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   "source": [
    "# Lecture 1.2: Basic device operation — raising 1,000 questions\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45003](https://nanohub.org/resources/45003) — [video](https://nanohub.org/resources/45011) · [slides](https://nanohub.org/resources/45033)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the textbook picture of a MOSFET: n⁺ source and drain, a p channel, an oxide and a metal gate\n",
    "- the conduction band along the channel, a barrier that the gate voltage raises and lowers\n",
    "- $\\log I_d$ against $V_g$: the threshold, and a subthreshold swing $S \\geq 60$ mV/dec\n",
    "- \"a picture speaks 1000 words — these pictures should inspire 1000 questions\": conduction band,\n",
    "  doping, density of states, Fermi distribution, 60 mV/dec; materials, crystal structure, geometry,\n",
    "  confinement and tunneling, strain; valence band, light, electron–electron and electron–phonon\n",
    "  interactions\n",
    "- the learning outcomes: explain the working principles and physical processes of these devices,\n",
    "  and relate their performance to materials and design\n",
    "\n",
    "**In this notebook** we turn the slide pictures into calculations. A one-dimensional\n",
    "effective-mass model of the channel (a barrier whose height the gate sets, ballistic transmission\n",
    "from open-nemo's `Transport`, the Landauer current) reproduces the band diagram and the\n",
    "$\\log I_d$–$V_g$ curve, shows where the 60 mV/dec comes from and when it breaks, and shows that\n",
    "tunneling through a short barrier spoils it. A self-consistent 2 nm silicon gate-all-around\n",
    "nanowire transistor then gives the same curve for a three-dimensional device, and a GaAs quantum\n",
    "well gives the photon energy of the optical transition on the last slide."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "f70358cb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:06.920015Z",
     "iopub.status.busy": "2026-10-24T22:26:06.919777Z",
     "iopub.status.idle": "2026-10-24T22:26:07.380755Z",
     "shell.execute_reply": "2026-10-24T22:26:07.380390Z"
    }
   },
   "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",
    "from scipy.linalg import eigh_tridiagonal\n",
    "from opennemo.structures.materials import EffectiveMassMaterial, effective_mass\n",
    "\n",
    "KB = nemo.core.units.KB            # Boltzmann constant (eV/K)\n",
    "H2M0 = nemo.core.units.HBAR2_2M0   # ħ²/2m₀ (eV nm²)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5638cfa1",
   "metadata": {},
   "source": [
    "## 1. The transistor as a gate-controlled barrier\n",
    "\n",
    "The slide draws a planar MOSFET: two heavily doped n⁺ regions (source S and drain D) on either\n",
    "side of a p-type channel, covered by a thin oxide and a metal gate. Electrons enter from the\n",
    "source, cross the channel and leave through the drain. Along the channel the conduction band forms\n",
    "a barrier: the n⁺ source and drain have their band edge near the Fermi level, the p region pushes\n",
    "it up. A positive gate voltage $V_g$ pulls the barrier down (the colored curves, from red to\n",
    "blue), a drain voltage lowers the drain side. The electrons in the source (the colored circles)\n",
    "that are above the barrier top pass; the others are reflected.\n",
    "\n",
    "![Slide 4: fundamental transistor operation](attachment:slide_004.png)\n",
    "\n",
    "*Slide 4: the MOSFET, its conduction band along the channel for increasing gate voltage, and\n",
    "$\\log I_d$ against $V_g$ with the threshold and the swing $S \\geq 60$ mV/dec.*\n",
    "\n",
    "The simplest model that keeps this physics is one-dimensional. The channel is a stretch of\n",
    "silicon, described by an effective mass $m^* = 0.19\\,m_0$ (the transverse mass of the Δ valleys\n",
    "whose light direction lies along the channel). Its band edge $E_c(x)$ is given by hand: 10 nm of\n",
    "source at $E_c = 0$, a channel of length $L_g$ whose top sits at\n",
    "$E_{top} = E_{top,0} - \\alpha V_g$, and 10 nm of drain at $E_c = -V_d$, joined by smooth steps\n",
    "1 nm wide. $\\alpha \\leq 1$ is the gate coupling, the fraction of the gate voltage that reaches the\n",
    "channel. The source Fermi level is $\\mu_S = 50$ meV above its band edge and the drain's is\n",
    "$\\mu_D = \\mu_S - qV_d$. Electrons cross ballistically, with the transmission $T(E)$ that\n",
    "open-nemo computes for this potential, and the current of the single transverse mode is the\n",
    "Landauer integral\n",
    "\n",
    "$$I = \\frac{2q}{h}\\int T(E)\\,\\left[f_S(E) - f_D(E)\\right]\\,dE .$$\n",
    "\n",
    "No electrostatics is solved here: the barrier is imposed. Section 4 adds it."
   ],
   "attachments": {
    "slide_004.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e0acc1ba",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:07.382230Z",
     "iopub.status.busy": "2026-10-24T22:26:07.382120Z",
     "iopub.status.idle": "2026-10-24T22:26:07.775927Z",
     "shell.execute_reply": "2026-10-24T22:26:07.775385Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "I_d at V_g = 0: 1.79e-12 A;  at 0.5 V: 3.72e-06 A;  ratio 2.1e+06\n",
      "subthreshold swing: 59.3 mV/dec;  kT ln(10)/q at 300 K = 59.5 mV/dec\n",
      "one-mode ceiling (2q/h) kT ln(1 + exp(mu_S/kT)) = 4.14e-06 A\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "si = EffectiveMassMaterial(\"Si, Δ valley (m_t along the channel)\", mass=0.19, eps_r=11.9)\n",
    "LSD, DX, MU, VD, TOP0 = 10.0, 0.2, 0.05, 0.3, 0.4   # nm, nm, eV, V, eV\n",
    "\n",
    "\n",
    "def step(z):\n",
    "    return 0.5 * (1.0 + np.tanh(z))\n",
    "\n",
    "\n",
    "def band_edge(x, lg, top, vd, w=1.0):\n",
    "    # E_c(x): source at 0, a channel barrier of height `top` and length lg, drain at -vd (eV)\n",
    "    x1, x2 = LSD, LSD + lg\n",
    "    return top * (step((x - x1) / w) - step((x - x2) / w)) - vd * step((x - x2) / w)\n",
    "\n",
    "\n",
    "def channel(lg):\n",
    "    return nemo.Heterostructure1D([nemo.Layer(si, 2 * LSD + lg)], spacing=DX)\n",
    "\n",
    "\n",
    "def id_vg(lg, vg, alpha=1.0, vd=VD, temp=300.0):\n",
    "    # ballistic drain current (A) of one transverse mode at each gate voltage\n",
    "    dev = channel(lg)\n",
    "    tr, kt, current = nemo.Transport(dev.hamiltonian), KB * temp, []\n",
    "    for v in vg:\n",
    "        top = TOP0 - alpha * v\n",
    "        u = band_edge(dev.x, lg, top, vd)\n",
    "        e = np.linspace(-vd + 1e-3, max(top, MU) + 25 * kt, 800)\n",
    "        current.append(nemo.landauer_current(e, tr.transmission(e, potential=u), MU, MU - vd, temp))\n",
    "    return np.array(current)\n",
    "\n",
    "\n",
    "def swing(vg, current, n=6):\n",
    "    # subthreshold swing (mV/dec) from a straight-line fit of V_g against log10 I over the first n points\n",
    "    return 1e3 * np.polyfit(np.log10(current[:n]), vg[:n], 1)[0]\n",
    "\n",
    "\n",
    "vg = np.linspace(0.0, 0.5, 26)\n",
    "i30 = id_vg(30.0, vg)\n",
    "\n",
    "dev = channel(30.0)\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(11, 4))\n",
    "cols = style.sweep(6)\n",
    "for c, v in zip(cols, np.arange(0.0, 0.51, 0.1)):\n",
    "    ax1.plot(dev.x, band_edge(dev.x, 30.0, TOP0 - v, VD), color=c, label=f\"$V_g$ = {v:.1f} V\")\n",
    "ax1.axhline(MU, color=style.CONTEXT, ls=\"--\", lw=1)\n",
    "ax1.text(1, MU + 0.015, r\"$\\mu_S$\", fontsize=9)\n",
    "ax1.set(xlabel=\"position along the channel x (nm)\", ylabel=\"conduction band edge $E_c$ (eV)\")\n",
    "ax1.legend(fontsize=8)\n",
    "ax2.semilogy(vg, i30, color=style.OPEN_NEMO, label=\"open-nemo, $L_g$ = 30 nm\")\n",
    "ax2.semilogy(vg, i30[0] * 10 ** (vg / (KB * 300 * np.log(10))), color=style.REFERENCE, ls=\"--\",\n",
    "             lw=1, label=\"60 mV/dec (kT ln10 / q)\")\n",
    "ax2.set(xlabel=\"gate voltage $V_g$ (V)\", ylabel=\"drain current $I_d$ (A)\", ylim=(1e-13, 1e-5))\n",
    "ax2.legend(fontsize=8)\n",
    "fig.tight_layout()\n",
    "print(f\"I_d at V_g = 0: {i30[0]:.2e} A;  at 0.5 V: {i30[-1]:.2e} A;  ratio {i30[-1] / i30[0]:.1e}\")\n",
    "print(f\"subthreshold swing: {swing(vg, i30):.1f} mV/dec;  kT ln(10)/q at 300 K = \"\n",
    "      f\"{1e3 * KB * 300 * np.log(10):.1f} mV/dec\")\n",
    "ceiling = nemo.core.units.G0 * KB * 300 * np.log1p(np.exp(MU / (KB * 300)))   # (2q/h) kT ln(1 + e^(mu/kT))\n",
    "print(f\"one-mode ceiling (2q/h) kT ln(1 + exp(mu_S/kT)) = {ceiling:.2e} A\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a07874d3",
   "metadata": {},
   "source": [
    "The left panel is the band diagram of the slide, computed. On the right the current rises in a\n",
    "straight line on the log scale, by six orders of magnitude between $V_g = 0$ and 0.4 V, then\n",
    "saturates once the barrier top drops below the source Fermi level: the threshold. The slope below\n",
    "threshold is 59.3 mV per decade; the dashed line is $k_BT\\ln 10/q = 59.5$ mV/dec. Above threshold\n",
    "the current, 3.7 µA at 0.5 V, approaches the ceiling of one ballistic mode,\n",
    "$(2q/h)\\,k_BT\\ln(1 + e^{\\mu_S/k_BT}) = 4.1$ µA, reached when every source electron moving toward\n",
    "the drain is transmitted (the remaining 10 % are reflected by the smooth steps of the band edge).\n",
    "\n",
    "## 2. Why 60 mV/dec: the Fermi tail\n",
    "\n",
    "The slide asks the questions behind this line: what is the density of states, what is the Fermi\n",
    "distribution, why 60 mV/dec? Below threshold the barrier top $E_{top}$ is many $k_BT$ above\n",
    "$\\mu_S$. Only the electrons in the tail of the Fermi function,\n",
    "$f(E) = 1/(1 + e^{(E-\\mu)/k_BT}) \\approx e^{-(E-\\mu)/k_BT}$, get over, and all of those that do\n",
    "pass. The current is therefore proportional to $e^{-(E_{top}-\\mu_S)/k_BT}$, and lowering the\n",
    "barrier by $\\alpha\\,\\Delta V_g$ multiplies it by $e^{\\alpha q\\Delta V_g/k_BT}$. One decade needs\n",
    "\n",
    "$$S = \\frac{dV_g}{d\\log_{10} I_d} = \\frac{1}{\\alpha}\\,\\frac{k_BT}{q}\\,\\ln 10\n",
    "\\;\\geq\\; 59.5\\ \\text{mV/dec at 300 K}.$$\n",
    "\n",
    "![Slide 5: the pictures should inspire 1000 questions](attachment:slide_005.png)\n",
    "\n",
    "*Slide 5: the density of states DOS(E) and the Fermi distribution $\\log f(E)$ next to the band\n",
    "diagram; the red dashed line marks the exponential subthreshold region.*\n",
    "\n",
    "The swing is a property of the electrons' thermal distribution, not of the transistor: no amount of\n",
    "engineering of a thermionic barrier makes it steeper than $k_BT\\ln10/q$. The calculation checks\n",
    "both factors, the temperature and the gate coupling:"
   ],
   "attachments": {
    "slide_005.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "ec0f2600",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:07.777055Z",
     "iopub.status.busy": "2026-10-24T22:26:07.776965Z",
     "iopub.status.idle": "2026-10-24T22:26:08.086542Z",
     "shell.execute_reply": "2026-10-24T22:26:08.086135Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " T (K)   S open-nemo (mV/dec)   kT ln10 / q (mV/dec)\n",
      "    77                15.3                  15.3\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   150                29.7                  29.8\n",
      "   300                59.3                  59.5\n",
      "   400                79.3                  79.4\n",
      "\n",
      "alpha   S open-nemo (mV/dec)   59.5 / alpha (mV/dec)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  1.0                59.3                  59.5\n",
      "  0.8                74.7                  74.4\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  0.6                99.1                  99.2\n"
     ]
    }
   ],
   "source": [
    "print(\" T (K)   S open-nemo (mV/dec)   kT ln10 / q (mV/dec)\")\n",
    "for temp in (77.0, 150.0, 300.0, 400.0):\n",
    "    s = swing(vg, id_vg(30.0, vg, temp=temp))\n",
    "    print(f\"{temp:6.0f}   {s:17.1f}   {1e3 * KB * temp * np.log(10):19.1f}\")\n",
    "print(\"\\nalpha   S open-nemo (mV/dec)   59.5 / alpha (mV/dec)\")\n",
    "for alpha in (1.0, 0.8, 0.6):\n",
    "    s = swing(vg, id_vg(30.0, vg, alpha=alpha))\n",
    "    print(f\"{alpha:5.1f}   {s:17.1f}   {1e3 * KB * 300 * np.log(10) / alpha:19.1f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "216aa075",
   "metadata": {},
   "source": [
    "The swing scales with temperature, 15.3 mV/dec at 77 K and 79.3 at 400 K, and with $1/\\alpha$:\n",
    "a gate that controls only 80 % of the channel potential gives 74.7 mV/dec. In a real planar MOSFET\n",
    "$\\alpha < 1$ because the gate shares control with the depletion charge underneath (the oxide and\n",
    "depletion capacitances form a divider), and this is one reason the industry moved to fins and\n",
    "nanowires, where the gate surrounds the channel.\n",
    "\n",
    "## 3. Confinement and tunneling: what a short channel does\n",
    "\n",
    "The next slide lists the questions that modern devices add: material choices, crystal structures,\n",
    "geometry, confinement and tunneling, strain. The tunneling question can be answered with the same\n",
    "model. When the channel is short, the barrier is thin near its top, and electrons below $E_{top}$\n",
    "tunnel through it. Their current does not follow the Fermi tail one-to-one with the barrier height,\n",
    "so the swing degrades."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "7909c340",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:08.087699Z",
     "iopub.status.busy": "2026-10-24T22:26:08.087623Z",
     "iopub.status.idle": "2026-10-24T22:26:08.495446Z",
     "shell.execute_reply": "2026-10-24T22:26:08.494949Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "L_g (nm)   S (mV/dec)   I_d(V_g = 0) (A)\n",
      "     30         59.3        1.79e-12\n",
      "     10         59.5        1.87e-12\n",
      "      7         62.4        3.41e-12\n",
      "      5         86.4        6.42e-11\n",
      "      4        109.2        5.90e-10\n",
      "      3        142.6        6.43e-09\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "L_g = 30 nm, V_g = 0: 0.0 % of the current flows below the barrier top\n",
      "L_g = 4 nm, V_g = 0: 99.7 % of the current flows below the barrier top\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lengths = (30.0, 10.0, 7.0, 5.0, 4.0, 3.0)\n",
    "curves = {lg: id_vg(lg, vg) for lg in lengths}\n",
    "print(\"L_g (nm)   S (mV/dec)   I_d(V_g = 0) (A)\")\n",
    "for lg, cur in curves.items():\n",
    "    print(f\"{lg:7.0f}   {swing(vg, cur):10.1f}   {cur[0]:13.2e}\")\n",
    "\n",
    "# energy-resolved current at V_g = 0: how much flows below the barrier top?\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(11, 4))\n",
    "for c, (lg, cur) in zip(style.sweep(len(lengths)), curves.items()):\n",
    "    ax1.semilogy(vg, cur, color=c, label=f\"$L_g$ = {lg:.0f} nm\")\n",
    "ax1.set(xlabel=\"gate voltage $V_g$ (V)\", ylabel=\"drain current $I_d$ (A)\", ylim=(1e-13, 1e-5))\n",
    "ax1.legend(fontsize=8)\n",
    "kt = KB * 300.0\n",
    "for c, lg in zip((style.sweep(2)[0], style.sweep(2)[1]), (30.0, 4.0)):\n",
    "    d = channel(lg)\n",
    "    e = np.linspace(-VD + 1e-3, TOP0 + 25 * kt, 4000)\n",
    "    t = nemo.Transport(d.hamiltonian).transmission(e, potential=band_edge(d.x, lg, TOP0, VD))\n",
    "    fs, fd = 1 / (1 + np.exp((e - MU) / kt)), 1 / (1 + np.exp((e - MU + VD) / kt))\n",
    "    spec = t * (fs - fd)\n",
    "    below = np.trapezoid(spec[e < TOP0], e[e < TOP0]) / np.trapezoid(spec, e)\n",
    "    ax2.semilogx(np.maximum(spec, 1e-14), e, color=c, label=f\"$L_g$ = {lg:.0f} nm\")\n",
    "    print(f\"L_g = {lg:.0f} nm, V_g = 0: {100 * below:.1f} % of the current flows below the barrier top\")\n",
    "ax2.axhline(TOP0, color=style.CONTEXT, ls=\"--\", lw=1)\n",
    "ax2.text(2e-14, TOP0 + 0.01, \"barrier top\", fontsize=8)\n",
    "ax2.set(xlabel=r\"$T(E)\\,[f_S - f_D]$\", ylabel=\"energy E (eV)\", xlim=(1e-14, 1), ylim=(-0.1, 0.65))\n",
    "ax2.legend(fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2cba8eb9",
   "metadata": {},
   "source": [
    "Down to 10 nm the swing stays at the thermal limit. At 7 nm it rises to 62 mV/dec, at 5 nm to\n",
    "86 mV/dec and at 3 nm to 143 mV/dec, and the off current at $V_g = 0$ grows by more than three\n",
    "orders of magnitude. The energy-resolved current on the right shows why: for the 30 nm channel\n",
    "essentially everything flows above the barrier top, for the 4 nm channel 99.7 % of the current\n",
    "tunnels through it. This source-to-drain tunneling sets one of the\n",
    "limits of scaling, and it cannot be described by a band diagram and a Fermi function alone: it\n",
    "needs quantum mechanics, and — as Lecture 1.3 argues — the right band structure inside the barrier.\n",
    "\n",
    "![Slide 7: modern devices are not planar but 3D](attachment:slide_007.png)\n",
    "\n",
    "*Slide 7: modern devices are three-dimensional. The animation shows the $I_d$–$V_g$\n",
    "characteristic and the electron density of a nanowire transistor at $V_d$ = 0.6 V.*\n",
    "\n",
    "## 4. A three-dimensional device: a gate-all-around nanowire\n",
    "\n",
    "The model above imposes the barrier. In a real transistor the barrier is set by electrostatics:\n",
    "the gate, the doping and the electrons themselves, through Poisson's equation. open-nemo's\n",
    "`GateAllAroundWire` solves this self-consistently for a silicon nanowire wrapped by its gate:\n",
    "a 2 nm diameter [100] wire, 1 nm of oxide, an 8 nm gate and 8 nm source and drain extensions doped\n",
    "$10^{20}$ cm⁻³, with the cross-section's subbands of two valley pairs (four each) carrying\n",
    "ballistic current along the wire (the mode-space approach of\n",
    "[the gate-all-around nanowire FET notebook](../../book/06_nanowire_transistors/06_01_wires_and_gate_geometries/06_01_02_gaa_nanowire_fet.ipynb)).\n",
    "Six gate voltages at $V_d$ = 0.5 V take about half a minute."
   ],
   "attachments": {
    "slide_007.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "d9dae1d8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:08.496543Z",
     "iopub.status.busy": "2026-10-24T22:26:08.496473Z",
     "iopub.status.idle": "2026-10-24T22:26:43.496306Z",
     "shell.execute_reply": "2026-10-24T22:26:43.495939Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "V_g (V)   I_d (A)     iterations\n",
      "  0.00    2.226e-12      5\n",
      "  0.10    9.056e-11      5\n",
      "  0.20    3.499e-09      4\n",
      "  0.30    1.056e-07      4\n",
      "  0.40    1.292e-06      5\n",
      "  0.50    5.078e-06     10\n",
      "swing between 0 and 0.1 V: 62.1 mV/dec, between 0.1 and 0.2 V: 63.0 mV/dec\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "wire = nemo.devices.nanowire.GateAllAroundWire(diameter=2.0, t_ox=1.0, gate_length=8.0,\n",
    "                                               sd_length=8.0, donors=1e20, orientation=100,\n",
    "                                               valleys=2, modes=4)\n",
    "vg_w = np.linspace(0.0, 0.5, 6)\n",
    "res = wire.solve(vg_w, drain_voltage=0.5)\n",
    "iw = np.asarray(res[\"current\"])\n",
    "print(\"V_g (V)   I_d (A)     iterations\")\n",
    "for v, i, n in zip(vg_w, iw, res[\"iterations\"]):\n",
    "    print(f\"{v:6.2f}   {i:10.3e}   {n:4d}\")\n",
    "print(f\"swing between 0 and 0.1 V: {1e3 * 0.1 / np.log10(iw[1] / iw[0]):.1f} mV/dec, \"\n",
    "      f\"between 0.1 and 0.2 V: {1e3 * 0.1 / np.log10(iw[2] / iw[1]):.1f} mV/dec\")\n",
    "\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(11, 4))\n",
    "for c, k in zip(style.sweep(len(vg_w)), range(len(vg_w))):\n",
    "    ax1.plot(res[\"z\"], res[\"subbands\"][k][0][0], color=c, label=f\"$V_g$ = {vg_w[k]:.1f} V\")\n",
    "ax1.axhline(0.0, color=style.CONTEXT, ls=\"--\", lw=1)\n",
    "ax1.set(xlabel=\"position along the wire z (nm)\", ylabel=\"lowest subband (eV, source $E_F$ = 0)\")\n",
    "ax1.legend(fontsize=8)\n",
    "ax2.semilogy(vg_w, iw, \"o-\", color=style.OPEN_NEMO, label=\"open-nemo, self-consistent\")\n",
    "ax2.semilogy(vg_w, iw[0] * 10 ** (vg_w / (KB * 300 * np.log(10))), color=style.REFERENCE, ls=\"--\",\n",
    "             lw=1, label=\"60 mV/dec\")\n",
    "ax2.set(xlabel=\"gate voltage $V_g$ (V)\", ylabel=\"drain current $I_d$ (A)\")\n",
    "ax2.legend(fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "426c9422",
   "metadata": {},
   "source": [
    "The self-consistent wire reproduces the textbook picture. The lowest subband along the wire (left)\n",
    "is the band diagram of slide 4: a barrier under the gate that the gate voltage pulls down, with the\n",
    "drain side 0.5 V lower. The current (right) rises from about 2 pA to 5 µA, close to the curve in the\n",
    "slide's animation, with a swing of 62 mV/dec between 0 and 0.1 V: the gate wrapped around a 2 nm\n",
    "wire controls the channel almost perfectly ($\\alpha \\approx 59.5/62.1 = 0.96$). Above 0.3 V the\n",
    "channel fills with electrons, their charge screens the gate, and the current bends over. Note that\n",
    "in a flat potential the lowest subband of this 2 nm wire lies 0.42 eV above the bulk band edge (see\n",
    "the nanowire notebook): confinement is not a small correction here.\n",
    "\n",
    "## 5. Beyond the transistor: optical interactions\n",
    "\n",
    "The last picture leaves the transistor. A thin GaAs layer between AlGaAs barriers confines\n",
    "electrons in the conduction band and holes in the valence band. An electron dropping from the first\n",
    "conduction-band level to the first valence-band level emits a photon of energy\n",
    "\n",
    "$$\\hbar\\omega = E_g + E_{e1} + E_{h1},$$\n",
    "\n",
    "where $E_{e1}$ and $E_{h1}$ are the confinement energies measured from the band edges. The questions\n",
    "the slide adds — the valence band, light emission and absorption, electron–electron and\n",
    "electron–phonon interactions — are all needed for lasers, LEDs and photodetectors.\n",
    "\n",
    "![Slide 8: beyond the transistor, optical interactions](attachment:slide_008.png)\n",
    "\n",
    "*Slide 8: an electron in the conduction band of a quantum well recombines with a hole in the\n",
    "valence band and emits a photon $\\hbar\\omega$; the list of questions grows.*\n",
    "\n",
    "The levels come from closed effective-mass boxes: the well between two 10 nm barriers, with the\n",
    "offsets of open-nemo's material registry for Al$_{0.3}$Ga$_{0.7}$As on GaAs, the electron masses of\n",
    "the two materials, and the heavy-hole mass along [001], $m_{hh} = m_0/(\\gamma_1 - 2\\gamma_2)$ from\n",
    "the GaAs Luttinger parameters (used in both layers, a simplification)."
   ],
   "attachments": {
    "slide_008.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "12785141",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:43.497967Z",
     "iopub.status.busy": "2026-10-24T22:26:43.497863Z",
     "iopub.status.idle": "2026-10-24T22:26:43.512575Z",
     "shell.execute_reply": "2026-10-24T22:26:43.512066Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "E_g(GaAs) = 1.4225 eV, ΔE_c = 0.259 eV, ΔE_v = 0.159 eV, m_e = 0.067/0.0919, m_hh = 0.350 m0\n",
      "\n",
      " L (nm)   E_e1 (meV)  [inf. well]   E_h1 (meV)  [inf. well]   ħω (eV)   λ (nm)\n",
      "     3       128.2  [  623.6]        47.6  [  119.5]     1.598      776\n",
      "     5        77.0  [  224.5]        23.9  [   43.0]     1.523      814\n",
      "     8        42.4  [   87.7]        11.5  [   16.8]     1.476      840\n",
      "    12        23.4  [   39.0]         5.8  [    7.5]     1.452      854\n",
      "    20        10.2  [   14.0]         2.3  [    2.7]     1.435      864\n",
      "bulk GaAs: 1.422 eV, 872 nm\n"
     ]
    }
   ],
   "source": [
    "props = nemo.structures.properties\n",
    "eg_w, eg_b = props.value(\"GaAs\", \"band_gap\"), props.value(\"AlGaAs\", \"band_gap\", x=0.3)\n",
    "dev_v = props.value(\"AlGaAs\", \"valence_band_offset\", x=0.3) - props.value(\"GaAs\", \"valence_band_offset\")\n",
    "dec = (eg_b - eg_w) + dev_v                     # conduction-band offset (eV)\n",
    "dhv = -dev_v                                    # valence-band offset, as a barrier for holes (eV)\n",
    "m_e, m_eb = effective_mass(\"GaAs\").mass, effective_mass(\"AlGaAs\", x=0.3).mass\n",
    "m_hh = 1.0 / (props.value(\"GaAs\", \"luttinger_gamma1\") - 2 * props.value(\"GaAs\", \"luttinger_gamma2\"))\n",
    "print(f\"E_g(GaAs) = {eg_w:.4f} eV, ΔE_c = {dec:.3f} eV, ΔE_v = {dhv:.3f} eV, \"\n",
    "      f\"m_e = {m_e:.3f}/{m_eb:.4f}, m_hh = {m_hh:.3f} m0\")\n",
    "\n",
    "\n",
    "def lowest_level(width, m_well, m_bar, offset, barrier=10.0):\n",
    "    w = EffectiveMassMaterial(\"well\", m_well, 12.9)\n",
    "    b = EffectiveMassMaterial(\"barrier\", m_bar, 12.9, conduction_band_edge=offset)\n",
    "    box = nemo.Heterostructure1D([nemo.Layer(b, barrier), nemo.Layer(w, width), nemo.Layer(b, barrier)],\n",
    "                                 spacing=0.05)\n",
    "    h = box.hamiltonian.sparse.matrices[0]\n",
    "    e = eigh_tridiagonal(h.diagonal().real, h.diagonal(1).real, select=\"i\", select_range=(0, 0))[0]\n",
    "    return e[0]\n",
    "\n",
    "\n",
    "print(\"\\n L (nm)   E_e1 (meV)  [inf. well]   E_h1 (meV)  [inf. well]   ħω (eV)   λ (nm)\")\n",
    "widths = np.array([3.0, 5.0, 8.0, 12.0, 20.0])\n",
    "hw = []\n",
    "for L in widths:\n",
    "    ee, eh = lowest_level(L, m_e, m_eb, dec), lowest_level(L, m_hh, m_hh, dhv)\n",
    "    inf_e, inf_h = H2M0 * np.pi**2 / (m_e * L**2), H2M0 * np.pi**2 / (m_hh * L**2)\n",
    "    hw.append(eg_w + ee + eh)\n",
    "    print(f\"{L:6.0f}   {1e3 * ee:9.1f}  [{1e3 * inf_e:7.1f}]   {1e3 * eh:9.1f}  [{1e3 * inf_h:7.1f}]   \"\n",
    "          f\"{hw[-1]:7.3f}   {1239.84 / hw[-1]:6.0f}\")\n",
    "print(f\"bulk GaAs: {eg_w:.3f} eV, {1239.84 / eg_w:.0f} nm\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf9ce757",
   "metadata": {},
   "source": [
    "A 20 nm well emits 13 meV above bulk GaAs (872 nm); an 8 nm well emits at 1.48 eV (840 nm), a 3 nm\n",
    "well at 1.60 eV (776 nm), close to the visible red. The emission color is set by the thickness of a\n",
    "layer, a few nanometres, through confinement. The infinite-well formula $\\hbar^2\\pi^2/2m^*L^2$\n",
    "in brackets overestimates the levels badly once the well is narrow, because the wave function leaks\n",
    "into the barriers; a real design also needs the valence-band mixing that a single heavy-hole mass\n",
    "ignores (the [eight-band k·p heterostructures](../../book/02_kp_models/02_01_eight_band_kp_heterostructures.ipynb)\n",
    "and [quantum-well optics](../../book/02_kp_models/02_02_quantum_well_optics.ipynb) notebooks include it).\n",
    "\n",
    "## 6. A thousand questions, and where this course answers them\n",
    "\n",
    "The slides end with the learning outcomes: explain the working principles of these devices, explain\n",
    "the physical processes in them, and relate their performance to materials and design criteria. The\n",
    "list of questions maps onto the course. The conduction and valence bands, effective masses,\n",
    "non-parabolicity and the crystal come with band structure (Lecture 1.3 and the tight-binding\n",
    "sections); doping, density of states and the Fermi distribution with the electrostatics of devices\n",
    "(Lecture 1.4); confinement and tunneling with the open-system and resonant-tunneling sections;\n",
    "geometry and strain with the nanowire and ultra-thin-body material; scattering by electrons and\n",
    "phonons with the transport sections and Lecture 2.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- A one-dimensional barrier model with ballistic transmission reproduces the textbook band diagram\n",
    "  and the $\\log I_d$–$V_g$ curve; a single mode saturates near $(2q/h)k_BT\\ln(1+e^{\\mu_S/k_BT})$\n",
    "  = 4.1 µA.\n",
    "- Below threshold only the Fermi tail crosses the barrier, so the swing is\n",
    "  $S = (k_BT/q)\\ln 10/\\alpha$: 59.3 mV/dec computed against 59.5 at 300 K, 15.3 at 77 K, 74.7 for\n",
    "  $\\alpha$ = 0.8.\n",
    "- Channels shorter than about 7 nm let electrons tunnel under the barrier top: the swing rises to\n",
    "  86 mV/dec at 5 nm and 143 mV/dec at 3 nm.\n",
    "- A self-consistent 2 nm gate-all-around silicon wire gives 62 mV/dec and a current from about\n",
    "  2 pA to 5 µA between 0 and 0.5 V.\n",
    "- In a GaAs/Al$_{0.3}$Ga$_{0.7}$As quantum well the photon energy moves from 1.44 eV (20 nm) to\n",
    "  1.60 eV (3 nm) by confinement alone.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Repeat the swing calculation at 4 K. What limits the swing of the 30 nm channel there, and what\n",
    "   would you have to change in the model to recover $k_BT\\ln10/q$?\n",
    "2. Replace the transverse mass $0.19\\,m_0$ by the longitudinal mass $0.916\\,m_0$ (the Δ valleys whose\n",
    "   heavy direction lies along the channel). How does the swing of the 4 nm channel change, and why?\n",
    "3. Make the gate coupling depend on the channel length, e.g. $\\alpha = 1 - e^{-L_g/2\\lambda}$ with a\n",
    "   natural length $\\lambda$ = 2 nm, and combine it with the tunneling of Section 3. Which effect\n",
    "   dominates at 5 nm?\n",
    "4. Find the well width at which the GaAs quantum well emits at 800 nm.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Gate-all-around nanowire FET](../../book/06_nanowire_transistors/06_01_wires_and_gate_geometries/06_01_02_gaa_nanowire_fet.ipynb)\n",
    "- [Gate geometry and scaling](../../book/06_nanowire_transistors/06_01_wires_and_gate_geometries/06_01_03_gate_geometry_and_scaling.ipynb)\n",
    "- [Wire tunnel FETs](../../book/06_nanowire_transistors/06_04_tunnel_fets/06_04_01_wire_tfet.ipynb), which beat\n",
    "  60 mV/dec by filtering the Fermi tail with a band-to-band tunnel junction\n",
    "- [Quantum-well optics](../../book/02_kp_models/02_02_quantum_well_optics.ipynb)\n",
    "- [Lecture 1.3: band structure in nanoelectronics](01_3_bandstructure_basic_view.ipynb) and\n",
    "  [Lecture 1.4: PN junction to device scaling](01_4_pn_junction_to_device_scaling.ipynb)\n",
    "- R. F. Pierret, *Semiconductor Device Fundamentals* (Addison-Wesley, 1996).\n",
    "- M. Lundstrom and J. Guo, *Nanoscale Transistors: Device Physics, Modeling and Simulation*\n",
    "  (Springer, 2006).\n",
    "- The animation on slide 7: [en.wikipedia.org/wiki/File:Threshold_formation_nowatermark.gif](https://en.wikipedia.org/wiki/File:Threshold_formation_nowatermark.gif)"
   ]
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