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   "source": [
    "# Lecture 10.5: Introduction to transport — free charge interacting with the electrostatic potential: an NIN diode\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45025](https://nanohub.org/resources/45025) — [video](https://nanohub.org/resources/45026) · [slides](https://nanohub.org/resources/45120)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the semiclassical electron density of a bulk semiconductor: the Fermi–Dirac integral\n",
    "  $n = N_C\\mathcal F_{1/2}(\\eta_F)$ and its non-degenerate (Boltzmann) limit\n",
    "- the Fermi level of GaAs doped to $2\\cdot10^{18}$ cm$^{-3}$ (about 80 meV above the band edge) and of\n",
    "  nearly intrinsic GaAs at $10^{15}$ cm$^{-3}$ (about 160 meV below it)\n",
    "- three adjacent layers, N–I–N: with flat bands the three Fermi levels do not line up, and electrons\n",
    "  flow to even them out\n",
    "- in equilibrium the Fermi level is flat; electrons diffuse into the intrinsic region, the charge\n",
    "  imbalance bends the bands, and Poisson's equation sets the final profile\n",
    "- the profile depends on the structure (20 nm versus 100 nm intrinsic region) and needs a numerical\n",
    "  solution; degenerate contacts need the full Fermi–Dirac integral\n",
    "\n",
    "**In this notebook** you compute the bulk density–Fermi level relation for GaAs with open-nemo's\n",
    "Fermi–Dirac integral, solve the NIN diode at equilibrium with `nemo.semiclassical` (Fermi–Dirac\n",
    "statistics and Poisson's equation), check charge neutrality and the depletion and accumulation charges,\n",
    "compare the 20 nm and 100 nm intrinsic regions, and show what Boltzmann statistics would get wrong."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "1945e46e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:19.197899Z",
     "iopub.status.busy": "2026-10-24T22:49:19.197710Z",
     "iopub.status.idle": "2026-10-24T22:49:19.657091Z",
     "shell.execute_reply": "2026-10-24T22:49:19.656582Z"
    }
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from scipy.optimize import brentq\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "from opennemo.structures.statistics import fermi_dirac_half\n",
    "\n",
    "style.use(notebook=True)\n",
    "EM = nemo.structures.materials.EffectiveMassMaterial\n",
    "KB, M0_HBAR2 = nemo.core.units.KB, nemo.core.units.M0_HBAR2      # eV/K; m0/ħ² in 1/(eV nm²)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "85e4cbb4",
   "metadata": {},
   "source": [
    "## 1. The semiclassical electron density\n",
    "\n",
    "So far the potential was given: flat, or with a voltage drop assumed by hand. Now the electrons\n",
    "themselves enter. In a bulk semiconductor with a parabolic conduction band of effective mass $m^*$,\n",
    "the electron density for a Fermi level $E_F$ is\n",
    "\n",
    "$$n = N_C\\,\\mathcal F_{1/2}(\\eta_F),\\qquad \\eta_F = \\frac{E_F - E_C}{k_BT},\\qquad\n",
    "\\mathcal F_{1/2}(\\eta) = \\frac{2}{\\sqrt\\pi}\\int_0^\\infty\\frac{\\sqrt\\epsilon\\,d\\epsilon}{1 + e^{\\epsilon - \\eta}},\n",
    "\\qquad N_C = 2\\left(\\frac{2\\pi m^*k_BT}{h^2}\\right)^{3/2},$$\n",
    "\n",
    "with $E_C$ the conduction-band edge, $k_BT$ the thermal energy and $N_C$ the effective density of\n",
    "states. For a Fermi level well below the band edge (low doping, non-degenerate) the Fermi function\n",
    "becomes a Boltzmann factor and $n \\approx N_C e^{\\eta_F}$. Klimeck calls the Fermi–Dirac result the\n",
    "ground truth at the semiclassical level; the two agree at low density and separate once the Fermi\n",
    "level approaches the band edge. `fermi_dirac_half` in `opennemo.structures.statistics` is the\n",
    "normalized $\\mathcal F_{1/2}$ above."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b4416552",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:19.658381Z",
     "iopub.status.busy": "2026-10-24T22:49:19.658278Z",
     "iopub.status.idle": "2026-10-24T22:49:19.912367Z",
     "shell.execute_reply": "2026-10-24T22:49:19.911941Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "k_B T = 25.85 meV, N_C = 4.352e+17 cm⁻³\n",
      "n = 2e+18 cm⁻³: E_F - E_C =   79.06 meV (Fermi-Dirac),   39.43 meV (Boltzmann)\n",
      "n = 1e+15 cm⁻³: E_F - E_C = -157.05 meV (Fermi-Dirac), -157.07 meV (Boltzmann)\n",
      "open-nemo contact Fermi level for 2e18 cm⁻³: 79.04 meV\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 715x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "T = 300.0\n",
    "kt = KB * T\n",
    "m_eff = 0.067\n",
    "Nc = 2 * (m_eff * M0_HBAR2 * kt / (2 * np.pi)) ** 1.5 * 1e21          # nm⁻³ -> cm⁻³\n",
    "print(f\"k_B T = {kt * 1e3:.2f} meV, N_C = {Nc:.3e} cm⁻³\")\n",
    "\n",
    "\n",
    "def fermi_level(n):\n",
    "    # E_F - E_C (eV) with n = N_C F_1/2((E_F - E_C)/kT)\n",
    "    return brentq(lambda e: Nc * fermi_dirac_half(e / kt) - n, -1.0, 1.0)\n",
    "\n",
    "\n",
    "for n in (2e18, 1e15):\n",
    "    print(f\"n = {n:.0e} cm⁻³: E_F - E_C = {fermi_level(n) * 1e3:7.2f} meV (Fermi-Dirac),\"\n",
    "          f\" {kt * np.log(n / Nc) * 1e3:7.2f} meV (Boltzmann)\")\n",
    "\n",
    "gaas = EM(\"GaAs\", m_eff, 12.9)\n",
    "bulk = nemo.Heterostructure1D([nemo.Layer(gaas, 20, donors=2e18)], spacing=0.25)\n",
    "print(f\"open-nemo contact Fermi level for 2e18 cm⁻³: {bulk.contact_fermi_level('left', T) * 1e3:.2f} meV\")\n",
    "\n",
    "eta = np.linspace(-250, 250, 501) * 1e-3 / kt\n",
    "fig, ax = plt.subplots(figsize=(6.5, 4))\n",
    "ax.semilogy(eta * kt * 1e3, Nc * fermi_dirac_half(eta), color=style.OPEN_NEMO, label=\"N_C F_1/2(η)\")\n",
    "ax.semilogy(eta * kt * 1e3, Nc * np.exp(eta), \"--\", color=style.CONTEXT, label=\"N_C e^η (Boltzmann)\")\n",
    "for n in (2e18, 1e15):\n",
    "    ax.plot(fermi_level(n) * 1e3, n, \"o\", color=style.REFERENCE, ms=5)\n",
    "ax.set(xlabel=\"E_F − E_C (meV)\", ylabel=\"electron density (cm⁻³)\", ylim=(1e13, 1e19),\n",
    "       title=\"GaAs conduction band, m* = 0.067 m₀, 300 K\")\n",
    "ax.legend(frameon=False, fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7e9fadb",
   "metadata": {},
   "source": [
    "The numbers match the lecture's plot: $N_C = 4.35\\cdot10^{17}$ cm$^{-3}$ and $k_BT = 25.85$ meV. A\n",
    "doping of $2\\cdot10^{18}$ cm$^{-3}$ needs the Fermi level 79.06 meV above the band edge (\"ballpark 80\n",
    "meV\"), and open-nemo's contact Fermi level agrees (79.04 meV). Boltzmann statistics would put it at\n",
    "only 39.43 meV: for degenerate doping the non-degenerate formula is far off. For $10^{15}$ cm$^{-3}$ both give\n",
    "$-157$ meV, the lecture's $-160$ meV.\n",
    "\n",
    "## 2. Three adjacent materials: what should the band alignment be?\n",
    "\n",
    "Now put three GaAs layers next to each other: N ($2\\cdot10^{18}$ cm$^{-3}$, 50 nm), I (nominally\n",
    "undoped, $10^{15}$ cm$^{-3}$, 100 nm), N ($2\\cdot10^{18}$ cm$^{-3}$, 50 nm). Since all three are GaAs, the\n",
    "first guess is a flat conduction band, zero field everywhere and each layer neutral ($N_D^+ = n$,\n",
    "$V = 0$). But then the Fermi level is 79 meV above the band edge in the contacts and 157 meV below it\n",
    "in the middle. Different Fermi levels drive electrons from the contacts into the intrinsic region to\n",
    "even them out.\n",
    "\n",
    "![Slide 6: flat bands leave the Fermi levels out of line](attachment:slide_006_crop.png)\n",
    "\n",
    "*Slide 6: with a flat conduction band the three layers have different Fermi levels; the density\n",
    "follows the doping exactly.*\n",
    "\n",
    "## 3. In equilibrium the Fermi level is flat\n",
    "\n",
    "In equilibrium there is one Fermi level, flat through the whole device, by definition. Klimeck calls\n",
    "this one of the key recipes for sketching any real device: start with the Fermi level, then draw the\n",
    "band edges. The electrons that diffuse into the intrinsic region leave the ionized donors behind; the\n",
    "resulting charge bends the bands, and the electrostatic potential must satisfy Poisson's equation,\n",
    "\n",
    "$$\\frac{d}{dx}\\Bigl(\\epsilon\\frac{d\\phi}{dx}\\Bigr) = -e\\bigl[N_D^+(x) - n(x)\\bigr],\\qquad\n",
    "n(x) = N_C\\,\\mathcal F_{1/2}\\!\\left(\\frac{E_F - E_C(x)}{k_BT}\\right),\\qquad E_C(x) = E_C^0 - e\\phi(x).$$\n",
    "\n",
    "`nemo.semiclassical` solves this nonlinear problem (Thomas–Fermi electrostatics with Fermi–Dirac\n",
    "statistics) on the 1-D device, with the Fermi level of the contacts and no field at the boundaries."
   ],
   "attachments": {
    "slide_006_crop.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "b87ad4ae",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:19.913674Z",
     "iopub.status.busy": "2026-10-24T22:49:19.913535Z",
     "iopub.status.idle": "2026-10-24T22:49:20.050839Z",
     "shell.execute_reply": "2026-10-24T22:49:20.050491Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fermi level 79.04 meV above the contact band edge\n",
      "band-edge rise in the centre: 145.9 meV\n",
      "centre: n = 3.2e+16 cm⁻³, E_F - E_C = -66.8 meV; bulk relation for this n: -66.8 meV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x660 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def nin(intrinsic, contact=50.0, dx=0.25):\n",
    "    layers = [nemo.Layer(gaas, contact, donors=2e18), nemo.Layer(gaas, intrinsic, donors=1e15),\n",
    "              nemo.Layer(gaas, contact, donors=2e18)]\n",
    "    return nemo.Heterostructure1D(layers, spacing=dx)\n",
    "\n",
    "\n",
    "dev = nin(100.0)\n",
    "mu = dev.contact_fermi_level(\"left\", T)\n",
    "sol = nemo.semiclassical(dev, mu, temperature=T)\n",
    "x, ec, n = dev.x, sol[\"band_edge\"], sol[\"electron_density\"]\n",
    "mid = np.argmin(abs(x - x[-1] / 2))\n",
    "print(f\"Fermi level {mu * 1e3:.2f} meV above the contact band edge\")\n",
    "print(f\"band-edge rise in the centre: {(ec[mid] - ec[0]) * 1e3:.1f} meV\")\n",
    "print(f\"centre: n = {n[mid]:.3g} cm⁻³, E_F - E_C = {(mu - ec[mid]) * 1e3:.1f} meV;\"\n",
    "      f\" bulk relation for this n: {fermi_level(n[mid]) * 1e3:.1f} meV\")\n",
    "\n",
    "fig, axes = plt.subplots(2, 1, figsize=(7.5, 6), sharex=True)\n",
    "axes[0].plot(x, ec * 1e3, color=style.OPEN_NEMO, label=\"E_C(x)\")\n",
    "axes[0].axhline(mu * 1e3, color=style.REFERENCE, ls=\"--\", lw=1, label=\"E_F (flat)\")\n",
    "axes[0].set(ylabel=\"energy (meV)\", title=\"NIN diode at equilibrium, 50 | 100 | 50 nm\")\n",
    "axes[0].legend(frameon=False, fontsize=8)\n",
    "axes[1].semilogy(x, n, color=style.OPEN_NEMO, label=\"n(x), free electrons\")\n",
    "axes[1].semilogy(x, dev.donors, \"--\", color=style.CONTEXT, label=\"N_D(x), doping\")\n",
    "axes[1].set(xlabel=\"position x (nm)\", ylabel=\"density (cm⁻³)\", ylim=(5e14, 5e18))\n",
    "axes[1].legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6175c8df",
   "metadata": {},
   "source": [
    "The conduction band rises by 145.9 meV in the middle of the intrinsic region, where the density falls\n",
    "to $3.2\\cdot10^{16}$ cm$^{-3}$, much more than the doping of $10^{15}$ cm$^{-3}$ but far below the contacts.\n",
    "There the Fermi level is 66.8 meV below the band edge, not 157 meV: the intrinsic layer is flooded by\n",
    "electrons from the contacts. The lecture's solution (slide 8) shows the same profile, a band-edge\n",
    "rise of 145.4 meV and $3.3\\cdot10^{16}$ cm$^{-3}$ in the centre (labelled \"$3\\times10^{17}$\" on the slide, a\n",
    "typo Klimeck points out); his reading of $-80$ meV from the density plot is close to the computed\n",
    "$-66.8$ meV.\n",
    "\n",
    "![Slide 8: the equilibrium solution](attachment:slide_008_crop.png)\n",
    "\n",
    "*Slide 8: the Poisson solution with a flat Fermi level; electrons spill into the intrinsic region and\n",
    "the band bends up.*\n",
    "\n",
    "## 4. Carriers diffuse to even out concentration differences\n",
    "\n",
    "The same result can be told as a drift–diffusion story: electrons diffuse from the heavily doped\n",
    "contacts into the intrinsic region to reduce the concentration gradient; the charge they carry builds\n",
    "up a field that drives them back. In equilibrium all processes and their reverse are present (drift\n",
    "balances diffusion) and no net current flows. The electrons that \"don't belong\" in the intrinsic\n",
    "region form a negative charge; the contacts near the junctions are depleted and carry the positive\n",
    "charge of the uncompensated donors. The whole device stays neutral."
   ],
   "attachments": {
    "slide_008_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "3b484c23",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:20.051952Z",
     "iopub.status.busy": "2026-10-24T22:49:20.051862Z",
     "iopub.status.idle": "2026-10-24T22:49:20.054379Z",
     "shell.execute_reply": "2026-10-24T22:49:20.054041Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "left half: depletion charge 6.313e+11 cm⁻², electrons in excess 6.310e+11 cm⁻²\n",
      "net charge of the whole device: -1.8e+07 cm⁻² (doping integral 2.00e+13 cm⁻²)\n",
      "largest electric field: 87 kV/cm\n"
     ]
    }
   ],
   "source": [
    "rho = dev.donors - n                                         # net positive charge density / e (cm⁻³)\n",
    "half = x < x[-1] / 2\n",
    "to_cm2 = 1e-7                                                # cm⁻³ · nm -> cm⁻²\n",
    "depleted = np.trapezoid(np.clip(rho[half], 0, None), x[half]) * to_cm2\n",
    "accumulated = np.trapezoid(np.clip(-rho[half], 0, None), x[half]) * to_cm2\n",
    "print(f\"left half: depletion charge {depleted:.3e} cm⁻², electrons in excess {accumulated:.3e} cm⁻²\")\n",
    "print(f\"net charge of the whole device: {np.trapezoid(rho, x) * to_cm2:.1e} cm⁻²\"\n",
    "      f\" (doping integral {np.trapezoid(dev.donors, x) * to_cm2:.2e} cm⁻²)\")\n",
    "field = -np.gradient(sol[\"potential\"], x)                    # V/nm\n",
    "print(f\"largest electric field: {abs(field).max() * 1e4:.0f} kV/cm\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0bb4e2d1",
   "metadata": {},
   "source": [
    "Each junction transfers $6.3\\cdot10^{11}$ electrons per cm$^2$ from the contact into the intrinsic\n",
    "region; the net charge of the device vanishes to one part in $10^{6}$ of the doping. The field that\n",
    "balances the diffusion reaches 87 kV/cm at the junctions.\n",
    "\n",
    "## 5. The structure determines the potential profile\n",
    "\n",
    "How much the band bends depends on the structure. In a short intrinsic region the electrons from the\n",
    "two contacts overlap and keep the band low; in a long one the centre approaches the bulk intrinsic\n",
    "Fermi level.\n",
    "\n",
    "![Slide 11: 20 nm against 100 nm intrinsic region](attachment:slide_011_crop.png)\n",
    "\n",
    "*Slide 11: equilibrium band edge and density for a 20 nm and a 100 nm intrinsic region.*\n",
    "\n",
    "Below the intrinsic length is varied from 5 nm to 400 nm, and for the 100 nm device the calculation\n",
    "is repeated with Boltzmann statistics (with the Boltzmann contact Fermi level), to show lesson 4 of the\n",
    "lecture."
   ],
   "attachments": {
    "slide_011_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "0901a7d6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:20.055241Z",
     "iopub.status.busy": "2026-10-24T22:49:20.055172Z",
     "iopub.status.idle": "2026-10-24T22:49:20.194047Z",
     "shell.execute_reply": "2026-10-24T22:49:20.193582Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " L_I (nm)   band-edge rise (meV)   n in the centre (cm⁻³)\n",
      "      5            27.3               1.23e+18\n",
      "     10            46.5               8.08e+17\n",
      "     20            72.4               4.06e+17\n",
      "     50           113.0               1.07e+17\n",
      "    100           145.9               3.2e+16\n",
      "    200           178.9               9.09e+15\n",
      "    400           209.0               2.84e+15\n",
      "\n",
      "100 nm, Boltzmann: contact E_F - E_C = 39.4 meV, band-edge rise 109.9 meV, centre n = 2.85e+16 cm⁻³\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "print(\" L_I (nm)   band-edge rise (meV)   n in the centre (cm⁻³)\")\n",
    "fig, axes = plt.subplots(1, 2, figsize=(11, 4))\n",
    "for L, c in zip((5, 10, 20, 50, 100, 200, 400), style.sweep(7)):\n",
    "    d = nin(float(L))\n",
    "    s = nemo.semiclassical(d, mu, temperature=T)\n",
    "    m = np.argmin(abs(d.x - d.x[-1] / 2))\n",
    "    print(f\"   {L:4d}          {(s['band_edge'][m] - s['band_edge'][0]) * 1e3:6.1f}\"\n",
    "          f\"               {s['electron_density'][m]:.3g}\")\n",
    "    if L in (20, 100, 400):\n",
    "        axes[0].plot(d.x - d.x[-1] / 2, s[\"band_edge\"] * 1e3, color=c, label=f\"L_I = {L} nm\")\n",
    "axes[0].axhline(mu * 1e3, color=style.REFERENCE, ls=\"--\", lw=1)\n",
    "axes[0].axhline((mu - fermi_level(1e15)) * 1e3, color=style.CONTEXT, ls=\":\", lw=1)\n",
    "axes[0].set(xlabel=\"position from the centre (nm)\", ylabel=\"E_C (meV)\", xlim=(-250, 250),\n",
    "            title=\"equilibrium band edge\")\n",
    "axes[0].legend(frameon=False, fontsize=8, loc=\"center right\")\n",
    "\n",
    "mu_b = kt * np.log(2e18 / Nc)\n",
    "s_b = nemo.semiclassical(dev, mu_b, temperature=T, statistics=\"boltzmann\")\n",
    "rise_b = (s_b[\"band_edge\"][mid] - s_b[\"band_edge\"][0]) * 1e3\n",
    "print(f\"\\n100 nm, Boltzmann: contact E_F - E_C = {mu_b * 1e3:.1f} meV, band-edge rise {rise_b:.1f} meV,\"\n",
    "      f\" centre n = {s_b['electron_density'][mid]:.3g} cm⁻³\")\n",
    "axes[1].plot(x, (mu - ec) * 1e3, color=style.OPEN_NEMO, label=\"Fermi-Dirac\")\n",
    "axes[1].plot(x, (mu_b - s_b[\"band_edge\"]) * 1e3, \"--\", color=style.CONTEXT, label=\"Boltzmann\")\n",
    "axes[1].set(xlabel=\"position x (nm)\", ylabel=\"E_F − E_C (meV)\", title=\"100 nm, statistics\")\n",
    "axes[1].legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "625b817e",
   "metadata": {},
   "source": [
    "The 20 nm device has a band-edge rise of 72.4 meV and $4.06\\cdot10^{17}$ cm$^{-3}$ in the centre (the\n",
    "lecture: 72.2 meV and $4.1\\cdot10^{17}$ cm$^{-3}$); the 100 nm device 145.9 meV. The rise keeps growing\n",
    "with the length, 209.0 meV at 400 nm, toward the flat-band mismatch of $79 + 157 = 236$ meV that a\n",
    "very long intrinsic region would reach. The final solution is structure dependent and needs a\n",
    "numerical solution, as the slide says.\n",
    "\n",
    "With Boltzmann statistics the contact Fermi level is 39.4 meV instead of 79.0 meV above the band\n",
    "edge, and the computed band-edge rise is 109.9 meV instead of 145.9 meV: a 25 % error in the barrier\n",
    "that any transport calculation would then see. Degenerate contacts need the full Fermi–Dirac integral.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- The semiclassical density is $n = N_C\\mathcal F_{1/2}((E_F - E_C)/k_BT)$, with\n",
    "  $N_C = 4.35\\cdot10^{17}$ cm$^{-3}$ for GaAs at 300 K; $2\\cdot10^{18}$ cm$^{-3}$ puts $E_F$ 79 meV above the\n",
    "  band edge, $10^{15}$ cm$^{-3}$ 157 meV below it.\n",
    "- Doping variations cause potential variations even at equilibrium: in an NIN stack of a single\n",
    "  material the band bends by 146 meV for a 100 nm intrinsic region.\n",
    "- In equilibrium the Fermi level is flat and the band edge bends; electrons diffuse into the intrinsic\n",
    "  region ($6.3\\cdot10^{11}$ cm$^{-2}$ per junction here) and the depleted contacts balance their charge.\n",
    "- Potential and free charge interact strongly; Poisson's equation ties them together, and the result\n",
    "  depends on the structure (72 meV for 20 nm, 146 meV for 100 nm).\n",
    "- Degenerate contacts need Fermi–Dirac statistics: Boltzmann underestimates the barrier by 25 %.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Lower the contact doping to $10^{17}$ cm$^{-3}$ and repeat Sections 3 and 5. Does the Boltzmann\n",
    "   error shrink, and why?\n",
    "2. Replace the intrinsic layer by AlGaAs (`EM(\"AlGaAs\", 0.092, 12.2, conduction_band_edge=0.3)`), which\n",
    "   makes the NIN diode a single barrier. How much of the band-edge profile is band offset and how much\n",
    "   electrostatics?\n",
    "3. Compute the screening length of the contacts from the depletion profile of Section 4 and compare\n",
    "   it with the Thomas–Fermi length $\\sqrt{\\epsilon\\,k_BT\\,\\mathcal F_{1/2}(\\eta)/(e^2 N_C\\,\\mathcal F_{-1/2}(\\eta))}$\n",
    "   (use `fermi_dirac_minus_half`).\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 10.4: sequential versus coherent tunneling](10_4_sequential_vs_coherent.ipynb) and\n",
    "  [Lecture 10.6: where is the voltage drop?](10_6_where_is_the_voltage_drop.ipynb)\n",
    "- [Benchmark: RTD electrostatics](../../book/15_benchmarks/15_01_nemo5/15_01_04_devices/15_01_04_01_rtd_electrostatics.ipynb)\n",
    "  and [NEMO-1D self-consistent benchmark](../../book/15_benchmarks/15_02_nemo1d/15_02_02_selfconsistent.ipynb).\n",
    "- J. S. Blakemore, \"Approximations for Fermi-Dirac integrals, especially the function\n",
    "  $\\mathcal F_{1/2}(\\eta)$ used to describe electron density in a semiconductor\", *Solid-State Electron.*\n",
    "  **25**, 1067 (1982).\n",
    "- S. M. Sze and K. K. Ng, *Physics of Semiconductor Devices*, 3rd ed. (Wiley, 2007), chapter 1."
   ]
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