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    "# Lecture 11.5: Asymmetric RTDs with charge accumulation and depletion\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45167](https://nanohub.org/resources/45167) — [video](https://nanohub.org/resources/45183) · [slides](https://nanohub.org/resources/45182)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the sequential-tunneling picture of an RTD with different emitter and collector barriers: the well fills when the emitter barrier is the more transparent one and empties when it is the less transparent one\n",
    "- forward bias (thin barrier on the emitter side): charge accumulation, strong electrostatic push-back, non-linear resonance traces, an I–V stretched to higher voltages and currents, and a large difference between the Thomas–Fermi and Hartree models\n",
    "- reverse bias (thick barrier on the emitter side): an empty well, resonances that move linearly with bias, Thomas–Fermi and Hartree results that nearly agree, and a smaller peak current at a smaller voltage\n",
    "- experimental tests on InGaAs/InAlAs RTDs (DRC 1997) with systematic variations of spacers, wells and barrier asymmetry\n",
    "- why the bias dependence of the tunneling rates makes simple analytic formulas unreliable\n",
    "\n",
    "**In this notebook** builds an RTD with a 5 nm emitter barrier and a 7 nm collector barrier, and its mirror image for reverse bias; it compares the Thomas–Fermi (`nemo.thomas_fermi_iv`) and Hartree (`nemo.hartree_iv`) I–V curves, band diagrams and resonance traces in both directions, the sheet charge in the well against the current, estimates the tunneling rates from resonance widths, and varies the collector barrier thickness to produce a systematic I–V asymmetry."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "2786670f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:33.073415Z",
     "iopub.status.busy": "2026-10-25T17:26:33.073237Z",
     "iopub.status.idle": "2026-10-25T17:26:33.532052Z",
     "shell.execute_reply": "2026-10-25T17:26:33.531597Z"
    }
   },
   "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": "cb987a3e",
   "metadata": {},
   "source": [
    "## 1. Sequential tunneling through two different barriers\n",
    "\n",
    "Treat the RTD as a single level in the well, coupled to the emitter at a rate $\\Gamma_L/\\hbar$ and to the\n",
    "collector at a rate $\\Gamma_R/\\hbar$ ($\\Gamma_L$, $\\Gamma_R$ are the partial widths of the resonance, in eV).\n",
    "With an occupation $n$ of the level (between 0 and 1), the rate equation\n",
    "$\\dot n = \\Gamma_L (f_L - n)/\\hbar - \\Gamma_R (n - f_R)/\\hbar$ gives in steady state, with the level below the\n",
    "emitter Fermi level ($f_L = 1$) and far above the collector Fermi level ($f_R = 0$, no tunneling in from the\n",
    "collector):\n",
    "\n",
    "$$\n",
    "n = \\frac{\\Gamma_L}{\\Gamma_L + \\Gamma_R}, \\qquad\n",
    "I = \\frac{e}{\\hbar}\\,\\Gamma_R\\, n = \\frac{e}{\\hbar}\\,\\frac{\\Gamma_L \\Gamma_R}{\\Gamma_L + \\Gamma_R}.\n",
    "$$\n",
    "\n",
    "The current is symmetric in $\\Gamma_L$ and $\\Gamma_R$, but the charge is not. If the emitter barrier is the\n",
    "thinner one, $\\Gamma_L \\gg \\Gamma_R$ and $n \\to 1$: electrons come in faster than they leave and the well is\n",
    "full. The negative charge raises the potential in the well, and this electrostatic back-action pushes the\n",
    "resonance up, trying to keep the charge out. If the structure is reversed, $\\Gamma_L \\ll \\Gamma_R$ and\n",
    "$n \\to 0$: the well is empty and the electrostatics barely notices it."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0a206e58",
   "metadata": {},
   "source": [
    "![Slide 3: an RTD with a 5 nm emitter and a 7 nm collector barrier, with the sequential tunneling formulas](attachment:slide_003.png)\n",
    "\n",
    "*Slide 3. An RTD with 5 nm emitter and 7 nm collector barriers at 0.6 V (top: conduction band, bottom: doping\n",
    "and electron density). The sequential-tunneling estimate gives $n \\approx 1$ for $\\Gamma_L \\gg \\Gamma_R$; a\n",
    "strong potential back-action is expected.*"
   ],
   "attachments": {
    "slide_003.png": {
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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "1ab2e2e3",
   "metadata": {},
   "source": [
    "A quick estimate of the two rates: in a symmetric double barrier each barrier contributes half of the\n",
    "resonance width, so $\\Gamma_{5} = w_{5/5}/2$ and $\\Gamma_{7} = w_{7/7}/2$, where $w_{b/b}$ is the full width\n",
    "at half maximum of the first resonance of a flat-band GaAs/Al$_{0.3}$Ga$_{0.7}$As double barrier with\n",
    "two $b$ nm barriers and a 5 nm well. `nemo.resonances` returns these widths directly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "8f8655c5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:33.533274Z",
     "iopub.status.busy": "2026-10-25T17:26:33.533183Z",
     "iopub.status.idle": "2026-10-25T17:26:33.538334Z",
     "shell.execute_reply": "2026-10-25T17:26:33.537976Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "5 nm barrier: Gamma = 46.64 ueV;  7 nm barrier: Gamma = 2.236 ueV (C1 at 84.1 and 84.1 meV)\n",
      "ratio Gamma_5 / Gamma_7 = 20.9\n",
      "forward (5 nm emitter barrier): n = 0.954\n",
      "reverse (7 nm emitter barrier): n = 0.046\n",
      "sequential current factor G5*G7/(G5+G7) = 2.134 ueV in both directions\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 gamma_single(b):\n",
    "    \"\"\"Partial width (eV) of one b-nm barrier: half the width of a symmetric b/5/b double barrier.\"\"\"\n",
    "    layers = [\n",
    "        nemo.Layer(gaas, 10),\n",
    "        nemo.Layer(algaas, b),\n",
    "        nemo.Layer(gaas, 5),\n",
    "        nemo.Layer(algaas, b),\n",
    "        nemo.Layer(gaas, 10),\n",
    "    ]\n",
    "    r = nemo.resonances(nemo.Heterostructure1D(layers, spacing=0.25), emax=0.3)\n",
    "    return r[\"energy\"][0], r[\"width\"][0] / 2\n",
    "\n",
    "\n",
    "(E5, G5), (E7, G7) = gamma_single(5.0), gamma_single(7.0)\n",
    "print(\n",
    "    f\"5 nm barrier: Gamma = {G5 * 1e6:.2f} ueV;  7 nm barrier: Gamma = {G7 * 1e6:.3f} ueV \"\n",
    "    f\"(C1 at {E5 * 1e3:.1f} and {E7 * 1e3:.1f} meV)\"\n",
    ")\n",
    "print(f\"ratio Gamma_5 / Gamma_7 = {G5 / G7:.1f}\")\n",
    "print(f\"forward (5 nm emitter barrier): n = {G5 / (G5 + G7):.3f}\")\n",
    "print(f\"reverse (7 nm emitter barrier): n = {G7 / (G5 + G7):.3f}\")\n",
    "print(f\"sequential current factor G5*G7/(G5+G7) = {G5 * G7 / (G5 + G7) * 1e6:.3f} ueV in both directions\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3b52b27f",
   "metadata": {},
   "source": [
    "Two extra nanometres of barrier reduce the partial width by more than an order of magnitude, so this\n",
    "simple picture predicts a nearly full well in forward bias and a nearly empty one in reverse bias, with the\n",
    "same current in both directions. The self-consistent calculations below show that only the first half of this\n",
    "prediction survives: the charge changes the potential, and the potential changes the rates.\n",
    "\n",
    "## 2. The device in forward and reverse bias\n",
    "\n",
    "The device is the realistic-doping RTD of lectures 11.2–11.4 with thicker, unequal barriers: 30 nm GaAs\n",
    "contacts doped to $10^{18}$ cm$^{-3}$, 50 nm spacers at $10^{15}$ cm$^{-3}$, a 5 nm GaAs well, and\n",
    "Al$_{0.3}$Ga$_{0.7}$As barriers of 5 nm and 7 nm, at 300 K. Electrons always enter from the left contact,\n",
    "which is the emitter. Forward bias is the structure as built (5 nm barrier on the emitter side); reverse bias\n",
    "is simulated by mirroring the layer stack (7 nm barrier on the emitter side). Both use the reservoir\n",
    "relaxation of 6.6 meV; the Hartree calculation uses the quantum charge over both spacers,\n",
    "`quantum_charge=(-200, 200)`, as in lecture 11.4."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "3d6bab50",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:33.539362Z",
     "iopub.status.busy": "2026-10-25T17:26:33.539290Z",
     "iopub.status.idle": "2026-10-25T17:26:41.782628Z",
     "shell.execute_reply": "2026-10-25T17:26:41.782205Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "forward: 708 sites, Hartree converged at all biases: True, max iterations 6\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "reverse: 708 sites, Hartree converged at all biases: True, max iterations 3\n",
      "emitter Fermi level 41.9 meV above the contact band edge\n"
     ]
    }
   ],
   "source": [
    "def make_rtd(b_emitter, b_collector, well=5.0):\n",
    "    layers = [\n",
    "        nemo.Layer(gaas, 30, donors=1e18, name=\"emitter contact\"),\n",
    "        nemo.Layer(gaas, 50, donors=1e15, name=\"emitter spacer\"),\n",
    "        nemo.Layer(algaas, b_emitter, name=\"emitter barrier\"),\n",
    "        nemo.Layer(gaas, well, name=\"well\"),\n",
    "        nemo.Layer(algaas, b_collector, name=\"collector barrier\"),\n",
    "        nemo.Layer(gaas, 50, donors=1e15, name=\"collector spacer\"),\n",
    "        nemo.Layer(gaas, 30, donors=1e18, name=\"collector contact\"),\n",
    "    ]\n",
    "    return nemo.Heterostructure1D(layers, spacing=0.25, terminal_layers=(2, 2))\n",
    "\n",
    "\n",
    "T, XB1 = 300, 80.0\n",
    "V = np.round(np.arange(0.0, 0.8001, 0.02), 3)\n",
    "RES = (0.0066, 0.0066, \"exponential\", (-1, 0))\n",
    "runs = {}\n",
    "for name, (bl, br) in {\"forward\": (5.0, 7.0), \"reverse\": (7.0, 5.0)}.items():\n",
    "    d = make_rtd(bl, br)\n",
    "    well = (d.x > XB1 + bl) & (d.x < XB1 + bl + 5.0)\n",
    "    tf = nemo.thomas_fermi_iv(d, V, T, charge=\"all\")\n",
    "    ha = nemo.hartree_iv(d, V, T, quantum_charge=(-200, 200))\n",
    "    runs[name] = dict(d=d, bl=bl, br=br, well=well, tf=tf, ha=ha)\n",
    "    print(\n",
    "        f\"{name}: {d.num_sites} sites, Hartree converged at all biases: {bool(np.all(ha['converged']))}, \"\n",
    "        f\"max iterations {int(np.max(ha['iterations']))}\"\n",
    "    )\n",
    "EF = float(np.atleast_1d(runs[\"forward\"][\"tf\"][\"mu_left\"])[0])\n",
    "print(f\"emitter Fermi level {EF * 1e3:.1f} meV above the contact band edge\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "61e3be53",
   "metadata": {},
   "source": [
    "## 3. Current–voltage characteristics\n",
    "\n",
    "The current is computed by NEGF with reservoir relaxation on each self-consistent potential. The function\n",
    "`first_peak` returns the first local maximum of $J(V)$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "fb1bb613",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:41.783999Z",
     "iopub.status.busy": "2026-10-25T17:26:41.783905Z",
     "iopub.status.idle": "2026-10-25T17:26:41.973527Z",
     "shell.execute_reply": "2026-10-25T17:26:41.973057Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "forward  Thomas-Fermi: peak    333 A/cm^2 at 0.48 V, valley   148 A/cm^2 at 0.70 V\n",
      "forward  Hartree     : peak    521 A/cm^2 at 0.64 V, valley   436 A/cm^2 at 0.72 V\n",
      "reverse  Thomas-Fermi: peak     59 A/cm^2 at 0.34 V, valley    23 A/cm^2 at 0.46 V\n",
      "reverse  Hartree     : peak     92 A/cm^2 at 0.34 V, valley    34 A/cm^2 at 0.46 V\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def first_peak(J):\n",
    "    return next(i for i in range(1, len(J) - 1) if J[i] >= J[i - 1] and J[i] > J[i + 1])\n",
    "\n",
    "\n",
    "peaks = {}\n",
    "for name, r in runs.items():\n",
    "    for model in (\"tf\", \"ha\"):\n",
    "        J = r[model][\"current_density\"]\n",
    "        k = first_peak(J)\n",
    "        peaks[name, model] = (V[k], J[k])\n",
    "        valley = J[k:].min()\n",
    "        print(\n",
    "            f\"{name:8s} {'Thomas-Fermi' if model == 'tf' else 'Hartree':12s}: peak {J[k]:6.0f} A/cm^2 at \"\n",
    "            f\"{V[k]:.2f} V, valley {valley:5.0f} A/cm^2 at {V[k + np.argmin(J[k:])]:.2f} V\"\n",
    "        )\n",
    "\n",
    "fig, axs = plt.subplots(1, 2, figsize=(11, 4), sharey=True)\n",
    "for ax, name in zip(axs, runs):\n",
    "    ax.plot(V, runs[name][\"tf\"][\"current_density\"], **style.series(\"reference\"), label=\"Thomas–Fermi\")\n",
    "    ax.plot(V, runs[name][\"ha\"][\"current_density\"], **style.series(lw=2), label=\"Hartree\")\n",
    "    bl, br = runs[name][\"bl\"], runs[name][\"br\"]\n",
    "    ax.set(xlabel=\"Bias (V)\", title=f\"{name} bias ({bl:.0f} nm / {br:.0f} nm barriers)\")\n",
    "    ax.legend()\n",
    "axs[0].set_ylabel(\"Current density (A/cm$^2$)\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "06ef8339",
   "metadata": {},
   "source": [
    "The two directions behave very differently, as in the lecture:\n",
    "\n",
    "- **Forward bias.** The Hartree peak (521 A/cm$^2$ at 0.64 V) sits at a much higher voltage and a higher\n",
    "  current than the Thomas–Fermi peak (333 A/cm$^2$ at 0.48 V), and the Hartree curve rises almost linearly up\n",
    "  to it. The valley is shallow and high in the Hartree model (436 A/cm$^2$, against 148 A/cm$^2$), and the\n",
    "  current turns on again quickly after it. The quantum charge piled up in the well holds the resonance up.\n",
    "- **Reverse bias.** Both models give the peak at 0.34 V, with 59 and 92 A/cm$^2$. The peak occurs at a much\n",
    "  smaller voltage than in forward bias and the Hartree peak current is 5.7 times smaller.\n",
    "\n",
    "The forward/reverse asymmetry of the peak current contradicts the sequential formula of section 1, which is\n",
    "symmetric in $\\Gamma_L$ and $\\Gamma_R$: the rates are not fixed numbers but depend on the bias and on the\n",
    "charge."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5745aaf4",
   "metadata": {},
   "source": [
    "![Slide 12: resonance traces and I–V in reverse bias compared with forward bias](attachment:slide_012.png)\n",
    "\n",
    "*Slide 12. Reverse bias in the lecture: (a) resonance and emitter band-edge traces that vary linearly with bias,\n",
    "(b) the I–V curves of forward and reverse bias, each in the Thomas–Fermi (TF) and Hartree (HA) models. The\n",
    "reverse-bias peak is at a smaller voltage and has a much smaller current.*"
   ],
   "attachments": {
    "slide_012.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "531ddf6e",
   "metadata": {},
   "source": [
    "## 4. Band diagrams around the forward peak\n",
    "\n",
    "The lecture shows the forward-bias band diagrams at 0.6 V (charge accumulation and a non-linear potential\n",
    "inside the RTD), at 0.7 V (the resonance has emptied) and at 0.8 V (empty resonance, Thomas–Fermi and\n",
    "Hartree potentials nearly equal again). The same sequence for this device is shown below at the Hartree\n",
    "peak, before it and after it. The horizontal lines mark the central resonance C1 in each model; the lower\n",
    "panels show the electron density."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a15b86ec",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:41.974671Z",
     "iopub.status.busy": "2026-10-25T17:26:41.974588Z",
     "iopub.status.idle": "2026-10-25T17:26:42.330400Z",
     "shell.execute_reply": "2026-10-25T17:26:42.329905Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.56 V Thomas–Fermi: C1 =   38.8 meV, J =   319 A/cm^2, well sheet density 9.7e+08 cm^-2\n",
      "0.56 V Hartree     : C1 =   65.5 meV, J =   399 A/cm^2, well sheet density 1.9e+11 cm^-2\n",
      "0.64 V Thomas–Fermi: C1 =   23.0 meV, J =   301 A/cm^2, well sheet density 5.6e+08 cm^-2\n",
      "0.64 V Hartree     : C1 =   53.2 meV, J =   521 A/cm^2, well sheet density 2.1e+11 cm^-2\n",
      "0.80 V Thomas–Fermi: C1 =   -6.8 meV, J =   322 A/cm^2, well sheet density 1.8e+08 cm^-2\n",
      "0.80 V Hartree     : C1 =  -13.7 meV, J =   508 A/cm^2, well sheet density 3.9e+10 cm^-2\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1320x660 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def c1(device, u, bl, br):\n",
    "    \"\"\"Energy and width of the central resonance: the narrowest state located between the barriers.\"\"\"\n",
    "    r = nemo.resonances(device, potential=u, emax=0.35, reservoir=RES)\n",
    "    m = (r[\"x0\"] > XB1 + bl - 1) & (r[\"x0\"] < XB1 + bl + 6) & (r[\"width\"] < 5e-3)\n",
    "    return (r[\"energy\"][m][0], r[\"width\"][m][0]) if m.any() else (np.nan, np.nan)\n",
    "\n",
    "\n",
    "f = runs[\"forward\"]\n",
    "d, x = f[\"d\"], f[\"d\"].x\n",
    "kp = int(np.argmin(abs(V - peaks[\"forward\", \"ha\"][0])))\n",
    "show = [V[kp] - 0.08, V[kp], 0.80]\n",
    "fig, axs = plt.subplots(2, 3, figsize=(12, 6), sharex=True, sharey=\"row\")\n",
    "for j, v in enumerate(show):\n",
    "    i = int(np.argmin(abs(V - v)))\n",
    "    for model, color, lab in ((\"tf\", style.REFERENCE, \"Thomas–Fermi\"), (\"ha\", style.OPEN_NEMO, \"Hartree\")):\n",
    "        u = f[model][\"potential\"][i]\n",
    "        e, w = c1(d, u, 5.0, 7.0)\n",
    "        axs[0, j].plot(x, d.band_edge + u, color=color, lw=1.8, label=lab)\n",
    "        axs[0, j].hlines(e, XB1 + 5, XB1 + 10, color=color, lw=2.5)\n",
    "        axs[1, j].semilogy(x, f[model][\"electron_density\"][i], color=color, lw=1.5)\n",
    "        print(\n",
    "            f\"{V[i]:.2f} V {lab:12s}: C1 = {e * 1e3:6.1f} meV, J = {f[model]['current_density'][i]:5.0f} \"\n",
    "            \"A/cm^2, \"\n",
    "            f\"well sheet density {f[model]['electron_density'][i][f['well']].sum() * 0.25e-7:.1e} cm^-2\"\n",
    "        )\n",
    "    axs[0, j].axhline(EF, color=style.CONTEXT, ls=\":\", lw=1)\n",
    "    axs[0, j].set(title=f\"forward, {V[i]:.2f} V\", xlim=(55, 115), ylim=(-0.45, 0.45))\n",
    "    axs[1, j].set(xlabel=\"Position (nm)\", ylim=(1e14, 3e19))\n",
    "axs[0, 0].set_ylabel(\"Energy (eV)\")\n",
    "axs[1, 0].set_ylabel(\"$n$ (cm$^{-3}$)\")\n",
    "axs[0, 0].legend(loc=\"lower left\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e8335fe9",
   "metadata": {},
   "source": [
    "At 0.56 V and at the peak (0.64 V) the Hartree well holds a sheet density of about $2\\times10^{11}$ cm$^{-2}$,\n",
    "more than two orders of magnitude above the semiclassical charge of the Thomas–Fermi model\n",
    "($10^{9}$ cm$^{-2}$ and less), which has no knowledge of the non-equilibrium filling. The Hartree conduction\n",
    "band inside the double barrier is bent upward and C1 sits about 27–30 meV above its Thomas–Fermi position.\n",
    "The emitter accumulation layer in front of the first barrier is smaller in the Hartree model, so less bias\n",
    "drops across the emitter side and more across the collector side, which raises the current. At 0.80 V C1\n",
    "has fallen to the emitter band bottom, the well charge is down by a factor of five to\n",
    "$3.9\\times10^{10}$ cm$^{-2}$, and the two potentials nearly coincide."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ad79a399",
   "metadata": {},
   "source": [
    "![Slide 6: band diagrams and charge distributions at 0.6, 0.7 and 0.8 V in forward bias](attachment:slide_006.png)\n",
    "\n",
    "*Slide 6. The lecture's forward-bias band diagrams and charge densities at 0.6 V (charge accumulation, non-linear\n",
    "potential inside the RTD), 0.7 V (the central resonance has emptied) and 0.8 V (empty resonance; Hartree and\n",
    "Thomas–Fermi potentials compared).*"
   ],
   "attachments": {
    "slide_006.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "f1c53f0c",
   "metadata": {},
   "source": [
    "## 5. Resonance traces: push-back in forward bias, linear motion in reverse bias\n",
    "\n",
    "Tracing C1 and the bottom of the emitter notch (the lowest conduction-band energy in front of the emitter\n",
    "barrier) against bias shows the push-back directly. Energies are measured from the emitter contact band\n",
    "edge; the dotted line is the emitter Fermi level."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "9bda32c5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:42.331537Z",
     "iopub.status.busy": "2026-10-25T17:26:42.331445Z",
     "iopub.status.idle": "2026-10-25T17:26:44.680112Z",
     "shell.execute_reply": "2026-10-25T17:26:44.679659Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "forward  tf: dC1/dV below 0.3 V = -0.338 eV/V, C1 below the emitter Fermi level from 0.56 V\n",
      "forward  ha: dC1/dV below 0.3 V = -0.302 eV/V, C1 below the emitter Fermi level from 0.66 V\n",
      "reverse  tf: dC1/dV below 0.3 V = -0.370 eV/V, C1 below the emitter Fermi level from 0.48 V\n",
      "reverse  ha: dC1/dV below 0.3 V = -0.373 eV/V, C1 below the emitter Fermi level from 0.44 V\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "VT = V\n",
    "traces = {}\n",
    "for name, r in runs.items():\n",
    "    d, bl, br = r[\"d\"], r[\"bl\"], r[\"br\"]\n",
    "    notch = (d.x > XB1 - 20) & (d.x < XB1)\n",
    "    for model in (\"tf\", \"ha\"):\n",
    "        idx = [int(np.argmin(abs(V - v))) for v in VT]\n",
    "        traces[name, model] = dict(\n",
    "            c1=np.array([c1(d, r[model][\"potential\"][i], bl, br) for i in idx]),\n",
    "            bottom=np.array([(d.band_edge + r[model][\"potential\"][i])[notch].min() for i in idx]),\n",
    "        )\n",
    "\n",
    "fig, axs = plt.subplots(1, 2, figsize=(11, 4), sharey=True)\n",
    "for ax, name in zip(axs, runs):\n",
    "    for model, color, lab in ((\"tf\", style.REFERENCE, \"Thomas–Fermi\"), (\"ha\", style.OPEN_NEMO, \"Hartree\")):\n",
    "        t = traces[name, model]\n",
    "        ax.plot(VT, t[\"c1\"][:, 0], \"o-\", ms=3, color=color, label=f\"C1, {lab}\")\n",
    "        ax.plot(VT, t[\"bottom\"], \"--\", color=color, label=f\"emitter bottom, {lab}\")\n",
    "    ax.axhline(EF, color=style.CONTEXT, ls=\":\")\n",
    "    ax.set(xlabel=\"Bias (V)\", title=f\"{name} bias\", ylim=(-0.12, 0.22))\n",
    "axs[0].set_ylabel(\"Energy (eV)\")\n",
    "axs[0].legend(fontsize=8)\n",
    "\n",
    "for name in runs:\n",
    "    for model in (\"tf\", \"ha\"):\n",
    "        e = traces[name, model][\"c1\"][:, 0]\n",
    "        ok = VT <= 0.3\n",
    "        slope = np.polyfit(VT[ok], e[ok], 1)[0]\n",
    "        cross = VT[np.argmax(e < EF)]\n",
    "        print(\n",
    "            f\"{name:8s} {model}: dC1/dV below 0.3 V = {slope:.3f} eV/V, C1 below the emitter Fermi level \"\n",
    "            f\"from {cross:.2f} V\"\n",
    "        )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "63e536ac",
   "metadata": {},
   "source": [
    "In reverse bias the Thomas–Fermi and Hartree traces almost coincide and both fall nearly linearly, at\n",
    "$-0.37$ eV/V; C1 passes the emitter Fermi level at 0.44–0.48 V. In forward bias the Hartree C1 starts with a\n",
    "similar slope ($-0.30$ eV/V against $-0.34$ eV/V below 0.3 V), but as the well fills it falls more and more\n",
    "slowly while the Thomas–Fermi C1 keeps falling: the Hartree C1 reaches the emitter Fermi level only at 0.66 V,\n",
    "0.10 V later than the Thomas–Fermi one, and then drops abruptly as the well empties. The small step of the\n",
    "Thomas–Fermi trace near 0.4 V is an anticrossing of C1 with a state of the emitter notch. The emitter band bottom moves differently in the two\n",
    "models as well; the charge piled up in the well acts on the potential over a long range, including the\n",
    "emitter."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d7ee7c5c",
   "metadata": {},
   "source": [
    "![Slide 5: resonance energy traces and I–V in forward bias, Thomas–Fermi against Hartree](attachment:slide_005.png)\n",
    "\n",
    "*Slide 5. Forward bias in the lecture: (a) the central resonance C1 resists being pulled down and floats in the\n",
    "Fermi sea in the Hartree model; (b) the Hartree I–V is stretched out in voltage, quite linear, with a high\n",
    "valley current and a rapid turn-on after the valley.*"
   ],
   "attachments": {
    "slide_005.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "ac8cd201",
   "metadata": {},
   "source": [
    "The lecture also compares the forward and reverse band edges at the same bias: in forward bias the potential\n",
    "of the whole double barrier sits higher, because the accumulated charge counteracts the pull of the\n",
    "collector. With the emitter on the left in both cases, the same comparison here is:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "55bb1efd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:44.681237Z",
     "iopub.status.busy": "2026-10-25T17:26:44.681142Z",
     "iopub.status.idle": "2026-10-25T17:26:44.774674Z",
     "shell.execute_reply": "2026-10-25T17:26:44.774257Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "C1 at 0.40 V: forward 83.8 meV, reverse 50.5 meV, difference 33 meV\n",
      "reverse bias with the same C1 energy: 0.28 V, i.e. 0.12 V less; lever (bias per C1 energy) 3.6 V/eV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 770x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "v0 = 0.40\n",
    "i0 = int(np.argmin(abs(V - v0)))\n",
    "fig, ax = plt.subplots(figsize=(7, 4))\n",
    "for name, color in ((\"forward\", style.OPEN_NEMO), (\"reverse\", style.CONTEXT)):\n",
    "    r = runs[name]\n",
    "    ax.plot(\n",
    "        r[\"d\"].x, r[\"d\"].band_edge + r[\"ha\"][\"potential\"][i0], color=color, lw=1.8, label=f\"{name} (Hartree)\"\n",
    "    )\n",
    "    e, w = c1(r[\"d\"], r[\"ha\"][\"potential\"][i0], r[\"bl\"], r[\"br\"])\n",
    "    ax.hlines(e, XB1 + r[\"bl\"], XB1 + r[\"bl\"] + 5, color=color, lw=2.5)\n",
    "ax.set(\n",
    "    xlabel=\"Position (nm)\",\n",
    "    ylabel=\"Energy (eV)\",\n",
    "    xlim=(55, 120),\n",
    "    ylim=(-0.45, 0.45),\n",
    "    title=f\"Hartree conduction band at {v0:.2f} V\",\n",
    ")\n",
    "ax.legend()\n",
    "\n",
    "ef = traces[\"forward\", \"ha\"][\"c1\"][:, 0]\n",
    "er = traces[\"reverse\", \"ha\"][\"c1\"][:, 0]\n",
    "k0 = int(np.argmin(abs(VT - v0)))\n",
    "v_match = np.interp(-ef[k0], -er, VT)  # reverse bias that puts C1 where forward C1 is at v0\n",
    "print(\n",
    "    f\"C1 at {v0:.2f} V: forward {ef[k0] * 1e3:.1f} meV, reverse {er[k0] * 1e3:.1f} meV, \"\n",
    "    f\"difference {(ef[k0] - er[k0]) * 1e3:.0f} meV\"\n",
    ")\n",
    "print(\n",
    "    f\"reverse bias with the same C1 energy: {v_match:.2f} V, i.e. {v0 - v_match:.2f} V less; \"\n",
    "    f\"lever (bias per C1 energy) {(v0 - v_match) / (ef[k0] - er[k0]):.1f} V/eV\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "57479207",
   "metadata": {},
   "source": [
    "At 0.40 V the forward-bias C1 is 33 meV higher than the reverse-bias one, and the reverse structure needs\n",
    "0.12 V less bias to put C1 at the same energy. The ratio, 3.6 V/eV, shows that only a fraction of the applied\n",
    "bias (about a quarter here) drops between the emitter and the well. The lecture quotes 100 meV for 0.24 V in\n",
    "its InGaAs device, a lever of 2.4 V/eV.\n",
    "\n",
    "## 6. Current and sheet charge on a log scale\n",
    "\n",
    "The lecture's last calculation plots the current and the sheet charge in the well on a log scale in both\n",
    "directions. If $I = (e/\\hbar)\\Gamma_R n$ held with a fixed $\\Gamma_R$, the two curves would have the same shape.\n",
    "The sheet density $n_s$ is the electron density integrated over the 5 nm well. The ratio $J/(e\\, n_s)$ is an\n",
    "effective escape rate $1/\\tau_\\text{out}$; $\\hbar/\\tau_\\text{out}$ is the corresponding energy, which can be\n",
    "compared with the zero-bias partial width of the collector barrier from section 1."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "8b9cabb4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:44.775717Z",
     "iopub.status.busy": "2026-10-25T17:26:44.775648Z",
     "iopub.status.idle": "2026-10-25T17:26:44.928035Z",
     "shell.execute_reply": "2026-10-25T17:26:44.927596Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "forward  0.0 V: n_s = 2.12e+09 cm^-2 (equilibrium)\n",
      "forward  0.1 V: J =     7.2 A/cm^2, n_s = 9.35e+09 cm^-2, hbar/tau_out =    3.16 ueV (  1.4 x zero-bias Gamma_collector)\n",
      "forward  0.3 V: J =    73.7 A/cm^2, n_s = 5.77e+10 cm^-2, hbar/tau_out =    5.25 ueV (  2.3 x zero-bias Gamma_collector)\n",
      "forward  0.5 V: J =   285.4 A/cm^2, n_s = 1.49e+11 cm^-2, hbar/tau_out =    7.86 ueV (  3.5 x zero-bias Gamma_collector)\n",
      "forward  0.7 V: J =   440.9 A/cm^2, n_s = 1.25e+11 cm^-2, hbar/tau_out =   14.44 ueV (  6.5 x zero-bias Gamma_collector)\n",
      "reverse  0.0 V: n_s = 2.12e+09 cm^-2 (equilibrium)\n",
      "reverse  0.1 V: J =     5.5 A/cm^2, n_s = 6.64e+08 cm^-2, hbar/tau_out =   33.98 ueV (  0.7 x zero-bias Gamma_collector)\n",
      "reverse  0.3 V: J =    43.4 A/cm^2, n_s = 2.06e+09 cm^-2, hbar/tau_out =   86.66 ueV (  1.9 x zero-bias Gamma_collector)\n",
      "reverse  0.5 V: J =    36.9 A/cm^2, n_s = 4.96e+08 cm^-2, hbar/tau_out =  305.72 ueV (  6.6 x zero-bias Gamma_collector)\n",
      "reverse  0.7 V: J =   100.0 A/cm^2, n_s = 4.41e+07 cm^-2, hbar/tau_out = 9311.88 ueV (199.7 x zero-bias Gamma_collector)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 770x715 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "HBAR_EVS, Q = 6.582e-16, 1.602e-19\n",
    "fig, axs = plt.subplots(2, 1, figsize=(7, 6.5), sharex=True)\n",
    "for name, color in ((\"forward\", style.OPEN_NEMO), (\"reverse\", style.CONTEXT)):\n",
    "    r = runs[name]\n",
    "    J = r[\"ha\"][\"current_density\"]\n",
    "    ns = r[\"ha\"][\"electron_density\"][:, r[\"well\"]].sum(axis=1) * 0.25e-7\n",
    "    r[\"ns\"] = ns\n",
    "    axs[0].semilogy(V[1:], J[1:], color=color, lw=2, label=name)\n",
    "    axs[1].semilogy(V, ns, color=color, lw=2, label=name)\n",
    "    g_out = HBAR_EVS * J / (Q * np.maximum(ns, 1.0))\n",
    "    g0 = G7 if name == \"forward\" else G5\n",
    "    print(f\"{name:8s} 0.0 V: n_s = {ns[0]:.2e} cm^-2 (equilibrium)\")\n",
    "    for v in (0.1, 0.3, 0.5, 0.7):\n",
    "        i = int(np.argmin(abs(V - v)))\n",
    "        print(\n",
    "            f\"{name:8s} {v:.1f} V: J = {J[i]:7.1f} A/cm^2, n_s = {ns[i]:.2e} cm^-2, \"\n",
    "            f\"hbar/tau_out = {g_out[i] * 1e6:7.2f} ueV ({g_out[i] / g0:5.1f} x zero-bias Gamma_collector)\"\n",
    "        )\n",
    "axs[0].set_ylabel(\"$J$ (A/cm$^2$)\")\n",
    "axs[1].set(xlabel=\"Bias (V)\", ylabel=\"$n_s$ in the well (cm$^{-2}$)\")\n",
    "axs[0].legend();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bafe5d42",
   "metadata": {},
   "source": [
    "In forward bias the sheet density rises from its equilibrium value of $2.1\\times10^{9}$ cm$^{-2}$ by two\n",
    "orders of magnitude up to the current peak, which is charge accumulation; in reverse bias it drops below the\n",
    "equilibrium value, apart from a bump at the peak, and falls to $4\\times10^{7}$ cm$^{-2}$ at 0.7 V, which is\n",
    "charge depletion. The shapes of the current and charge curves are different, so the escape energy\n",
    "$\\hbar/\\tau_\\text{out}$ changes with bias: in forward bias from 1.4 to 6.5 times the zero-bias partial\n",
    "width of the 7 nm barrier between 0.1 and 0.7 V, because the bias lowers the collector barrier as seen from\n",
    "the resonance. In reverse bias it grows by a factor of almost 300 between 0.1 and 0.7 V: once C1 is below\n",
    "the emitter band bottom the little current that flows is no longer carried by C1, and the ratio stops being\n",
    "a property of one level at all. The partial widths $\\Gamma$ are strong functions of bias, which is why the lecture warns against\n",
    "using analytic formulas with fixed rates."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a8e43fe",
   "metadata": {},
   "source": [
    "![Slide 18: log current and sheet charge in the well in forward and reverse bias](attachment:slide_018.png)\n",
    "\n",
    "*Slide 18. (a) Current on a log scale and (b) sheet charge inside the RTD on a log scale in forward and reverse\n",
    "bias. Forward bias shows charge accumulation, reverse bias charge depletion; the different shapes of the\n",
    "current and charge curves show that $I = \\Gamma_R n$ with a constant $\\Gamma_R$ is not valid.*"
   ],
   "attachments": {
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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "6f2d43b0",
   "metadata": {},
   "source": [
    "## 7. Experiment: systematically asymmetric devices\n",
    "\n",
    "The asymmetric RTD was not an academic exercise. At the 1997 Device Research Conference (DRC 97) the NEMO\n",
    "team and Texas Instruments presented InGaAs/InAlAs RTDs with four nominally identical stacks, grown with\n",
    "systematic variations: spacer lengths of 20, 58, 117 and 200 Å around a 47/47/47 Å barrier/well/barrier,\n",
    "well widths of 29, 35 and 47 Å, and a set in which the collector barrier was 9, 10 and 11 monolayers thick.\n",
    "With increasing structural asymmetry the measured peak bias and peak current became increasingly different\n",
    "in forward and reverse bias, and NEMO reproduced the trends. The comparison was precise enough that the\n",
    "modelling could tell the growers that their layers were one or two monolayers off."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1555f7c",
   "metadata": {},
   "source": [
    "![Slide 16: DRC 97 systematic test of asymmetric InGaAs/InAlAs RTDs](attachment:slide_016.png)\n",
    "\n",
    "*Slide 16. DRC 97: measured forward and reverse I–V curves and NEMO simulations of three devices whose collector\n",
    "barriers were grown 9, 10 and 11 monolayers thick. Increasing asymmetry increases the asymmetry of the peak\n",
    "bias and of the peak current.*"
   ],
   "attachments": {
    "slide_016.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "c917ba47",
   "metadata": {},
   "source": [
    "The same experiment can be repeated numerically with the GaAs device: keep the 5 nm emitter barrier and\n",
    "change the collector barrier from 5 nm (symmetric) to 6 nm and 7 nm (the device above). Each Hartree I–V is\n",
    "computed in both directions on the same 0.02 V grid."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "ba02c5ab",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:44.929104Z",
     "iopub.status.busy": "2026-10-25T17:26:44.929032Z",
     "iopub.status.idle": "2026-10-25T17:26:59.591636Z",
     "shell.execute_reply": "2026-10-25T17:26:59.591180Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "collector barrier 5 nm: forward peak  1893 A/cm^2 at 0.46 V, reverse  1893 A/cm^2 at 0.46 V; peak-bias ratio 1.00, peak-current ratio 1.0\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "collector barrier 6 nm: forward peak  1052 A/cm^2 at 0.54 V, reverse   437 A/cm^2 at 0.38 V; peak-bias ratio 1.42, peak-current ratio 2.4\n",
      "collector barrier 7 nm: forward peak   521 A/cm^2 at 0.64 V, reverse    92 A/cm^2 at 0.34 V; peak-bias ratio 1.88, peak-current ratio 5.7\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1320x396 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "VE = V\n",
    "fig, axs = plt.subplots(1, 3, figsize=(12, 3.6), sharey=True)\n",
    "for ax, br in zip(axs, (5.0, 6.0, 7.0)):\n",
    "    res = {}\n",
    "    for name, (b1, b2) in ((\"forward\", (5.0, br)), (\"reverse\", (br, 5.0))):\n",
    "        if br == 7.0:\n",
    "            J = runs[name][\"ha\"][\"current_density\"]\n",
    "        else:\n",
    "            J = nemo.hartree_iv(make_rtd(b1, b2), VE, T, quantum_charge=(-200, 200))[\"current_density\"]\n",
    "        k = first_peak(J)\n",
    "        res[name] = (VE[k], J[k])\n",
    "        ax.plot(VE, J, color=style.OPEN_NEMO if name == \"forward\" else style.CONTEXT, lw=2, label=name)\n",
    "    (vf, jf), (vr, jr) = res[\"forward\"], res[\"reverse\"]\n",
    "    print(\n",
    "        f\"collector barrier {br:.0f} nm: forward peak {jf:5.0f} A/cm^2 at {vf:.2f} V, reverse {jr:5.0f} \"\n",
    "        \"A/cm^2 at \"\n",
    "        f\"{vr:.2f} V; peak-bias ratio {vf / vr:.2f}, peak-current ratio {jf / jr:.1f}\"\n",
    "    )\n",
    "    ax.set(xlabel=\"Bias (V)\", title=f\"5 nm / {br:.0f} nm barriers\")\n",
    "axs[0].set_ylabel(\"Current density (A/cm$^2$)\")\n",
    "axs[0].legend();"
   ]
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    "As in the DRC 97 devices, the asymmetry of both the peak bias and the peak current grows steadily with the\n",
    "thickness difference of the barriers. Since one nanometre is about three and a half monolayers of\n",
    "Al$_{0.3}$Ga$_{0.7}$As, a deviation of a single monolayer produces a measurable change, which is why the\n",
    "I–V curves could be used to check the growth.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- In a sequential picture with partial widths $\\Gamma_L$ and $\\Gamma_R$, the occupation of the well is\n",
    "  $n = \\Gamma_L/(\\Gamma_L + \\Gamma_R)$: close to 1 when the emitter barrier is thinner, close to 0 when it is\n",
    "  thicker. Two nanometres of AlGaAs change $\\Gamma$ by more than an order of magnitude.\n",
    "- Forward bias (5 nm emitter barrier): the well accumulates a sheet charge of order $10^{11}$ cm$^{-2}$, the\n",
    "  electrostatic push-back keeps C1 up, and the Hartree I–V peak moves to a much higher voltage and current\n",
    "  than the Thomas–Fermi one, with a higher valley current.\n",
    "- Reverse bias (7 nm emitter barrier): the well is nearly empty, resonances move linearly with bias, the\n",
    "  Thomas–Fermi and Hartree models nearly agree, and the peak is at a smaller voltage with a much smaller\n",
    "  current.\n",
    "- The current and the well charge have different bias dependences, so the effective tunneling rates are strong\n",
    "  functions of bias; analytic formulas with constant rates must be used with caution.\n",
    "- Systematic barrier asymmetry produces a systematic forward/reverse asymmetry of the I–V, the effect used in\n",
    "  the DRC 97 experiments to verify the modelling and the growth.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Use `gamma_single` to compute $\\Gamma$ for barriers from 3 to 8 nm and fit $\\ln\\Gamma$ against the\n",
    "   thickness. Compare the decay constant with $2\\kappa$, $\\kappa = \\sqrt{2 m^* (E_b - E)}/\\hbar$, at the C1\n",
    "   energy, and explain the difference.\n",
    "2. Repeat the forward/reverse comparison with the Thomas–Fermi model only and with `relaxation=None`\n",
    "   (ballistic). Which features of the asymmetry survive without the quantum charge in the loop?\n",
    "3. Change the well of the 5 nm / 7 nm device to 4 nm and 6 nm. How do the forward Hartree peak voltage and\n",
    "   the peak sheet density change, and why?\n",
    "4. Make the emitter spacer 20 nm while keeping the collector spacer at 50 nm, with symmetric 5 nm barriers.\n",
    "   Is the I–V asymmetric? Compare the size of the effect with that of a 1 nm barrier asymmetry.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 11.4: Hartree self-consistency](11_4_hartree_self_consistency.ipynb)\n",
    "- [Lecture 12: the recursive Green function algorithm](12_0_recursive_green_function.ipynb)\n",
    "- [Sequential tunneling and rate equations](../05_introduction_to_transport/10_2_sequential_tunneling_rate_equations.ipynb)\n",
    "- [Sequential against coherent transport](../05_introduction_to_transport/10_4_sequential_vs_coherent.ipynb)\n",
    "- [RTD tutorial: Thomas–Fermi and Hartree I–V](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_03_rtd_tutorial.ipynb)\n",
    "- [Bowen et al. 1997: quantitative RTD simulation](../../book/15_benchmarks/15_08_literature/15_08_03_heterostructures_and_rtds/15_08_03_03_bowen1997_rtd.ipynb)\n",
    "- Lecture slides 3–19, in particular slides 14–17 (the DRC 97 devices) and slide 19 (key messages).\n",
    "- G. Klimeck, R. C. Bowen, T. B. Boykin, C. Salazar-Lazaro, T. A. Cwik and A. Stoica, Superlattices and\n",
    "  Microstructures **27**, 77 (2000).\n",
    "- R. C. Bowen, G. Klimeck, R. Lake, W. R. Frensley and T. Moise, J. Appl. Phys. **81**, 3207 (1997)."
   ]
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