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    "# ECE 606 Lecture 2.3: Atomic positions and bond orientations\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 37095](https://nanohub.org/resources/37095) — [video](https://nanohub.org/resources/37868) · [slides](https://nanohub.org/resources/37867) · [YouTube](https://youtube.com/watch?v=_BK5L2DAXQY)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- solid-state materials: stable bonds, atoms at specific positions, bonds with specific orientations\n",
    "- other ordered and disordered phases: plastic crystals (specific positions, random orientations), liquid crystals (random positions, specific orientations) and liquids (neither)\n",
    "- the cross-section of a MOSFET: a crystalline Si substrate (the device), an amorphous SiO₂ dielectric only 1.6 nm thick, and a polycrystalline Si or metal gate\n",
    "- the function of each layer: highly conductive electron transport, nominally no transport, and holding charge\n",
    "- why the course starts from crystals (1D, then 2D, then 3D) and transfers the concepts to other materials later\n",
    "\n",
    "**In this notebook** builds the open-nemo Si crystal and compares its pair distribution and bond angles with a crystal of thermally displaced atoms and with a liquid-like random packing at the same density, then computes how many electrons tunnel through the \"non-conducting\" 1.6 nm SiO₂ gate dielectric of the lecture's MOSFET with open-nemo's transmission solver, checked against the analytic rectangular-barrier formula."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "3c1ec5fc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:40:47.416101Z",
     "iopub.status.busy": "2026-10-24T22:40:47.416015Z",
     "iopub.status.idle": "2026-10-24T22:40:47.935656Z",
     "shell.execute_reply": "2026-10-24T22:40:47.935127Z"
    }
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   "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.core.units import HBAR2_2M0"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "587d5e43",
   "metadata": {},
   "source": [
    "## 1. Solid crystals and other arrangements\n",
    "\n",
    "The semiconductors of Lectures 3.1 and 3.2 are solid-state materials: their bonds are stable, the\n",
    "atoms do not move around freely, and each bond points in a specific direction. Klimeck sorts\n",
    "condensed matter by two properties, the position of its building blocks and their orientation:\n",
    "\n",
    "| | specific orientation | random orientation |\n",
    "|---|---|---|\n",
    "| **specific position** | solid crystal | plastic crystal |\n",
    "| **random position** | liquid crystal (as in displays) | liquid |\n",
    "\n",
    "The course deals with the first box, which is where its name, solid-state devices, comes from.\n",
    "\n",
    "![Slide 4: solid, plastic and liquid crystals and liquids](attachment:slide_004_crop.png)\n",
    "\n",
    "*Slide 4: four arrangements of elongated building blocks: position and orientation can each be specific or random.*\n",
    "\n",
    "The cell below makes the distinction quantitative for silicon. It compares three arrangements of\n",
    "512 atoms at the density of Si:\n",
    "\n",
    "- the **crystal**: the diamond lattice of open-nemo, 4 × 4 × 4 cubic cells;\n",
    "- the **vibrating crystal**: the same lattice with every atom displaced at random by the thermal\n",
    "  amplitude at room temperature, $u_\\text{rms} = 0.0077$ nm per Cartesian direction (from the\n",
    "  measured Debye–Waller factor $B = 0.463$ Å², $\\langle u_x^2\\rangle = B/8\\pi^2$); the atoms are\n",
    "  displaced independently, which overestimates the spread of the bond lengths, since neighbouring\n",
    "  atoms move partly together;\n",
    "- a **liquid-like packing**: atoms placed at random, one by one, with the only rule that no two\n",
    "  come closer than 0.22 nm (random positions and no bond directions at all).\n",
    "\n",
    "The pair distribution function $g(r)$ counts the neighbours at distance $r$ relative to a uniform\n",
    "gas of the same density $\\rho$: $\\rho\\,g(r)\\,4\\pi r^2\\,dr$ is the average number of atoms in a shell\n",
    "of thickness $dr$ around an atom."
   ],
   "attachments": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "9e7fda36",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:40:47.937227Z",
     "iopub.status.busy": "2026-10-24T22:40:47.937096Z",
     "iopub.status.idle": "2026-10-24T22:40:48.251574Z",
     "shell.execute_reply": "2026-10-24T22:40:48.251116Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "512 atoms in a 2.172 nm box, density 49.97 nm⁻³ (= 4.997e+22 cm⁻³)\n",
      "open-nemo neighbour shells of Si (nm): [0.2351 0.384  0.4502 0.543 ]\n",
      "crystal                   : 4 nearest at 0.2351 ± 0.0000 nm; bond angle 109.47° ±  0.00°\n",
      "vibrating crystal (300 K) : 4 nearest at 0.2356 ± 0.0107 nm; bond angle 109.36° ±  4.05°\n",
      "liquid-like packing       : 4 nearest at 0.2555 ± 0.0240 nm; bond angle 100.55° ± 31.83°\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "si = nemo.structures.materials.load(\"jancu1998_sp3d5s\")[\"Si\"]\n",
    "lat = nemo.structures.lattice.from_material(si)\n",
    "a = si.lattice_constant\n",
    "N = 4\n",
    "grid = np.stack(np.meshgrid(*(np.arange(N),) * 3, indexing=\"ij\"), -1).reshape(-1, 3)\n",
    "crystal = ((grid @ lat.conventional)[:, None, :] + lat.conventional_basis[None]).reshape(-1, 3)\n",
    "box = N * a\n",
    "rho = len(crystal) / box**3\n",
    "rng = np.random.default_rng(3)\n",
    "vibrating = crystal + rng.normal(0.0, 0.0077, crystal.shape)\n",
    "\n",
    "\n",
    "def random_packing(n, size, d_min, rng):\n",
    "    \"\"\"Random sequential addition: uniform random positions, rejected if closer than d_min to an atom.\"\"\"\n",
    "    pts = np.empty((0, 3))\n",
    "    while len(pts) < n:\n",
    "        p = rng.uniform(0, size, 3)\n",
    "        d = pts - p\n",
    "        d -= size * np.round(d / size)\n",
    "        if len(pts) == 0 or np.min(np.einsum(\"ij,ij->i\", d, d)) > d_min**2:\n",
    "            pts = np.vstack([pts, p])\n",
    "    return pts\n",
    "\n",
    "\n",
    "liquid = random_packing(len(crystal), box, 0.22, rng)\n",
    "\n",
    "\n",
    "def distances(pos):\n",
    "    \"\"\"All pair distance vectors (minimum image in the periodic box) and their lengths.\"\"\"\n",
    "    d = pos[None, :, :] - pos[:, None, :]\n",
    "    d -= box * np.round(d / box)\n",
    "    r = np.linalg.norm(d, axis=-1)\n",
    "    np.fill_diagonal(r, np.inf)\n",
    "    return d, r\n",
    "\n",
    "\n",
    "ARR = {\"crystal\": crystal, \"vibrating crystal (300 K)\": vibrating, \"liquid-like packing\": liquid}\n",
    "edges = np.linspace(0.15, 0.75, 121)\n",
    "mid, dr = 0.5 * (edges[1:] + edges[:-1]), edges[1] - edges[0]\n",
    "print(f\"{len(crystal)} atoms in a {box:.3f} nm box, density {rho:.2f} nm⁻³ (= {rho * 1e21:.3e} cm⁻³)\")\n",
    "print(\"open-nemo neighbour shells of Si (nm):\", np.round(lat.neighbor_shells, 4))\n",
    "fig, axes = plt.subplots(1, 2, figsize=(11, 4))\n",
    "for (name, pos), c in zip(ARR.items(), style.sweep(3)):\n",
    "    d, r = distances(pos)\n",
    "    hist = np.histogram(r[np.isfinite(r)], bins=edges)[0] / len(pos)\n",
    "    axes[0].plot(mid, hist / (rho * 4 * np.pi * mid**2 * dr), color=c, label=name)\n",
    "    nn = np.argsort(r, axis=1)[:, :4]  # the four closest atoms of every atom\n",
    "    v = np.take_along_axis(d, nn[:, :, None], axis=1)\n",
    "    v /= np.linalg.norm(v, axis=-1, keepdims=True)\n",
    "    iu, ju = np.triu_indices(4, 1)\n",
    "    cosines = np.einsum(\"aik,ajk->aij\", v, v)[:, iu, ju]\n",
    "    angles = np.degrees(np.arccos(np.clip(cosines.ravel(), -1, 1)))\n",
    "    axes[1].hist(\n",
    "        angles, bins=np.linspace(40, 180, 71), density=True, histtype=\"step\", lw=1.5, color=c, label=name\n",
    "    )\n",
    "    r4 = np.take_along_axis(r, nn, axis=1)\n",
    "    print(\n",
    "        f\"{name:26s}: 4 nearest at {r4.mean():.4f} ± {r4.std():.4f} nm; \"\n",
    "        f\"bond angle {angles.mean():6.2f}° ± {angles.std():5.2f}°\"\n",
    "    )\n",
    "for s in lat.neighbor_shells:\n",
    "    axes[0].axvline(s, color=style.CONTEXT, ls=\":\", lw=0.8)\n",
    "axes[0].set(xlabel=\"distance r (nm)\", ylabel=\"g(r)\", title=\"pair distribution (dotted: open-nemo shells)\")\n",
    "axes[1].axvline(np.degrees(np.arccos(-1 / 3)), color=style.CONTEXT, ls=\":\", lw=0.8)\n",
    "axes[1].set(\n",
    "    xlabel=\"angle between two bonds of an atom (degrees)\",\n",
    "    ylabel=\"probability density (1/degree)\",\n",
    "    title=\"bond orientation (dotted: 109.47°)\",\n",
    ")\n",
    "axes[1].legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7e8721ad",
   "metadata": {},
   "source": [
    "The crystal has its atoms only at the distances of the open-nemo neighbour shells: 4 neighbours at\n",
    "0.2351 nm, 12 at 0.3840 nm, 12 at 0.4502 nm, 6 at 0.5430 nm, and every pair of bonds at the\n",
    "tetrahedral angle of 109.47°. In $g(r)$ this is a series of sharp lines (drawn as histogram bins).\n",
    "The thermal vibration broadens the lines without moving them: the nearest neighbours sit at\n",
    "0.2356 ± 0.0107 nm and the bond angles scatter by 4.1° around the tetrahedral angle, but the\n",
    "long-range order is intact, and so are the positions and orientations that define a solid crystal.\n",
    "The liquid-like packing has the same density but no order beyond the closest-approach distance: $g(r)$\n",
    "jumps up at 0.22 nm and settles to 1 within about 0.1 nm, and the bond angles spread from about 45°\n",
    "to 175°. Its four nearest atoms are at 0.2555 ± 0.0240 nm, and the \"angle between bonds\" has no preferred\n",
    "value; there are no bonds to speak of. (Real amorphous Si, like the SiO₂ of the next section, keeps\n",
    "the first neighbour shell and the local tetrahedra and loses the order only beyond them.)\n",
    "\n",
    "## 2. Atomic arrangements in a MOSFET\n",
    "\n",
    "The lecture's cross-section of an (older) Si MOSFET contains three of these arrangements stacked on\n",
    "top of one another.\n",
    "\n",
    "![Slide 7: functional layers of a MOSFET](attachment:slide_007_crop.png)\n",
    "\n",
    "*Slide 7: a transmission-electron micrograph of a MOSFET (left) and the function of its layers: crystalline Si substrate (the device), amorphous SiO₂ dielectric, polycrystalline Si or metal gate.*\n",
    "\n",
    "- The **substrate** at the bottom is crystalline Si, one of the purest and most perfectly arranged\n",
    "  materials made. It is where the transport happens, and its conductivity can be modulated: it is\n",
    "  the device.\n",
    "- The **gate** at the top is polycrystalline Si or a metal. Small crystallites are not aligned with\n",
    "  one another over long distances. The gate is conductive and holds charge, but its conductivity\n",
    "  cannot easily be modulated.\n",
    "- Between them sits an **amorphous oxide**, SiO₂, only 16 Å = 1.6 nm thick. It is the dielectric that\n",
    "  separates gate and device and should carry no current. Klimeck puts \"NO\" transport in quotes,\n",
    "  because some transport through it does happen.\n",
    "\n",
    "That last point can be computed now. An electron in the Si conduction band meets the SiO₂ layer as a\n",
    "potential barrier of height $V_0 = 3.1$ eV (the conduction-band offset), thickness $d$, with\n",
    "effective masses $m_1 = 0.26$ in Si (open-nemo's `ema_basic` value) and $m_2 = 0.3$ in the oxide.\n",
    "Quantum mechanically the electron can tunnel through. For a rectangular barrier, with $\\psi$ and\n",
    "$\\psi'/m$ continuous at both interfaces, the transmission is\n",
    "\n",
    "$$T(E) = \\left[1 + \\tfrac14\\left(\\eta + \\eta^{-1}\\right)^2 \\sinh^2(\\kappa d)\\right]^{-1}, \\qquad\n",
    "\\eta = \\frac{\\kappa/m_2}{k/m_1},$$\n",
    "\n",
    "with $k = \\sqrt{m_1 E/(\\hbar^2/2m_0)}$ and $\\kappa = \\sqrt{m_2 (V_0 - E)/(\\hbar^2/2m_0)}$, and\n",
    "$\\hbar^2/2m_0 = 0.0381$ eV nm². Lectures 6.1 and 6.2 derive this formula; here it serves as the check\n",
    "for open-nemo, which builds the Si/SiO₂/Si stack as a discretized effective-mass device and computes\n",
    "$T(E)$ with its Green's-function transport solver."
   ],
   "attachments": {
    "slide_007_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "b8340e0b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:40:48.252835Z",
     "iopub.status.busy": "2026-10-24T22:40:48.252734Z",
     "iopub.status.idle": "2026-10-24T22:40:48.917928Z",
     "shell.execute_reply": "2026-10-24T22:40:48.917485Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Si: m = 0.26, SiO2: m = 0.3, barrier V0 = 3.1 eV\n",
      "d = 1.6 nm: T(0.1 eV) = 1.013e-07, T(1.0 eV) = 8.209e-06; largest relative difference to the formula 0.9 %\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "κ at E = 0.1 eV: 4.86 nm⁻¹, so T drops by e^(2κ·0.1 nm) = 2.64 per 0.1 nm of oxide\n",
      "  d = 1.0 nm: T(0.1 eV) = 3.45e-05\n",
      "  d = 1.6 nm: T(0.1 eV) = 1.01e-07\n",
      "  d = 2.0 nm: T(0.1 eV) = 2.08e-09\n",
      "  d = 3.0 nm: T(0.1 eV) = 1.25e-13\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "EMA = nemo.structures.materials.load(\"ema_basic\")\n",
    "si_em, ox = EMA[\"Si\"], EMA[\"SiO2\"]\n",
    "V0 = ox.conduction_band_edge - si_em.conduction_band_edge\n",
    "print(f\"Si: m = {si_em.mass}, SiO2: m = {ox.mass}, barrier V0 = {V0} eV\")\n",
    "\n",
    "\n",
    "def t_open_nemo(d, energies, dx=0.02):\n",
    "    dev = nemo.Heterostructure1D(\n",
    "        [nemo.Layer(si_em, 5.0), nemo.Layer(ox, d), nemo.Layer(si_em, 5.0)], spacing=dx\n",
    "    )\n",
    "    return nemo.Transport(dev.hamiltonian).transmission(energies)\n",
    "\n",
    "\n",
    "def t_barrier(d, e, m1=si_em.mass, m2=ox.mass, v0=V0):\n",
    "    k, kappa = np.sqrt(m1 * e / HBAR2_2M0), np.sqrt(m2 * (v0 - e) / HBAR2_2M0)\n",
    "    eta = (kappa / m2) / (k / m1)\n",
    "    return 1.0 / (1.0 + 0.25 * (eta + 1 / eta) ** 2 * np.sinh(kappa * d) ** 2)\n",
    "\n",
    "\n",
    "E = np.linspace(0.01, 1.0, 100)\n",
    "T16 = t_open_nemo(1.6, E)\n",
    "rel = np.max(abs(T16 / t_barrier(1.6, E) - 1))\n",
    "print(\n",
    "    f\"d = 1.6 nm: T(0.1 eV) = {np.interp(0.1, E, T16):.3e}, T(1.0 eV) = {T16[-1]:.3e}; \"\n",
    "    f\"largest relative difference to the formula {100 * rel:.1f} %\"\n",
    ")\n",
    "\n",
    "thick = np.linspace(0.8, 3.0, 23)\n",
    "T_d = np.array([t_open_nemo(d, np.array([0.1]))[0] for d in thick])\n",
    "kappa = np.sqrt(ox.mass * (V0 - 0.1) / HBAR2_2M0)\n",
    "print(\n",
    "    f\"κ at E = 0.1 eV: {kappa:.2f} nm⁻¹, so T drops by e^(2κ·0.1 nm) = {np.exp(0.2 * kappa):.2f} per 0.1 \"\n",
    "    \"nm of oxide\"\n",
    ")\n",
    "for d in (1.0, 1.6, 2.0, 3.0):\n",
    "    print(f\"  d = {d:.1f} nm: T(0.1 eV) = {np.interp(d, thick, T_d):.2e}\")\n",
    "\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(11, 4))\n",
    "a1.semilogy(E, T16, color=style.OPEN_NEMO, label=\"open-nemo\")\n",
    "a1.semilogy(E[::6], t_barrier(1.6, E[::6]), \"o\", mfc=\"none\", color=style.REFERENCE, label=\"analytic barrier\")\n",
    "a1.set(\n",
    "    xlabel=\"electron energy above the Si conduction band E (eV)\",\n",
    "    ylabel=\"transmission T\",\n",
    "    title=\"tunnelling through 1.6 nm of SiO₂\",\n",
    ")\n",
    "a1.legend(frameon=False, fontsize=8)\n",
    "a2.semilogy(thick, T_d, \"o-\", color=style.OPEN_NEMO, ms=4, label=\"open-nemo, E = 0.1 eV\")\n",
    "a2.semilogy(thick, t_barrier(thick, 0.1), \"--\", color=style.REFERENCE, label=\"analytic barrier\")\n",
    "a2.axvline(1.6, color=style.CONTEXT, ls=\":\", label=\"the lecture's oxide, 1.6 nm\")\n",
    "a2.set(xlabel=\"oxide thickness d (nm)\", ylabel=\"transmission T\", title=\"the oxide is a tunnel barrier\")\n",
    "a2.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a5f94e51",
   "metadata": {},
   "source": [
    "open-nemo and the analytic formula agree to within 0.9 % over the whole energy range (the residual is\n",
    "the 0.02 nm discretization). Through 1.6 nm of SiO₂ an electron 0.1 eV above the Si conduction band\n",
    "gets through with probability $1.0\\times10^{-7}$, and one at 1 eV with $8.2\\times10^{-6}$. That looks\n",
    "negligible, but the electrons of the channel strike the oxide extremely often, so even this\n",
    "probability gives a measurable gate current. And the probability grows by a factor of 2.6 for every 0.1 nm\n",
    "(one atomic layer is about 0.3 nm) the oxide is made thinner: from $2.08\\times10^{-9}$ at 2 nm to\n",
    "$3.45\\times10^{-5}$ at 1 nm. This tunnelling is why gate oxides could not be thinned below about 1.2 nm\n",
    "and were replaced by high-κ dielectrics, which can be made thicker for the same capacitance. Gate\n",
    "leakage is computed in detail in the ultra-thin-body notebooks listed below.\n",
    "\n",
    "## 3. Why start with crystals\n",
    "\n",
    "Modern solid-state devices use all of these forms of matter: crystals for the channel, amorphous\n",
    "oxides for the dielectric and polycrystalline or metallic gates. The course nevertheless starts with\n",
    "the perfect crystal, because its periodicity makes the electronic states computable and gives them\n",
    "their names (bands, effective masses, gaps). It proceeds from one dimension to two and three, and\n",
    "then transfers the concepts to the other materials. Section 1 showed what survives in the less\n",
    "ordered cases: the vibrating crystal keeps the positions and orientations of the bonds on average,\n",
    "which is why band structures still describe Si at room temperature.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- Solid crystals have atoms at specific positions with bonds of specific orientation; plastic\n",
    "  crystals, liquid crystals and liquids give up one or both.\n",
    "- In the Si crystal every atom has 4 neighbours at 0.2351 nm with bond angles of 109.47°, then 12 at\n",
    "  0.3840 nm and 12 at 0.4502 nm. Thermal vibration at 300 K broadens these shells (bond angles\n",
    "  ± 4.1°) but keeps them; a liquid-like random packing of the same density has no order beyond\n",
    "  its closest-approach distance.\n",
    "- A MOSFET stacks a crystalline Si device, an amorphous SiO₂ dielectric (1.6 nm in the lecture's\n",
    "  example) and a polycrystalline Si or metal gate.\n",
    "- The dielectric is a 3.1 eV tunnel barrier. open-nemo gives $T = 1.0\\times10^{-7}$ at 0.1 eV through\n",
    "  1.6 nm, in agreement with the analytic barrier formula, and $T$ grows by a factor of 2.6 per 0.1 nm\n",
    "  of thinning.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Increase the thermal amplitude in section 1 until the nearest-neighbour and second-neighbour\n",
    "   peaks of $g(r)$ merge. Compare that amplitude with the Lindemann criterion for melting (about\n",
    "   10 % of the bond length).\n",
    "2. Repeat the tunnelling calculation with the longitudinal mass of the Si Δ valleys,\n",
    "   `si_em.extra[\"mass_longitudinal\"]` = 0.916, which is the mass of the two valleys whose heavy\n",
    "   axis is perpendicular to a (001) interface. How much does $T$ at 1.6 nm change?\n",
    "3. A high-κ oxide such as HfO₂ ($\\varepsilon_r \\approx 22$, barrier ≈ 1.5 eV, mass ≈ 0.2) replaces\n",
    "   1.6 nm of SiO₂ with a layer of the same capacitance, $d = 1.6\\ \\text{nm}\\times 22/3.9$. Build it\n",
    "   as an `EffectiveMassMaterial` and compare the transmissions.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 2.2: Applications of elemental and compound semiconductors](02_2_applications_of_semiconductors.ipynb)\n",
    "- [Lecture 4.1: Classical systems](04_1_classic_systems.ipynb)\n",
    "- [Crystal structures and Brillouin zones](../../book/01_bulk_band_structure/01_01_tight_binding_foundations/01_01_01_crystal_structures_and_brillouin_zones.ipynb)\n",
    "- [Lecture 6.2: Tunnelling through a single barrier](../03_tunneling_and_bandstructure/06_2_single_barrier.ipynb)\n",
    "- [Si MOS capacitor](../../book/05_ultra_thin_bodies/05_02_schrodinger_poisson_electrostatics/05_02_01_si_mos_capacitor.ipynb)\n",
    "- [Gate-oxide tunnelling](../../book/05_ultra_thin_bodies/05_03_utb_transistors_and_gate_leakage/05_03_02_gate_oxide_tunnelling.ipynb)\n",
    "- C. Flensburg, R. F. Stewart, *Phys. Rev. B* **60**, 284 (1999): the Debye–Waller factor of Si."
   ]
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