \"\n",
    "        f\"share of the current within ±2 meV of C1: {100 * near(c1):.0f}%\"\n",
    "    )\n",
    "axes[0].set(xlabel=\"Position (nm)\", ylabel=\"Energy (eV)\", ylim=(-0.1, 0.4), title=\"band edge\")\n",
    "axes[0].legend(fontsize=8)\n",
    "axes[1].set(xlabel=\"$T(E)$\", xlim=(1e-8, 2), title=\"transmission\")\n",
    "axes[2].set(xlabel=\"$I(E)/I$\", title=\"running integral of $J(E)$\")\n",
    "axes[1].set_ylim(0.0, 0.2)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "61ce6f71",
   "metadata": {},
   "source": [
    "The running integral is close to a single step at both peaks: nearly all the current flows in a narrow\n",
    "energy range around C1, where C1 coincides with an emitter state. The current computed here on the\n",
    "refined grid agrees with the one `nemo.thomas_fermi_iv` returns."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e8bf9b49",
   "metadata": {},
   "source": [
    "## 5. Tracing the critical energies against bias\n",
    "\n",
    "The lecture then follows the important energies over the whole bias range: the central resonance C1, the\n",
    "**top of the emitter** (the maximum of $E_c$ in the emitter spacer), the **bottom of the emitter** (the\n",
    "band edge in the notch, right at the first barrier), and the notch states E1 and E2."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "5a549565",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:28:02.045781Z",
     "iopub.status.busy": "2026-10-25T17:28:02.045710Z",
     "iopub.status.idle": "2026-10-25T17:28:02.903001Z",
     "shell.execute_reply": "2026-10-25T17:28:02.902640Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "from 0 to 0.32 V: C1 drops 108 meV, emitter top drops 31 meV, emitter bottom drops 74 meV\n"
     ]
    }
   ],
   "source": [
    "VT = V[::2]\n",
    "rows = []\n",
    "for i in range(0, len(V), 2):\n",
    "    s = states(i)\n",
    "    e, g = s[\"E\"]\n",
    "    c = s[\"C\"]\n",
    "    rows.append(\n",
    "        dict(\n",
    "            top=s[\"top\"],\n",
    "            bottom=s[\"bottom\"],\n",
    "            C1=c[0][0] if len(c[0]) else np.nan,\n",
    "            gC1=c[1][0] if len(c[0]) else np.nan,\n",
    "            E1=e[0] if s[\"has_E1\"] else np.nan,\n",
    "            gE1=g[0] if s[\"has_E1\"] else np.nan,\n",
    "            E2=e[-1] if len(e) > int(s[\"has_E1\"]) else np.nan,\n",
    "            gE2=g[-1] if len(e) > int(s[\"has_E1\"]) else np.nan,\n",
    "        )\n",
    "    )\n",
    "tr_ = {k: np.array([r[k] for r in rows]) for k in rows[0]}\n",
    "k32 = int(np.argmin(abs(VT - 0.32)))\n",
    "print(\n",
    "    f\"from 0 to {VT[k32]:.2f} V: C1 drops {1e3 * (tr_['C1'][0] - tr_['C1'][k32]):.0f} meV, \"\n",
    "    f\"emitter top drops {1e3 * (tr_['top'][0] - tr_['top'][k32]):.0f} meV, \"\n",
    "    f\"emitter bottom drops {1e3 * (tr_['bottom'][0] - tr_['bottom'][k32]):.0f} meV\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "ebace9b4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:28:02.904240Z",
     "iopub.status.busy": "2026-10-25T17:28:02.904165Z",
     "iopub.status.idle": "2026-10-25T17:28:03.087724Z",
     "shell.execute_reply": "2026-10-25T17:28:03.087282Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(11, 4))\n",
    "a1.plot(VT, tr_[\"C1\"], \"o\", ms=3, color=\"C3\", label=\"central state C1\")\n",
    "a1.plot(VT, tr_[\"E1\"], \"o\", ms=3, color=style.OPEN_NEMO, label=\"emitter state E1\")\n",
    "a1.plot(VT, tr_[\"E2\"], \"o\", ms=3, color=\"C2\", label=\"emitter state E2\")\n",
    "a1.plot(VT, tr_[\"top\"], color=style.REFERENCE, label=\"top of emitter\")\n",
    "a1.plot(VT, tr_[\"bottom\"], color=style.CONTEXT, label=\"bottom of emitter\")\n",
    "a1.axhline(EF, color=style.OPEN_NEMO, lw=0.8, ls=\":\", label=\"$E_F$ (emitter)\")\n",
    "for i in (i_pk, i_2):\n",
    "    a1.axvline(V[i], color=\"C3\", ls=\"--\", lw=0.8)\n",
    "a1.set(xlabel=\"Bias (V)\", ylabel=\"Energy (eV)\", ylim=(0, 0.22), title=\"Critical energies\")\n",
    "a1.legend(fontsize=7)\n",
    "a2.semilogy(VT, 1e3 * tr_[\"gC1\"], \"o\", ms=3, color=\"C3\", label=\"C1\")\n",
    "a2.semilogy(VT, 1e3 * tr_[\"gE1\"], \"o\", ms=3, color=style.OPEN_NEMO, label=\"E1\")\n",
    "a2.semilogy(VT, 1e3 * tr_[\"gE2\"], \"o\", ms=3, color=\"C2\", label=\"E2\")\n",
    "a2.set(xlabel=\"Bias (V)\", ylabel=\"Width $\\\\Gamma$ (meV)\", title=\"Resonance widths\")\n",
    "a2.legend(fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5ccd8faa",
   "metadata": {},
   "source": [
    "![Slide 16: traces of the central resonance, the emitter band edges and the emitter states against bias](attachment:slide_016.png)\n",
    "\n",
    "*Slide 16. Top: the I–V curve. Bottom: the central state C1 (green), the top (blue) and bottom (orange) of\n",
    "the emitter band edge and the emitter states E1 and E2 against bias. The I–V peaks occur where C1 crosses\n",
    "E2 and E1.*"
   ],
   "attachments": {
    "slide_016.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "ab359274",
   "metadata": {},
   "source": [
    "The traces reproduce the lecture's picture:\n",
    "\n",
    "- C1 still falls almost linearly, but by far less than in lecture 11.1: about 0.1 eV for 0.32 V, a lever\n",
    "  arm of roughly one third, where the linear-drop model gave one half. Most of the potential is dropped in\n",
    "  the depleted collector.\n",
    "- The top of the emitter moves down only a few tens of meV and not linearly: the accumulated emitter charge\n",
    "  keeps pushing against being pulled down. The bottom of the emitter, the notch, falls faster, so the\n",
    "  triangular well deepens with bias and E1 and later E2 appear in it.\n",
    "- The main current peak (0.32 V) occurs while C1 approaches the top of the emitter, where the broad,\n",
    "  loosely bound state E2 sits, and the current collapses between 0.32 and 0.36 V as C1 passes under the\n",
    "  top. The second peak (0.415 V) is the crossing of C1 with E1; the two states mix there (anticrossing),\n",
    "  which is why their energies and widths jump. Beyond it C1 lies below E1 and only electrons tunnelling\n",
    "  through the long emitter hump reach it.\n",
    "- Where E1 is the injector the current is limited: the second peak is four times lower than the main one."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fa6e6d42",
   "metadata": {},
   "source": [
    "## 6. Resonance widths: very long-lived emitter states\n",
    "\n",
    "The right panel shows the widths. The width of E1 falls **exponentially** with bias, by more than three\n",
    "orders of magnitude between 0.1 and 0.7 V, because the notch deepens and E1 is enclosed by ever stronger barriers: on the emitter\n",
    "side a hump that is only a few meV higher than E1 but tens of nanometres long, on the other side the\n",
    "AlGaAs barrier. The width of C1 hardly changes, except where it anticrosses E1. The lecture's slide quotes\n",
    "$\\Gamma_{C1}=0.4$ meV and $\\Gamma_{E1}=8\\ \\mu$eV at the C1–E1 crossing, and converts the latter into a\n",
    "lifetime of $\\tau = \\hbar/2\\Gamma \\approx 40$ ps. The numbers for the present device:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "136e56d3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:28:03.088752Z",
     "iopub.status.busy": "2026-10-25T17:28:03.088676Z",
     "iopub.status.idle": "2026-10-25T17:28:03.091460Z",
     "shell.execute_reply": "2026-10-25T17:28:03.091059Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.30 V: width E1 =   109.73 µeV (hbar/2Gamma =     3.0 ps), width C1 = 0.46 meV\n",
      "0.38 V: width E1 =    23.81 µeV (hbar/2Gamma =    13.8 ps), width C1 = 0.33 meV\n",
      "0.45 V: width E1 =    13.63 µeV (hbar/2Gamma =    24.2 ps), width C1 = 0.35 meV\n",
      "0.50 V: width E1 =     4.33 µeV (hbar/2Gamma =    76.1 ps), width C1 = 0.37 meV\n",
      "0.60 V: width E1 =     1.43 µeV (hbar/2Gamma =   230.9 ps), width C1 = 0.41 meV\n",
      "at 0.45 V the emitter hump around E1 is 28 nm long and at most 13 meV above E1; the first barrier is 252 meV above it\n"
     ]
    }
   ],
   "source": [
    "hbar = 6.582119569e-16  # eV s\n",
    "k2 = int(np.argmin(abs(VT - 0.45)))\n",
    "for v in (0.3, 0.38, 0.45, 0.5, 0.6):\n",
    "    k = int(np.argmin(abs(VT - v)))\n",
    "    print(\n",
    "        f\"{VT[k]:.2f} V: width E1 = {1e6 * tr_['gE1'][k]:8.2f} µeV (hbar/2Gamma = \"\n",
    "        f\"{1e12 * hbar / (2 * tr_['gE1'][k]):7.1f} ps),\"\n",
    "        f\" width C1 = {1e3 * tr_['gC1'][k]:.2f} meV\"\n",
    "    )\n",
    "ec, e1 = Ec[2 * k2], tr_[\"E1\"][k2]\n",
    "hump = emitter & (x > 30) & (ec > e1)\n",
    "print(\n",
    "    f\"at {VT[k2]:.2f} V the emitter hump around E1 is {np.ptp(x[hump]):.0f} nm long and at most \"\n",
    "    f\"{1e3 * (ec[hump].max() - e1):.0f} meV above E1; the first barrier is \"\n",
    "    f\"{1e3 * (ec[(x > XB1) & (x < XB1 + 4)].min() - e1):.0f} meV above it\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d5b9d399",
   "metadata": {},
   "source": [
    "E1 narrows from 110 µeV at 0.30 V to 1.4 µeV at 0.60 V, a factor of 77 in 0.3 V. At 0.45 V\n",
    "the hump between E1 and the emitter is 28 nm long and 13 meV higher than E1, and the first AlGaAs\n",
    "barrier is 252 meV above E1: the same shape as the lecture's estimate (about 10 meV over 35 nm on one\n",
    "side, 200 meV over 15 nm on the other). Between 0.45 and 0.5 V the E1 width passes the lecture's\n",
    "8 µeV, which corresponds to $\\hbar/2\\Gamma$ of several tens of picoseconds."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f1508df3",
   "metadata": {},
   "source": [
    "![Slide 18: bias dependence of the resonance widths of E1, E2 and C1](attachment:slide_018.png)\n",
    "\n",
    "*Slide 18. Widths (red) and energies (green) against bias. The width of E1 falls exponentially to about\n",
    "8 µeV ($\\tau_{E1} = \\hbar/2\\Gamma_{E1} = 40$ ps); C1 stays near 0.4 meV. Since\n",
    "$\\Gamma_{C1} \\gg \\Gamma_{E1}$, E1 determines the current at the second peak.*"
   ],
   "attachments": {
    "slide_018.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "6d22ac49",
   "metadata": {},
   "source": [
    "Which width matters for the current? In a picture of two resonances in series, an electron must pass both,\n",
    "and the narrower one limits the flux, like the smaller of two conductances in series. At the second peak\n",
    "$\\Gamma_{C1}\\gg\\Gamma_{E1}$: C1 is a broad bandpass filter looking at a very narrow supply, and E1\n",
    "determines the current. At the main peak the injecting state E2 is broader than C1 (the slide quotes\n",
    "$\\Gamma_{E2}=2$ meV; in the present device it is about 15 meV), so C1 limits the current. \"The width of the injector state matters\", and with it\n",
    "the shape of the emitter.\n",
    "\n",
    "The lecturer ends with a question: is it realistic that an electron sits in the emitter notch for tens of\n",
    "picoseconds, in a region with $10^{17}$–$10^{18}$ electrons per cm$^3$ that scatter off each other and off\n",
    "phonons? It is not, and lecture 11.3 adds the missing relaxation."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0547d3ad",
   "metadata": {},
   "source": [
    "## 7. Exploration: the spacer length\n",
    "\n",
    "The undoped spacer sets how much potential the emitter and collector absorb and how deep the notch\n",
    "becomes. The cell repeats the Thomas–Fermi I–V for 20, 50 and 100 nm spacers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "8f2fc197",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:28:03.092549Z",
     "iopub.status.busy": "2026-10-25T17:28:03.092477Z",
     "iopub.status.idle": "2026-10-25T17:28:04.270876Z",
     "shell.execute_reply": "2026-10-25T17:28:04.270471Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "spacer    20 nm: 452 sites, main peak  11924 A/cm^2 at 0.28 V\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "spacer    50 nm: 692 sites, main peak   2403 A/cm^2 at 0.32 V\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "spacer   100 nm: 1092 sites, main peak   1042 A/cm^2 at 0.41 V\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",
    "VS = np.round(np.arange(0.0, 0.9001, 0.01), 3)\n",
    "for sp, c in zip((20.0, 50.0, 100.0), style.sweep(3)):\n",
    "    dev = make_rtd(spacer=sp)\n",
    "    Js = nemo.thomas_fermi_iv(dev, VS, T, charge=\"all\", relaxation=None)[\"current_density\"]\n",
    "    k = int(np.argmax(np.where(VS < 0.6, Js, 0)))\n",
    "    print(f\"spacer {sp:5.0f} nm: {dev.num_sites} sites, main peak {Js[k]:6.0f} A/cm^2 at {VS[k]:.2f} V\")\n",
    "    ax.plot(VS, Js, color=c, lw=2, label=f\"{sp:.0f} nm spacers\")\n",
    "ax.set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm²)\", title=\"Spacer length, Thomas–Fermi, ballistic\")\n",
    "ax.legend();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0b918230",
   "metadata": {},
   "source": [
    "Longer spacers move the main peak to higher bias (0.28, 0.32 and 0.41 V for 20, 50 and 100 nm), since\n",
    "more of the applied voltage is dropped across the depleted collector spacer before C1 reaches the emitter\n",
    "states, and they lower the peak current (from about $1.2\\times10^4$ to $10^3$ A/cm$^2$), because the\n",
    "emitter electrons have to come over a higher, wider hump. With 20 nm spacers the contacts are so close that\n",
    "the current rises steeply again above 0.5 V, where electrons pass over the low collector barrier region.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- Real RTDs have heavily doped contacts and undoped spacers to avoid ionized-impurity scattering. Electrons\n",
    "  diffusing into the spacers raise the potential: the double barrier floats above the Fermi levels.\n",
    "- The Thomas–Fermi model computes the charge semiclassically from the local band edge and Fermi level and\n",
    "  solves it self-consistently with Poisson's equation; it is fast but has no quantum effects.\n",
    "- Under bias the emitter accumulates charge and resists the pull of the collector, the collector depletes,\n",
    "  and most of the voltage drops on the collector side. C1 falls by only about a third of the bias.\n",
    "- A triangular notch forms in front of the first barrier. Its quasi-bound states E1 and E2 are probed by\n",
    "  C1: each alignment gives an I–V peak, so the I–V has several peaks.\n",
    "- The width of E1 falls exponentially with bias, to microelectronvolts, while C1 keeps about 0.4 meV. The\n",
    "  narrower state of a pair limits the current; the lifetimes of tens of picoseconds are unphysical in a\n",
    "  heavily doped emitter.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Recompute the I–V at 77 K. Do the notch peaks become sharper or do new ones appear?\n",
    "2. Run `nemo.thomas_fermi_iv` with `charge=\"contacts\"` (no free charge outside the contacts). How do the\n",
    "   band profile at 0.32 V and the I–V change, and why is the notch shallower?\n",
    "3. Make the emitter spacer 20 nm and the collector spacer 100 nm (write the layers by hand). Which peak\n",
    "   moves, and why?\n",
    "4. Fit an exponential to the E1 width between 0.45 and 0.6 V. By how much does each 0.1 V reduce it?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [RTD tutorial: bands, resonances, Thomas–Fermi and Hartree I–V](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_03_rtd_tutorial.ipynb)\n",
    "- [Self-consistent RTD solvers compared](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_06_rtd_self_consistent_solver_choices.ipynb)\n",
    "- [Lecture 11.1: RTDs with linear potential drops](11_1_rtds_with_linear_potential_drops.ipynb)\n",
    "- [Lecture 11.3: relaxation in the reservoirs](11_3_relaxation_in_the_reservoirs.ipynb)\n",
    "- R. Lake, G. Klimeck, R. C. Bowen and D. Jovanovic, \"Single and multiband modeling of quantum electron\n",
    "  transport through layered semiconductor devices\", J. Appl. Phys. **81**, 7845 (1997)."
   ]
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