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    "# Lecture 2: Challenges at the frontier of quantum transport modeling (NEMO and nanoHUB)\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45007](https://nanohub.org/resources/45007) — [video](https://nanohub.org/resources/45012) · [slides](https://nanohub.org/resources/45040)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- a 30-year journey: from the first NEMO at Texas Instruments (1994) through NEMO-1D, NEMO3D,\n",
    "  NEMO3D-peta, OMEN and NEMO5 to atomistic device modeling used by Intel\n",
    "- the challenges: modeling that predicts rather than describes, the right basis set, partitioning\n",
    "  of an open system, scalable computing, and usability\n",
    "- devices have become atomically small (a 5 nm node is about 40 atoms long) while TCAD tools stayed\n",
    "  atom-agnostic; NEGF as the unified framework from diffusive to quantum transport\n",
    "- resonant tunneling diodes: the valley current was blamed on scattering, but came from the band\n",
    "  structure and the contacts; modeling exact enough to find growers off by 2 monolayers\n",
    "- nanowires: the effective mass is not a bulk property, it depends on orientation and confinement\n",
    "- NEMO generations, the Gordon Bell prize, and nanoHUB as \"a new instrument\"\n",
    "\n",
    "**In this notebook** we compute small versions of the lecture's key results with open-nemo: the\n",
    "atom counts of the technology nodes; a non-equilibrium Green's function calculation written out by\n",
    "hand and compared with open-nemo's transport solver; the GaAs/AlGaAs RTD of slide 29 at 300 K and\n",
    "77 K, with the energy-resolved valley current and the effect of 2 monolayers of well width; and the\n",
    "transport masses of 2.1 nm silicon nanowires in three orientations with two tight-binding models,\n",
    "against the values on slide 40."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "09b9ca83",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:27:52.821528Z",
     "iopub.status.busy": "2026-10-24T22:27:52.821257Z",
     "iopub.status.idle": "2026-10-24T22:27:53.282442Z",
     "shell.execute_reply": "2026-10-24T22:27:53.281973Z"
    }
   },
   "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 opennemo.structures import lattice\n",
    "from opennemo.structures.energy import resonance_finder\n",
    "\n",
    "KB = nemo.core.units.KB\n",
    "H2M0 = nemo.core.units.HBAR2_2M0"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "83ca5985",
   "metadata": {},
   "source": [
    "## 1. A 30-year journey, and devices counted in atoms\n",
    "\n",
    "Klimeck's journey starts at Texas Instruments, where NEMO (NanoElectronic MOdeling) was presented\n",
    "in 1995 as a tool to design resonant tunneling devices. Its successors followed the devices: NEMO-1D\n",
    "(TI 1994–98, JPL 1998–2003), NEMO3D (JPL and Purdue, 1998–2007) for quantum dots of millions of\n",
    "atoms, NEMO3D-peta (2006–11), OMEN (M. Luisier, ETH Zürich and Purdue, from 2006) for full-band\n",
    "atomistic transport in transistors, and NEMO5 (Purdue, from 2009). The challenges have stayed the\n",
    "same: models must predict, not describe; the basis set must be right; the open system must be\n",
    "partitioned into contacts and device; the computation must scale; and the tools must be usable by\n",
    "others.\n",
    "\n",
    "Slide 11 recalls the 2009 Intel roadmap with nodes of 22, 14, 10, 7 and 5 nm, about 176, 122, 80, 56\n",
    "and 40 atoms long, while \"all TCAD tools are atom-agnostic\". The count depends on the spacing of\n",
    "atomic planes along the channel, which open-nemo's silicon crystal gives for the common directions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "32ff3ec5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:27:53.283688Z",
     "iopub.status.busy": "2026-10-24T22:27:53.283579Z",
     "iopub.status.idle": "2026-10-24T22:27:53.287785Z",
     "shell.execute_reply": "2026-10-24T22:27:53.287387Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Si: a = 0.5431 nm;  plane spacings [001] (a/4) 0.1358 nm, [110] (a√2/4) 0.1920 nm, [111] (a√3/4, mean) 0.2352 nm\n",
      " node (nm)  slide         [001] (a/4)       [110] (a√2/4)  [111] (a√3/4, mean)\n",
      "       22    176                 162                 115                  94\n",
      "       14    122                 103                  73                  60\n",
      "       10     80                  74                  52                  43\n",
      "        7     56                  52                  36                  30\n",
      "        5     40                  37                  26                  21\n",
      "spacing implied by the slide: 0.123 nm per atom\n"
     ]
    }
   ],
   "source": [
    "si = nemo.structures.materials.load(\"boykin2004_sp3d5s\")[\"Si\"]\n",
    "a = si.lattice_constant\n",
    "spacing = {\"[001] (a/4)\": a / 4, \"[110] (a√2/4)\": a * np.sqrt(2) / 4,\n",
    "           \"[111] (a√3/4, mean)\": a * np.sqrt(3) / 4}\n",
    "slide = {22: 176, 14: 122, 10: 80, 7: 56, 5: 40}\n",
    "print(f\"Si: a = {a:.4f} nm;  plane spacings \" + \", \".join(f\"{k} {v:.4f} nm\" for k, v in spacing.items()))\n",
    "print(\" node (nm)  slide  \" + \"  \".join(f\"{k:>18s}\" for k in spacing))\n",
    "for node, n in slide.items():\n",
    "    print(f\"{node:9d}  {n:5d}  \" + \"  \".join(f\"{node / d:18.0f}\" for d in spacing.values()))\n",
    "print(f\"spacing implied by the slide: {np.mean([k / v for k, v in slide.items()]):.3f} nm per atom\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9807aa98",
   "metadata": {},
   "source": [
    "The slide's counts correspond to about 0.123 nm per atom, close to the $a/4 = 0.136$ nm spacing of\n",
    "atomic planes along [001]; along [110] the same lengths hold about 30 % fewer planes. Either way, a\n",
    "5 nm channel holds a few dozen atomic planes, and a fin about 6 nm wide (TSMC's 5 nm technology,\n",
    "IEDM 2019) about 48 atoms across. Classical clock-speed scaling stopped around 2005, but the\n",
    "devices kept shrinking; Moore's law was declared dead many times and was not.\n",
    "\n",
    "## 2. Which formalism? NEGF and the partitioning of open systems\n",
    "\n",
    "Transport can be described at many levels: drift–diffusion (Lecture 1.4), the Boltzmann equation\n",
    "for distributions of particles, and quantum transport, where the wave nature of the electrons\n",
    "matters. The non-equilibrium Green's function (NEGF) formalism, developed from the work of\n",
    "Schwinger, Kadanoff and Baym, and Keldysh, and brought to devices by Datta, Lake and others,\n",
    "contains them all: ballistic and diffusive transport, coherent and incoherent, in one framework.\n",
    "Klimeck calls one of its features \"the most underappreciated\": the spatial partitioning of an open\n",
    "system. The contacts, semi-infinite, enter only through self-energies $\\Sigma_1$, $\\Sigma_2$ at the\n",
    "boundary of a finite device; scattering enters through another self-energy $\\Sigma_s$.\n",
    "\n",
    "![Slide 14: NEGF, a transferable approach](attachment:slide_014.png)\n",
    "\n",
    "*Slide 14: drift–diffusion, Boltzmann transport and NEGF as one unified model from macroscopic to\n",
    "atomic dimensions; the device with contacts $\\mu_1$, $\\mu_2$ described by self-energies\n",
    "$\\Sigma_1$, $\\Sigma_2$ and scattering $\\Sigma_s$.*\n",
    "\n",
    "The whole method fits in a few lines for a one-dimensional effective-mass device. The Hamiltonian\n",
    "on a grid of spacing $\\Delta$ is tridiagonal, with hopping $t = -\\hbar^2/2m^*\\Delta^2$. A lead of\n",
    "on-site energy $\\varepsilon$ carries waves of energy $E = \\varepsilon + 2t\\cos(k\\Delta)$, and its\n",
    "self-energy on the adjacent device site is $\\Sigma = t\\,e^{ik\\Delta}$. Then\n",
    "\n",
    "$$G(E) = \\left[E - H - \\Sigma_1 - \\Sigma_2\\right]^{-1},\\qquad\n",
    "\\Gamma_i = i(\\Sigma_i - \\Sigma_i^\\dagger),\\qquad T(E) = \\mathrm{Tr}\\left[\\Gamma_1 G\\,\\Gamma_2 G^\\dagger\\right].$$\n",
    "\n",
    "The cell builds the GaAs/Al$_{0.4}$Ga$_{0.6}$As double barrier of slide 29 (5 nm barriers, a 5 nm\n",
    "well), takes open-nemo's Hamiltonian matrix, and compares this hand-made NEGF with open-nemo's\n",
    "`Transport`."
   ],
   "attachments": {
    "slide_014.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "8e391d66",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:27:53.288785Z",
     "iopub.status.busy": "2026-10-24T22:27:53.288719Z",
     "iopub.status.idle": "2026-10-24T22:27:53.364222Z",
     "shell.execute_reply": "2026-10-24T22:27:53.363620Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "350 sites; lead: eps = 113.7308 eV, t = -56.8654 eV (-ħ²/2m*Δ² = -56.8654 eV)\n",
      "   E (eV)    T by hand      T open-nemo    relative difference\n",
      "   0.0200     7.3123e-09     7.3123e-09      4.7e-07\n",
      "   0.0500     1.8738e-07     1.8738e-07      1.1e-07\n",
      "   0.0822     1.0000e+00     1.0000e+00      9.7e-11\n",
      "   0.1500     6.3056e-06     6.3056e-06      3.7e-08\n",
      "   0.2500     4.6416e-04     4.6416e-04      5.4e-09\n",
      "   0.4000     1.2130e-01     1.2130e-01      2.3e-08\n",
      "first resonance E_1 = 82.25 meV, width 63.9 µeV\n"
     ]
    }
   ],
   "source": [
    "gaas = nemo.structures.materials.effective_mass(\"GaAs\")\n",
    "algaas = nemo.structures.materials.effective_mass(\"AlGaAs\", x=0.4)\n",
    "dbl = nemo.Heterostructure1D([nemo.Layer(gaas, 10), nemo.Layer(algaas, 5), nemo.Layer(gaas, 5),\n",
    "                              nemo.Layer(algaas, 5), nemo.Layer(gaas, 10)], spacing=0.1)\n",
    "h = dbl.hamiltonian.sparse.matrices[0].toarray().real    # the device Hamiltonian (eV), closed\n",
    "eps, t = h[0, 0], h[0, 1]                                  # lead on-site energy and hopping\n",
    "print(f\"{h.shape[0]} sites; lead: eps = {eps:.4f} eV, t = {t:.4f} eV \"\n",
    "      f\"(-ħ²/2m*Δ² = {-H2M0 / (gaas.mass * 0.1**2):.4f} eV)\")\n",
    "\n",
    "\n",
    "def negf_transmission(energy):\n",
    "    ka = np.arccos((energy - eps) / (2 * t) + 0j)          # lead dispersion E = eps + 2t cos(ka)\n",
    "    sigma = t * np.exp(1j * ka)\n",
    "    if sigma.imag > 0:                                     # pick the retarded (outgoing) solution\n",
    "        sigma = np.conj(sigma)\n",
    "    n = h.shape[0]\n",
    "    s1, s2 = np.zeros((n, n), complex), np.zeros((n, n), complex)\n",
    "    s1[0, 0], s2[-1, -1] = sigma, sigma\n",
    "    g = np.linalg.inv(energy * np.eye(n) - h - s1 - s2)\n",
    "    g1, g2 = 1j * (s1 - s1.conj().T), 1j * (s2 - s2.conj().T)\n",
    "    return np.trace(g1 @ g @ g2 @ g.conj().T).real\n",
    "\n",
    "\n",
    "res = nemo.resonances(dbl)\n",
    "e_test = np.array([0.02, 0.05, res[\"energy\"][0], 0.15, 0.25, 0.40])\n",
    "t_nemo = nemo.Transport(dbl.hamiltonian).transmission(e_test)\n",
    "print(\"   E (eV)    T by hand      T open-nemo    relative difference\")\n",
    "for e, tn in zip(e_test, t_nemo):\n",
    "    th = negf_transmission(e)\n",
    "    print(f\"{e:9.4f}   {th:12.4e}   {tn:12.4e}   {abs(th - tn) / tn:10.1e}\")\n",
    "print(f\"first resonance E_1 = {1e3 * res['energy'][0]:.2f} meV, width {1e6 * res['width'][0]:.1f} µeV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ea1241f0",
   "metadata": {},
   "source": [
    "The two agree to better than one part in a million, including on the first resonance, where the transmission reaches one.\n",
    "open-nemo's solver does the same thing more cleverly (recursive Green's functions, leads with many\n",
    "modes, atomistic bases), but the physics is these few lines: a finite device, two self-energies,\n",
    "one inverse. The self-energies are the reason a calculation of a device of a few thousand atoms\n",
    "can describe a circuit with infinite wires attached."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2137752c",
   "metadata": {},
   "source": [
    "## 3. Resonant tunneling diodes: the valley current and the basis set\n",
    "\n",
    "Slide 29 describes the device that started it: a GaAs/Al$_{0.4}$Ga$_{0.6}$As RTD with 5 nm\n",
    "barriers and a 5 nm well, 18 nm undoped spacers and contacts doped $2\\times10^{18}$ cm⁻³. The goal\n",
    "of the TI project was to reduce the valley current, the current beyond the peak that spoils the\n",
    "peak-to-valley ratio. The whole field believed that the valley current came from scattering. That\n",
    "was wrong: what was missing was the right basis set (band structure) and the right treatment of the\n",
    "contacts. Slide 33 sums up: the valley current comes from thermionic emission into excited states\n",
    "and from tunneling through the band structure, so the peak-to-valley ratio is fundamentally limited\n",
    "even without scattering.\n",
    "\n",
    "![Slide 29: the GaAs/AlGaAs RTD](attachment:slide_029.png)\n",
    "\n",
    "*Slide 29: the TI resonant tunneling diode, its band diagram and the question of the valley\n",
    "current.*\n",
    "\n",
    "The cell computes the ballistic current of this device in the effective-mass approximation: the\n",
    "bias drops linearly between the ends of the spacers, the transmission is computed on an energy grid\n",
    "that `resonance_finder` refines around the narrow resonances, and the current density follows from\n",
    "the Tsu–Esaki integral over the Fermi functions of the two contacts. There is no scattering in this\n",
    "model."
   ],
   "attachments": {
    "slide_029.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "859836b8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:27:53.365482Z",
     "iopub.status.busy": "2026-10-24T22:27:53.365373Z",
     "iopub.status.idle": "2026-10-24T22:27:54.217759Z",
     "shell.execute_reply": "2026-10-24T22:27:54.217210Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  300 K: E_F = 79.1 meV; peak 8987 A/cm² at 0.16 V, valley 1.43e+03 A/cm² at 0.18 V, PVR 6.3\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   77 K: E_F = 86.0 meV; peak 9058 A/cm² at 0.14 V, valley 30.6 A/cm² at 0.20 V, PVR 295.6\n",
      "peak (V = 0.16 V): mean energy of the current 65 meV above the emitter band edge; 28 % from electrons more than 3 kT above E_F\n",
      "valley (V = 0.18 V): mean energy of the current 214 meV above the emitter band edge; 98 % from electrons more than 3 kT above E_F\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def rtd(well=5.0, barrier=5.0):\n",
    "    layers = [nemo.Layer(gaas, 20, donors=2e18), nemo.Layer(gaas, 18), nemo.Layer(algaas, barrier),\n",
    "              nemo.Layer(gaas, well), nemo.Layer(algaas, barrier), nemo.Layer(gaas, 18),\n",
    "              nemo.Layer(gaas, 20, donors=2e18)]\n",
    "    return nemo.Heterostructure1D(layers, spacing=0.1)\n",
    "\n",
    "\n",
    "def iv(dev, volts, temp=300.0, spectrum_at=None):\n",
    "    mu = dev.contact_fermi_level(\"left\", temp)\n",
    "    frac = np.clip((dev.x - 20.0) / (dev.x[-1] - 40.0), 0, 1)     # linear drop between the doped regions\n",
    "    tr, kt, cur, spec = nemo.Transport(dev.hamiltonian), KB * temp, [], None\n",
    "    for v in volts:\n",
    "        u = -v * frac\n",
    "        e, tt = resonance_finder(lambda en: tr.transmission(en, potential=u), -v + 1e-4,\n",
    "                                 mu + 25 * kt + 0.05, n0=300)\n",
    "        cur.append(dev.current_density(e, tt, mu, mu - v, temp))\n",
    "        if spectrum_at is not None and np.isclose(v, spectrum_at):\n",
    "            fl, fr = 1 / (1 + np.exp((e - mu) / kt)), 1 / (1 + np.exp((e - mu + v) / kt))\n",
    "            spec = (e, tt * (fl - fr))\n",
    "    return np.array(cur), mu, spec\n",
    "\n",
    "\n",
    "def peak_valley(volts, cur):\n",
    "    i = next(k for k in range(1, len(cur) - 1) if cur[k] > cur[k - 1] and cur[k] >= cur[k + 1])\n",
    "    j = i + int(np.argmin(cur[i:i + 8]))\n",
    "    return i, j\n",
    "\n",
    "\n",
    "volts = np.round(np.arange(0.0, 0.601, 0.02), 3)\n",
    "dev = rtd()\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(11, 4))\n",
    "results = {}\n",
    "for c, temp in zip((style.OPEN_NEMO, style.REFERENCE), (300.0, 77.0)):\n",
    "    cur, mu, _ = iv(dev, volts, temp)\n",
    "    i, j = peak_valley(volts, cur)\n",
    "    results[temp] = (cur, i, j)\n",
    "    ax1.semilogy(volts, np.maximum(cur, 1e-3), \"o-\", ms=3, color=c, label=f\"{temp:.0f} K\")\n",
    "    print(f\"{temp:5.0f} K: E_F = {1e3 * mu:.1f} meV; peak {cur[i]:.0f} A/cm² at {volts[i]:.2f} V, \"\n",
    "          f\"valley {cur[j]:.3g} A/cm² at {volts[j]:.2f} V, PVR {cur[i] / cur[j]:.1f}\")\n",
    "ax1.set(xlabel=\"bias V (V)\", ylabel=\"current density J (A/cm²)\")\n",
    "ax1.legend(fontsize=8)\n",
    "\n",
    "# where in energy does the 300 K valley current flow?\n",
    "i, j = results[300.0][1:]\n",
    "for c, v, name in ((style.sweep(2)[0], volts[i], \"peak\"), (style.sweep(2)[1], volts[j], \"valley\")):\n",
    "    _, mu, (e, s) = iv(dev, [v], 300.0, spectrum_at=v)\n",
    "    s = np.maximum(s, 0)\n",
    "    ax2.semilogx(np.maximum(s, 1e-16), e, color=c, label=f\"{name}, V = {v:.2f} V\")\n",
    "    mean = np.trapezoid(e * s, e) / np.trapezoid(s, e)\n",
    "    hot = np.trapezoid(s[e > mu + 3 * KB * 300], e[e > mu + 3 * KB * 300]) / np.trapezoid(s, e)\n",
    "    print(f\"{name} (V = {v:.2f} V): mean energy of the current {1e3 * mean:.0f} meV above the emitter \"\n",
    "          f\"band edge; {100 * hot:.0f} % from electrons more than 3 kT above E_F\")\n",
    "ax2.axhline(mu, color=style.CONTEXT, ls=\"--\", lw=1)\n",
    "ax2.set(xlabel=r\"$T(E)\\,[f_L - f_R]$\", ylabel=\"energy E (eV, emitter band edge = 0)\", xlim=(1e-14, 1))\n",
    "ax2.legend(fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6ec7426f",
   "metadata": {},
   "source": [
    "Even without any scattering the current falls after the peak by a finite factor: the\n",
    "peak-to-valley ratio is 6.3 at 300 K. Cooling to 77 K raises it to about 300, because the valley\n",
    "current at 300 K is carried by hot electrons. At the peak most of the current flows through the\n",
    "first resonance, which the bias has pulled down close to the emitter band edge, inside the Fermi sea\n",
    "(mean energy 65 meV, below $E_F$ = 79 meV). At the valley that resonance lies below the band edge,\n",
    "and 98 % of the current comes from the thermal tail more than $3k_BT$ above $E_F$, through the\n",
    "second resonance near 0.2 eV and over the barriers (right panel; mean energy 214 meV). This is the\n",
    "\"thermionic emission into excited states\" of slide 33. In real devices tunneling through the\n",
    "band structure adds to it — X-valley states of AlGaAs, non-parabolicity — which only a full-band\n",
    "model such as NEMO's tight binding (Lecture 1.3) describes.\n",
    "\n",
    "## 4. Modeling exact to a monolayer\n",
    "\n",
    "The next test of NEMO came from InGaAs/InAlAs RTDs grown on InP: four stacks with nominal well\n",
    "widths of 47/29/47, 47/35/47, 47/47/47 and an asymmetric 35/47/47 Å. With the full band structure\n",
    "the simulations matched the measured current–voltage curves — once the well and barrier widths were\n",
    "taken 2 monolayers thicker than nominal. \"Modeling was exact! Growers were off by 2 monolayers\n",
    "consistently! They corrected their growth recipes!\"\n",
    "\n",
    "![Slide 30: four RTD stacks with well-width variation](attachment:slide_030.png)\n",
    "\n",
    "*Slide 30: measured (forward and reverse bias) and simulated I–V curves of four InGaAs/InAlAs RTD\n",
    "stacks; the simulations use layer thicknesses 1–2 monolayers larger than the nominal ones.*\n",
    "\n",
    "How large is the effect of 2 monolayers? In GaAs a monolayer is $a/2 = 0.283$ nm, so 2 ML are\n",
    "0.57 nm; on the 0.1 nm grid of the model the well changes by ±0.6 nm."
   ],
   "attachments": {
    "slide_030.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "957a8adb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:27:54.218837Z",
     "iopub.status.busy": "2026-10-24T22:27:54.218748Z",
     "iopub.status.idle": "2026-10-24T22:27:55.277346Z",
     "shell.execute_reply": "2026-10-24T22:27:55.276993Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1 ML of GaAs = 0.2827 nm, 2 ML = 0.565 nm\n",
      " well (nm)   E_1 (meV)   peak bias (V)   peak J (A/cm²)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "      4.4        95.5            0.18            17736\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "      5.0        82.2            0.16             8987\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "      5.6        71.6            0.12             5897\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ml = nemo.structures.properties.value(\"GaAs\", \"lattice_constant\") / 2\n",
    "print(f\"1 ML of GaAs = {ml:.4f} nm, 2 ML = {2 * ml:.3f} nm\")\n",
    "print(\" well (nm)   E_1 (meV)   peak bias (V)   peak J (A/cm²)\")\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.8))\n",
    "for c, w in zip(style.sweep(3), (4.4, 5.0, 5.6)):\n",
    "    d = rtd(well=w)\n",
    "    bare = nemo.Heterostructure1D([nemo.Layer(gaas, 10), nemo.Layer(algaas, 5), nemo.Layer(gaas, w),\n",
    "                                   nemo.Layer(algaas, 5), nemo.Layer(gaas, 10)], spacing=0.1)\n",
    "    e1 = nemo.resonances(bare)[\"energy\"][0]                  # first resonance at zero bias\n",
    "    cur, _, _ = iv(d, volts)\n",
    "    i, _ = peak_valley(volts, cur)\n",
    "    ax.plot(volts, cur, \"o-\", ms=3, color=c, label=f\"well {w:.1f} nm\")\n",
    "    print(f\"{w:9.1f}   {1e3 * e1:9.1f}   {volts[i]:13.2f}   {cur[i]:14.0f}\")\n",
    "ax.set(xlabel=\"bias V (V)\", ylabel=\"current density J (A/cm²)\", ylim=(0, 2.5e4))\n",
    "ax.legend(fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f25e2fca",
   "metadata": {},
   "source": [
    "Two monolayers (0.6 nm) move the first resonance by 11–13 meV and the current peak by 0.02–0.04 V,\n",
    "and change the peak current by about a factor of two: easily measurable. Conversely, a model that is\n",
    "right to that level can tell the grower what was grown. This is what Klimeck means by modeling\n",
    "that predicts rather than describes.\n",
    "\n",
    "## 5. Nanowires: the effective mass is not a bulk property\n",
    "\n",
    "The lecture's second story is the silicon nanowire. Band Structure Lab on nanoHUB (more than\n",
    "13,000 users) and the OMEN-based omenwire tool compute wires atom by atom. Slide 40 shows a 2.1 nm\n",
    "wire transistor in three orientations, with transport masses of 0.31 $m_0$ for [100], 0.14 $m_0$ for\n",
    "[110] and 0.58 $m_0$ for [111] — different from each other by a factor of four, and different from\n",
    "silicon's bulk masses (0.19 and 0.92 $m_0$). \"Effective mass is\n",
    "not a bulk property; it can be designed by geometry and strain.\"\n",
    "\n",
    "![Slide 40: 2.1 nm nanowire transistors in three orientations](attachment:slide_040.png)\n",
    "\n",
    "*Slide 40: OMEN simulations of 2.1 nm Si nanowire transistors (omenwire on nanoHUB): transport\n",
    "masses 0.14 ([110]), 0.31 ([100]) and 0.58 $m_0$ ([111]), and the current against gate voltage\n",
    "with 5 nm and 15 nm gates.*\n",
    "\n",
    "The cell builds hydrogen-passivated 2.1 nm cylindrical Si wires along [100], [110] and [111],\n",
    "computes the band structure of the wire (one period along the axis, all atoms of the\n",
    "cross-section) and takes the transport mass from the curvature of the lowest conduction subband at\n",
    "its minimum, $m^* = \\hbar^2/(\\partial^2E/\\partial k^2)$. It does so with the sp3d5s\\* model and with\n",
    "the older sp3s\\* model, whose conduction band minimum is in the wrong place. The six wires take\n",
    "about half a minute."
   ],
   "attachments": {
    "slide_040.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "feb1a8d3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:27:55.278437Z",
     "iopub.status.busy": "2026-10-24T22:27:55.278361Z",
     "iopub.status.idle": "2026-10-24T22:28:15.832151Z",
     "shell.execute_reply": "2026-10-24T22:28:15.831713Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "model                wire   orbitals/period   gap (eV)   CB min (π/period)   m* (m0)   slide 40\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "boykin2004_sp3d5s    [100]               970      1.961                0.00     0.347       0.31\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "boykin2004_sp3d5s    [110]               660      1.637                0.00     0.141       0.14\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "boykin2004_sp3d5s    [111]              1520      1.849                0.28     0.540       0.58\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "vogl1983_sp3s        [100]               485      1.620                0.50     0.771       0.31\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "vogl1983_sp3s        [110]               330      1.526                0.72     1.288       0.14\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "vogl1983_sp3s        [111]               760      1.537                0.58     1.571       0.58\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x396 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def wire_mass(pset, direction, confinement, diameter=2.1):\n",
    "    mat = nemo.structures.materials.load(pset)[\"Si\"]\n",
    "    o = lattice.oriented(lattice.from_material(mat), direction, confinement)\n",
    "    cv = o.conventional\n",
    "    ny, nz = (int(np.ceil((diameter + 0.6) / cv[k, k])) for k in (1, 2))\n",
    "    cyl = nemo.structures.shapes.Cylinder(center=[ny * cv[1, 1] / 2, nz * cv[2, 2] / 2],\n",
    "                                          radius=diameter / 2, axis=0)\n",
    "    wire = nemo.Device(o, cells=(2, ny, nz), cross_section=cyl)\n",
    "    ham = nemo.models.tb.SlaterKoster(mat, passivation=30.0).partition(wire)\n",
    "    ka = np.linspace(0, np.pi, 61)\n",
    "    bands = np.asarray(ham.lead().bands(ka))\n",
    "    levels = np.sort(bands[0])\n",
    "    inner = levels[(levels > -2) & (levels < 3)]\n",
    "    g = np.argmax(np.diff(inner))\n",
    "    mid = 0.5 * (inner[g] + inner[g + 1])                   # middle of the gap\n",
    "    cb = np.array([b[b > mid].min() for b in bands])\n",
    "    vb = np.array([b[b < mid].max() for b in bands])\n",
    "    i = int(np.argmin(cb))\n",
    "    j, dk = min(max(i, 1), len(ka) - 2), (ka[1] - ka[0]) / cv[0, 0]\n",
    "    curvature = (cb[j + 1] - 2 * cb[j] + cb[j - 1]) / dk**2\n",
    "    return cb.min() - vb.max(), ka[i] / np.pi, 2 * H2M0 / curvature, ham.num_orbitals   # m* = ħ²/E''\n",
    "\n",
    "\n",
    "orientations = {\"[100]\": ([1, 0, 0], [0, 1, 0]), \"[110]\": ([1, 1, 0], [0, 0, 1]),\n",
    "                \"[111]\": ([1, 1, 1], [1, -1, 0])}\n",
    "slide40 = {\"[100]\": 0.31, \"[110]\": 0.14, \"[111]\": 0.58}\n",
    "masses = {}\n",
    "print(\"model                wire   orbitals/period   gap (eV)   CB min (π/period)   m* (m0)   slide 40\")\n",
    "for pset in (\"boykin2004_sp3d5s\", \"vogl1983_sp3s\"):\n",
    "    for name, (d, c) in orientations.items():\n",
    "        gap, kmin, m, norb = wire_mass(pset, d, c)\n",
    "        masses[(pset, name)] = m\n",
    "        print(f\"{pset:19s}  {name}   {norb // 2:15d}   {gap:8.3f}   {kmin:17.2f}   {m:7.3f}   \"\n",
    "              f\"{slide40[name]:8.2f}\")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.6))\n",
    "xs = np.arange(3)\n",
    "ax.bar(xs - 0.25, list(slide40.values()), 0.25, color=style.CONTEXT, label=\"slide 40 (OMEN)\")\n",
    "ax.bar(xs, [masses[(\"boykin2004_sp3d5s\", n)] for n in orientations], 0.25, color=style.OPEN_NEMO,\n",
    "       label=\"open-nemo sp3d5s*\")\n",
    "ax.bar(xs + 0.25, [masses[(\"vogl1983_sp3s\", n)] for n in orientations], 0.25, color=style.REFERENCE,\n",
    "       label=\"open-nemo sp3s*\")\n",
    "ax.axhline(0.19, color=style.CONTEXT, ls=\":\", lw=1)\n",
    "ax.text(2.45, 0.2, \"bulk $m_t$\", fontsize=8, ha=\"right\")\n",
    "ax.set_xticks(xs, list(orientations))\n",
    "ax.set(xlabel=\"wire orientation (2.1 nm diameter)\", ylabel=\"transport mass $m^*$ ($m_0$)\")\n",
    "ax.legend(fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7d3a45c1",
   "metadata": {},
   "source": [
    "With the sp3d5s\\* model the three masses come out close to the values on slide 40, in the same\n",
    "order: [110] is the lightest, [111] the heaviest, [100] in between and well above the bulk\n",
    "transverse mass. The [110] wire has the lightest mass and, at a given gate overdrive, the most\n",
    "current — and the strongest source-to-drain tunneling in a short channel, which is why its\n",
    "subthreshold swing on slide 40 is the worst. The sp3s\\* model, with its conduction minimum at the\n",
    "wrong place in the Brillouin zone, gives masses that are wrong by factors of 2.5 to 9: the\n",
    "choice of basis decides the answer. Geometry, orientation and strain are design parameters for the\n",
    "mass — something no bulk effective-mass model can tell you.\n",
    "\n",
    "## 6. Scaling up: NEMO generations and a new instrument\n",
    "\n",
    "Each NEMO generation extended what could be computed: NEMO-1D (about 1,000 atoms, the first\n",
    "predictive NEGF tool and the first NEGF tool used in industry), NEMO3D (50 million atoms, the first\n",
    "10-million-atom electronic structure), NEMO3D-peta (100 million atoms on 30,000 cores), OMEN\n",
    "(about 140,000 atoms in full-band transport on 220,000 cores, a Gordon Bell prize) and NEMO5\n",
    "(100 million atoms, 200,000 cores), adopted by Intel, Samsung, GlobalFoundries and others. Along the\n",
    "way: oxide thickness metrology at TI (1997), valley splitting in strained Si quantum wells,\n",
    "single-dopant metrology in FinFETs (*Nature Physics* 2008), a single-phosphorus-atom transistor\n",
    "(2012), and in 2013 the rewriting of the ITRS tables for process integration with NEMO5.\n",
    "\n",
    "![Slide 68: NEMO generations](attachment:slide_068.png)\n",
    "\n",
    "*Slide 68: the NEMO generations (NEMO-1D, NEMO-3D, NEMO3Dpeta, OMEN, NEMO5): transport,\n",
    "dimensions, number of atoms, crystals, strain, multi-physics and parallel computing; \"2009: all TCAD\n",
    "tools are atom-agnostic\".*\n",
    "\n",
    "The sizes in the table set the computational problem. A tight-binding basis with 10 orbitals per\n",
    "atom (20 with spin) turns 100 million atoms into a matrix of $2\\times10^9$ rows; the 2.1 nm wires\n",
    "above already need the number of orbitals per period printed in the table. Klimeck closes by\n",
    "comparing nanoHUB and NEMO to a new instrument, like the 100-inch mirror of the Mount Wilson\n",
    "telescope: a tool that lets a community see what it could not see before.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- A 5 nm channel is a few dozen atomic planes long (37 along [001]); the slide's node counts\n",
    "  correspond to about 0.12 nm per atom.\n",
    "- NEGF in a few lines — $G = (E - H - \\Sigma_1 - \\Sigma_2)^{-1}$, $T = \\mathrm{Tr}[\\Gamma_1G\\Gamma_2G^\\dagger]$ —\n",
    "  reproduces open-nemo's transmission to better than $10^{-6}$; the contacts enter only through the\n",
    "  self-energies.\n",
    "- The GaAs/Al$_{0.4}$Ga$_{0.6}$As RTD of slide 29 has, without any scattering, a finite valley\n",
    "  current: PVR 6.3 at 300 K and about 300 at 77 K. The 300 K valley current is carried by hot\n",
    "  electrons through the excited resonance and over the barriers.\n",
    "- Two monolayers of well width move the RTD's resonance by 11–13 meV, its current peak by\n",
    "  0.02–0.04 V, and its peak current by about a factor of two.\n",
    "- The transport masses of 2.1 nm Si wires from sp3d5s\\* tight binding follow slide 40 ([110] lightest,\n",
    "  [111] heaviest); sp3s\\* gets them wrong.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Add a Büttiker-probe-like broadening by giving the hand-made NEGF a small imaginary energy,\n",
    "   $E \\to E + i\\eta$. How does the first resonance's peak transmission change with $\\eta$ = 10, 100,\n",
    "   1000 µeV? Compare $\\eta$ with the resonance width.\n",
    "2. Repeat the RTD calculation with 4 nm and 6 nm barriers. How do the peak current and the\n",
    "   peak-to-valley ratio at 300 K change?\n",
    "3. Compute the [100] and [110] wire masses for diameters of 1.5, 2.1 and 3 nm with sp3d5s\\*. Do they\n",
    "   approach the bulk values?\n",
    "4. The slide quotes 176 atoms for 22 nm. Which plane spacing would give exactly this, and which\n",
    "   crystal direction comes closest?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [RTD tutorial](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_03_rtd_tutorial.ipynb)\n",
    "- [RTD scattering](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_01_rtd_scattering.ipynb)\n",
    "- [Atomistic against effective-mass RTD](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_03_atomistic_vs_ema_rtd.ipynb)\n",
    "- [Wire direction and cross-section](../../book/06_nanowire_transistors/06_02_atomistic_wire_bands/06_02_01_wire_direction_and_cross_section.ipynb)\n",
    "- Benchmarks: [NEMO-1D default RTD](../../book/15_benchmarks/15_02_nemo1d/15_02_01_default_rtd_outputs.ipynb),\n",
    "  [Bowen et al. 1997 RTD](../../book/15_benchmarks/15_08_literature/15_08_03_heterostructures_and_rtds/15_08_03_03_bowen1997_rtd.ipynb),\n",
    "  [NEMO3D, Klimeck 2002](../../book/15_benchmarks/15_03_nemo3d/15_03_01_klimeck2002_nemo3d.ipynb),\n",
    "  [OMEN nanowires](../../book/15_benchmarks/15_04_omen/15_04_01_nanowires.ipynb)\n",
    "- G. Klimeck, R. Lake, R. C. Bowen, W. R. Frensley and T. S. Moise, \"Quantitative simulation of a\n",
    "  resonant tunneling diode\", *Appl. Phys. Lett.* 67, 2539 (1995).\n",
    "- R. C. Bowen, G. Klimeck, R. K. Lake, W. R. Frensley and T. Moise, \"Quantitative simulation of a\n",
    "  resonant tunneling diode\", *J. Appl. Phys.* 81, 3207 (1997).\n",
    "- R. Lake, G. Klimeck, R. C. Bowen and D. Jovanovic, \"Single and multiband modeling of quantum\n",
    "  electron transport through layered semiconductor devices\", *J. Appl. Phys.* 81, 7845 (1997).\n",
    "- M. Luisier, A. Schenk, W. Fichtner and G. Klimeck, \"Atomistic simulation of nanowires in the\n",
    "  sp3d5s\\* tight-binding formalism\", *Phys. Rev. B* 74, 205323 (2006).\n",
    "- S. Datta, *Quantum Transport: Atom to Transistor* (Cambridge University Press, 2005)."
   ],
   "attachments": {
    "slide_068.png": {
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"
    }
   }
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
