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    "# Lecture 10.4: Introduction to transport — sequential versus coherent tunneling\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45023](https://nanohub.org/resources/45023) — [video](https://nanohub.org/resources/45024) · [slides](https://nanohub.org/resources/45118)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the rate equation of sequential tunneling (Lecture 10.2) and the Landauer formula of coherent\n",
    "  tunneling (Lecture 10.3) give identical current expressions for a narrow, isolated resonance\n",
    "- the sequential picture has a well-defined occupation of the state in the well; it implies some\n",
    "  decoherence or scattering\n",
    "- the Landauer approach has no expression for the charge in the device; for the charge one needs\n",
    "  non-equilibrium Green's functions (NEGF)\n",
    "- the free charge enters Poisson's equation: free carriers and the potential act back on each other,\n",
    "  which raises the question \"where is the voltage drop?\"\n",
    "- the two pictures part company when coherence matters: interference between resonances and broad,\n",
    "  overlapping states\n",
    "\n",
    "**In this notebook** you compare the coherent Landauer current with the sequential formula as the\n",
    "resonance broadens, compute the occupation of the well state from open-nemo's NEGF spectral functions\n",
    "and compare it with the rate equation, and estimate with Poisson's equation how strongly that charge\n",
    "moves the resonance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "d1828e15",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:16.607513Z",
     "iopub.status.busy": "2026-10-24T22:49:16.607374Z",
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     "shell.execute_reply": "2026-10-24T22:49:17.068189Z"
    }
   },
   "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",
    "from opennemo.structures.statistics import fermi\n",
    "\n",
    "style.use(notebook=True)\n",
    "EM = nemo.structures.materials.EffectiveMassMaterial\n",
    "Q, HBAR, KB = nemo.core.units.Q, nemo.core.units.HBAR, nemo.core.units.KB\n",
    "H2M0 = nemo.core.units.HBAR2_2M0"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c76e2999",
   "metadata": {},
   "source": [
    "## 1. Identical current expressions\n",
    "\n",
    "Klimeck puts the two models side by side. The rate equation needed no quantum mechanics at all: a\n",
    "level, two hopping rates and the Fermi functions of the contacts. The coherent picture computes the\n",
    "exact transmission and integrates it with the Landauer formula. For a resonance narrower than the\n",
    "thermal width, or entirely inside the bias window at low temperature, both give\n",
    "\n",
    "$$I = \\frac{2e}{\\hbar}\\,\\frac{\\Gamma_L\\Gamma_R}{\\Gamma_L + \\Gamma_R}\\,\\bigl[f_L(E_r) - f_R(E_r)\\bigr],$$\n",
    "\n",
    "\"which is maybe surprising, maybe not\", and which is worth remembering for the physical insight it\n",
    "gives.\n",
    "\n",
    "![Slide 3: rate equation and Landauer picture side by side](attachment:slide_003.png)\n",
    "\n",
    "*Slide 3: the two models give identical current expressions; only the sequential model has a\n",
    "well-defined occupation $n$ of the well.*\n",
    "\n",
    "The agreement rests on the resonance being narrow and isolated. The test below thins the barriers of\n",
    "the symmetric GaAs/AlGaAs double barrier of the previous lectures (5 nm well, 0.3 eV barriers, masses\n",
    "$0.067\\,m_0$ and $0.092\\,m_0$), which broadens the resonance, and compares the Landauer integral of the\n",
    "exact transmission with the sequential formula with $\\Gamma_L = \\Gamma_R = \\Gamma/2$ from\n",
    "`nemo.resonances`. Three bias conditions are used: a 60 meV window centred on the resonance at 4 K,\n",
    "and two 100 meV windows at 300 K (with $\\mu_L$ at $E_r$ and 30 meV above it). As in Lecture 10.3, the\n",
    "transmission is that of the unbiased structure."
   ],
   "attachments": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "4be9ac75",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:17.069986Z",
     "iopub.status.busy": "2026-10-24T22:49:17.069877Z",
     "iopub.status.idle": "2026-10-24T22:49:17.338816Z",
     "shell.execute_reply": "2026-10-24T22:49:17.338293Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " b (nm)   E_r (meV)   Γ (meV)   Γ/k_BT(300 K)   I_Landauer / I_sequential:  4 K, ±30 meV   300 K, μ_L = E_r   300 K, μ_L = E_r + 30 meV\n",
      "   5.0      81.79      0.129        0.005                    1.000            1.043               1.095\n",
      "   3.0      81.39      2.343        0.091                    0.993            0.999               1.022\n",
      "   2.0      79.63      9.780        0.378                    0.945            0.954               1.001\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   1.5      76.41     19.064        0.737                    0.880            0.908               0.979\n",
      "   1.0      68.86     32.242        1.247                    0.789            0.886               0.986\n"
     ]
    }
   ],
   "source": [
    "gaas = EM(\"GaAs\", 0.067, 12.9)\n",
    "algaas = EM(\"AlGaAs\", 0.092, 12.2, conduction_band_edge=0.3)\n",
    "\n",
    "\n",
    "def double_barrier(b_left, b_right, well=5.0, dx=0.05):\n",
    "    mats = (gaas, algaas, gaas, algaas, gaas)\n",
    "    widths = (10, b_left, well, b_right, 10)\n",
    "    return nemo.Heterostructure1D([nemo.Layer(m, d) for m, d in zip(mats, widths)], spacing=dx)\n",
    "\n",
    "\n",
    "def sequential_current(gam_l, gam_r, e_r, mu_l, mu_r, temp):\n",
    "    f_l, f_r = fermi(e_r, mu_l, temp), fermi(e_r, mu_r, temp)\n",
    "    return 2 * Q / HBAR * gam_l * gam_r / (gam_l + gam_r) * (f_l - f_r)\n",
    "\n",
    "\n",
    "cases = ((4, 0.03, -0.03), (300, 0.0, -0.1), (300, 0.03, -0.07))   # T (K), μ_L - E_r, μ_R - E_r (eV)\n",
    "spectra = {}\n",
    "print(\" b (nm)   E_r (meV)   Γ (meV)   Γ/k_BT(300 K)   I_Landauer / I_sequential:\"\n",
    "      \"  4 K, ±30 meV   300 K, μ_L = E_r   300 K, μ_L = E_r + 30 meV\")\n",
    "for b in (5, 3, 2, 1.5, 1):\n",
    "    dev = double_barrier(b, b)\n",
    "    res = nemo.resonances(dev)\n",
    "    e0, g = res[\"energy\"][0], res[\"width\"][0]\n",
    "    patches = [e + w * np.linspace(-40, 40, 2001) for e, w in zip(res[\"energy\"], res[\"width\"])]\n",
    "    E = np.unique(np.concatenate([np.linspace(1e-4, 0.8, 8000)] + patches))\n",
    "    T = nemo.Transport(dev.hamiltonian).transmission(E)\n",
    "    spectra[b] = (E, T, e0, g)\n",
    "    ratios = [nemo.landauer_current(E, T, e0 + dl, e0 + dr, temp)\n",
    "              / sequential_current(g / 2, g / 2, e0, e0 + dl, e0 + dr, temp) for temp, dl, dr in cases]\n",
    "    print(f\"  {b:4.1f}     {e0 * 1e3:6.2f}    {g * 1e3:7.3f}       {g / (KB * 300):6.3f}\"\n",
    "          f\"                    {ratios[0]:.3f}            {ratios[1]:.3f}               {ratios[2]:.3f}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "1f16cd57",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:17.339973Z",
     "iopub.status.busy": "2026-10-24T22:49:17.339891Z",
     "iopub.status.idle": "2026-10-24T22:49:17.678363Z",
     "shell.execute_reply": "2026-10-24T22:49:17.677921Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1155x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1, 2, figsize=(10.5, 4))\n",
    "for ax, b in zip(axes, (5, 1.5)):\n",
    "    E, T, e0, g = spectra[b]\n",
    "    ax.semilogy(E * 1e3, T, color=style.OPEN_NEMO, label=\"exact (open-nemo)\")\n",
    "    ax.semilogy(E * 1e3, (g / 2) ** 2 / ((E - e0) ** 2 + (g / 2) ** 2), \"--\", color=style.REFERENCE,\n",
    "                lw=1, label=\"Lorentzian of the lowest resonance\")\n",
    "    ax.set(xlabel=\"E (meV)\", ylabel=\"T(E)\", ylim=(1e-6, 2), xlim=(0, 450),\n",
    "           title=f\"{b} nm barriers, Γ = {g * 1e3:.2f} meV\")\n",
    "    ax.legend(frameon=False, fontsize=8, loc=\"lower right\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5f3f6ab9",
   "metadata": {},
   "source": [
    "For the 5 nm barriers ($\\Gamma = 0.129$ meV, 0.005 $k_BT$) the two currents agree to within 0.1 % at\n",
    "4 K; at 300 K the Landauer current is 4 % and 10 % larger, because thermally excited electrons also\n",
    "pass through the broad upper resonance and the background, which the single level of the rate\n",
    "equation does not have. As the barriers thin, the resonance broadens to 19 meV (1.5 nm) and 32 meV\n",
    "(1 nm), comparable to $k_BT$ and to the window, the upper resonance merges into the continuum above\n",
    "the barriers, and the Lorentzian no longer describes the transmission (right panel). At 4 K the\n",
    "sequential formula then overestimates the current by up to 27 % (1 nm: ratio 0.789), because part\n",
    "of the broad line lies outside the window. The coincidence of the two expressions is a property of\n",
    "narrow, isolated resonances. Klimeck summarizes: they part company when coherence matters, with\n",
    "interference between resonances and broad overlapping states.\n",
    "\n",
    "## 2. Occupation: the rate equation has it, Landauer does not\n",
    "\n",
    "The deeper difference is the charge. The sequential picture has a well-defined occupation of the\n",
    "state in the centre of the well,\n",
    "\n",
    "$$n = \\frac{\\Gamma_Lf_L + \\Gamma_Rf_R}{\\Gamma_L + \\Gamma_R}.$$\n",
    "\n",
    "Under the hood it assumes that an electron hops in, rattles around, interacts with other electrons\n",
    "or with phonons, comes to some sort of local equilibrium, and hops out: sequential tunneling usually\n",
    "implies scattering or decoherence. The Landauer formula, $I = (2e/h)\\int T(f_L - f_R)\\,dE$, contains no\n",
    "expression for the charge inside the device at all; only the reservoirs are well defined, each with\n",
    "its own Fermi level. For the charge one needs a quantum transport method that populates the states of\n",
    "the device out of equilibrium, such as NEGF.\n",
    "\n",
    "In NEGF the states injected from the left contact have the spectral function $A_L(z, E)$ and those\n",
    "from the right $A_R(z, E)$; the density is\n",
    "\n",
    "$$n(z) = \\int\\frac{dE}{2\\pi}\\Bigl[A_L(z, E)f_L(E) + A_R(z, E)f_R(E)\\Bigr].$$\n",
    "\n",
    "`Transport.solve` returns both spectral functions. At large bias ($f_L = 1$, $f_R = 0$ at the\n",
    "resonance) the well holds the left-injected part only. Integrating $A_L$ and $A_R$ over the well and\n",
    "over $\\pm 10\\,\\Gamma$ around the resonance gives the left- and right-connected parts of the state,\n",
    "$N_L$ and $N_R$; their ratio $N_L/(N_L + N_R)$ is the coherent counterpart of the rate-equation\n",
    "occupation. The rates $\\Gamma_{L,R}$ are the one-sided widths of Lecture 10.2 (the other barrier\n",
    "made 14 nm thick)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "6ca5ad3b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:17.679468Z",
     "iopub.status.busy": "2026-10-24T22:49:17.679378Z",
     "iopub.status.idle": "2026-10-24T22:49:17.876006Z",
     "shell.execute_reply": "2026-10-24T22:49:17.875552Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " b_L  b_R (nm)   Γ_L/(Γ_L+Γ_R) rate equation   N_L (NEGF)   N_R (NEGF)   N_L/(N_L+N_R)\n",
      "  3    5               0.9479                0.8187       0.0448         0.9482\n",
      "  5    5               0.5000                0.4304       0.4304         0.5000\n",
      "  5    3               0.0521                0.0448       0.8187         0.0518\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 770x396 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def one_sided_rates(b_left, b_right):\n",
    "    gl = nemo.resonances(double_barrier(b_left, 14.0))[\"width\"][0]\n",
    "    gr = nemo.resonances(double_barrier(14.0, b_right))[\"width\"][0]\n",
    "    return gl, gr\n",
    "\n",
    "\n",
    "profiles = {}\n",
    "print(\" b_L  b_R (nm)   Γ_L/(Γ_L+Γ_R) rate equation   N_L (NEGF)   N_R (NEGF)   N_L/(N_L+N_R)\")\n",
    "for bl, br in ((3, 5), (5, 5), (5, 3)):\n",
    "    dev = double_barrier(bl, br)\n",
    "    res = nemo.resonances(dev)\n",
    "    e0, g = res[\"energy\"][0], res[\"width\"][0]\n",
    "    E = e0 + g * np.linspace(-10, 10, 2001)\n",
    "    data = nemo.Transport(dev.hamiltonian).solve(E).data\n",
    "    well = (dev.x >= 10 + bl) & (dev.x <= 15 + bl)\n",
    "    n_l = np.trapezoid(data[\"spectral_left\"][:, well].sum(axis=1), E) / (2 * np.pi)\n",
    "    n_r = np.trapezoid(data[\"spectral_right\"][:, well].sum(axis=1), E) / (2 * np.pi)\n",
    "    profiles[bl, br] = (dev.x - 10 - bl, np.trapezoid(data[\"spectral_left\"], E, axis=0) / (2 * np.pi))\n",
    "    gl, gr = one_sided_rates(bl, br)\n",
    "    print(f\"  {bl}    {br}               {gl / (gl + gr):.4f}                {n_l:.4f}       {n_r:.4f}\"\n",
    "          f\"         {n_l / (n_l + n_r):.4f}\")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7, 3.6))\n",
    "for (bl, br), c in zip(profiles, style.sweep(3)):\n",
    "    z, dens = profiles[bl, br]\n",
    "    ax.plot(z, dens / 0.05, color=c, label=f\"{bl} nm | 5 nm | {br} nm\")   # per nm (grid 0.05 nm)\n",
    "ax.axvspan(0, 5, color=style.CONTEXT, alpha=0.12, lw=0)\n",
    "ax.set(xlabel=\"position from the left edge of the well (nm)\", ylabel=\"electrons per nm\",\n",
    "       title=\"left-injected density at large bias (NEGF)\", xlim=(-8, 13))\n",
    "ax.legend(frameon=False, fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a4548dd3",
   "metadata": {},
   "source": [
    "In this limit the coherent calculation and the rate equation agree on the occupation too: 0.9482\n",
    "against 0.9479 for the thin source barrier, 0.5000 for the symmetric structure and 0.0518 against\n",
    "0.0521 for the thick source barrier. ($N_L + N_R = 0.86$ rather than one because only part of the\n",
    "state lies inside the well and within $\\pm 10\\,\\Gamma$.) The profiles show Klimeck's insight from\n",
    "Lecture 10.2 directly: with the thin barrier on the source side the well is full, with the thin barrier\n",
    "on the drain side it is nearly empty. The essential point is that this number required the spectral\n",
    "functions of NEGF; $T(E)$ alone could not provide it.\n",
    "\n",
    "## 3. Free carriers and the potential act back on each other\n",
    "\n",
    "Why does the charge matter? Because the potential is not given: it follows from Poisson's equation,\n",
    "\n",
    "$$\\nabla^2 V(\\vec r) = -\\frac{\\rho(\\vec r)}{\\epsilon},\\qquad\n",
    "\\rho(\\vec r) = e\\bigl[N_D^+(\\vec r) - N_A^-(\\vec r) + p(\\vec r) - n(\\vec r)\\bigr],$$\n",
    "\n",
    "with $\\epsilon$ the permittivity, $N_D^+$ and $N_A^-$ the ionized donors and acceptors (fixed in\n",
    "space) and $n$, $p$ the free electrons and holes, which move, drift, diffuse and are injected. The\n",
    "transport calculation gives $n$ and $p$ as complicated functions of energy and voltage. If there are\n",
    "too few or too many carriers, the potential reacts, and the potential in turn changes the transport.\n",
    "\n",
    "![Slide 4: Poisson's equation and the back-action of the free charge](attachment:slide_004_crop.png)\n",
    "\n",
    "*Slide 4: asymmetric coupling sets the occupation; the free charge must satisfy Poisson's equation,\n",
    "so free carriers and the potential act back on each other.*\n",
    "\n",
    "A one-step estimate shows how strong this is. Place a sheet of electrons with density $\\sigma$ in the\n",
    "well, with the profile of the resonant state, and solve the one-dimensional Poisson equation for the\n",
    "electron potential energy $U$,\n",
    "\n",
    "$$\\frac{d^2U}{dz^2} = -\\frac{e^2}{\\epsilon_0\\epsilon_r}\\,n(z),\\qquad \\int n(z)\\,dz = \\sigma,$$\n",
    "\n",
    "with $U = 0$ at both ends of the structure (contacts that screen perfectly), $\\epsilon_0$ the vacuum\n",
    "permittivity and $\\epsilon_r = 12.9$; the electrons' negative charge raises their potential energy. Then `nemo.resonances(dev, potential=U)` gives the shifted\n",
    "resonance. The sheet density itself depends on how many transverse states are filled (Lecture 10.7):\n",
    "electrons with energy $E_r$ along $z$ and any transverse energy up to $\\mu_L - E_r$ occupy the\n",
    "resonance, so $\\sigma \\approx n\\,g_{2D}(\\mu_L - E_r)$ with $g_{2D} = m^*/\\pi\\hbar^2$ (both spins)."
   ],
   "attachments": {
    "slide_004_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "8843bcc5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:17.877103Z",
     "iopub.status.busy": "2026-10-24T22:49:17.877027Z",
     "iopub.status.idle": "2026-10-24T22:49:17.907072Z",
     "shell.execute_reply": "2026-10-24T22:49:17.906750Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " σ (cm⁻²)    max U (meV)   E_r (meV)   shift (meV)   shift / Γ\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    0e+00         0.00        81.79        0.00          0.0\n",
      "    1e+09         0.11        81.90        0.11          0.8\n",
      "    1e+10         1.13        82.89        1.10          8.5\n",
      "    1e+11        11.33        92.75       10.96         84.8\n",
      "    5e+11        56.63       136.59       54.80        423.9\n",
      "\n",
      "g_2D = m*/πħ² = 2.799e+13 cm⁻² eV⁻¹\n",
      "n = 0.948: σ ≈ n g_2D (20 meV) = 5.31e+11 cm⁻²\n",
      "n = 0.052: σ ≈ n g_2D (20 meV) = 2.91e+10 cm⁻²\n"
     ]
    }
   ],
   "source": [
    "dev = double_barrier(5, 5)\n",
    "res = nemo.resonances(dev)\n",
    "e0, g = res[\"energy\"][0], res[\"width\"][0]\n",
    "x = dev.x\n",
    "shape = np.asarray(res[\"density\"][0], dtype=float)\n",
    "shape /= np.trapezoid(shape, x)                                     # 1/nm, integrates to one\n",
    "E2_EPS0 = Q / 8.8541878128e-12 * 1e9                                # e/ε0 in V nm\n",
    "\n",
    "\n",
    "def hartree_potential(sigma_cm2, eps_r=12.9):\n",
    "    # U'' = -e²/(ε0 εr) n(z), U = 0 at both ends (finite differences), U in eV\n",
    "    n = sigma_cm2 * 1e-14 * shape                                   # electrons per nm³\n",
    "    h = x[1] - x[0]\n",
    "    m = len(x) - 2\n",
    "    lap = (np.diag(-2 * np.ones(m)) + np.diag(np.ones(m - 1), 1) + np.diag(np.ones(m - 1), -1)) / h**2\n",
    "    u = np.zeros_like(x)\n",
    "    u[1:-1] = np.linalg.solve(lap, -E2_EPS0 / eps_r * n[1:-1])\n",
    "    return u\n",
    "\n",
    "\n",
    "print(\" σ (cm⁻²)    max U (meV)   E_r (meV)   shift (meV)   shift / Γ\")\n",
    "for sigma in (0, 1e9, 1e10, 1e11, 5e11):\n",
    "    u = hartree_potential(sigma)\n",
    "    er = nemo.resonances(dev, potential=u)[\"energy\"][0]\n",
    "    print(f\" {sigma:8.0e}      {u.max() * 1e3:7.2f}      {er * 1e3:7.2f}      {(er - e0) * 1e3:6.2f}\"\n",
    "          f\"      {(er - e0) / g:7.1f}\")\n",
    "g2d = 0.067 / (2 * np.pi * H2M0) * 1e14                             # m*/πħ² in cm⁻² eV⁻¹\n",
    "print(f\"\\ng_2D = m*/πħ² = {g2d:.3e} cm⁻² eV⁻¹\")\n",
    "for n_occ in (0.948, 0.052):\n",
    "    print(f\"n = {n_occ}: σ ≈ n g_2D (20 meV) = {n_occ * g2d * 0.02:.2e} cm⁻²\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a1128b3f",
   "metadata": {},
   "source": [
    "A sheet of only $10^{10}$ cm$^{-2}$ electrons raises the potential in the well by 1.13 meV and moves the\n",
    "resonance up by 1.10 meV, 8.5 widths; at $10^{11}$ cm$^{-2}$ the shift is 11.0 meV, and at\n",
    "$5\\cdot10^{11}$ cm$^{-2}$ it is 54.8 meV, two thirds of the resonance energy itself. With $\\mu_L$\n",
    "20 meV above the resonance the full level of the 3 nm | 5 nm structure holds about\n",
    "$5\\cdot10^{11}$ cm$^{-2}$, the nearly empty level of the 5 nm | 3 nm structure 18 times less: the two structures have the same\n",
    "coherent current at a fixed potential, but completely different potentials, and so different\n",
    "currents, once the charge is included. Sequential and coherent tunneling give the same current\n",
    "whenever the resonance is narrow and isolated, but neither gives it at the right bias without the\n",
    "charge and Poisson's equation. Where the voltage drops is the subject of Lectures 10.5 and 10.6.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- Sequential tunneling (rate equation) and coherent tunneling (Landauer) give the same current,\n",
    "  $(2e/\\hbar)\\,\\Gamma_L\\Gamma_R/(\\Gamma_L + \\Gamma_R)\\,(f_L - f_R)$, for a narrow, isolated resonance;\n",
    "  the agreement degrades as the resonance broadens toward $k_BT$ and the window and as other states\n",
    "  contribute.\n",
    "- The rate equation defines an occupation of the well and implies decoherence. The Landauer formula\n",
    "  defines no charge in the device; NEGF does, through the spectral functions $A_L$ and $A_R$.\n",
    "- At large bias the NEGF occupation of the well state, $N_L/(N_L + N_R)$, equals the rate-equation\n",
    "  $\\Gamma_L/(\\Gamma_L + \\Gamma_R)$: 0.948 for a thin source barrier, 0.052 for a thick one.\n",
    "- The free charge enters Poisson's equation: $10^{10}$ cm$^{-2}$ in the well already moves the\n",
    "  resonance by several widths. Free carriers and the potential act back on each other.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Repeat the width comparison of Section 1 for asymmetric barriers (3 nm | 5 nm). Is the agreement\n",
    "   between the two currents better or worse than for the symmetric structure of the same total width?\n",
    "2. Compute the density $n(z)$ of Section 2 at a finite temperature and bias, with $f_L$ and $f_R$\n",
    "   evaluated over a wide energy grid, for $\\mu_L = E_r + 20$ meV and $\\mu_R = \\mu_L - 0.2$ eV. How much\n",
    "   charge sits in the well, and how much in the emitter contact region?\n",
    "3. Build a triple-barrier structure (two 5 nm wells separated by a 2 nm barrier). Compare its exact\n",
    "   $T(E)$ with the sum of two Lorentzians at the two resonances. Where does interference make the\n",
    "   difference?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 10.2: sequential tunneling](10_2_sequential_tunneling_rate_equations.ipynb),\n",
    "  [Lecture 10.3: coherent tunneling](10_3_coherent_tunneling_and_landauer.ipynb) and\n",
    "  [Lecture 10.6: where is the voltage drop?](10_6_where_is_the_voltage_drop.ipynb)\n",
    "- [Green's functions from scratch](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_01_greens_functions_from_scratch.ipynb).\n",
    "- [RTD scattering](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_01_rtd_scattering.ipynb)\n",
    "  and [sequential scattering in RTDs](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_02_rtd_sequential_scattering.ipynb).\n",
    "- R. Lake, G. Klimeck, R. C. Bowen and D. Jovanovic, \"Single and multiband modeling of quantum electron\n",
    "  transport through layered semiconductor devices\", *J. Appl. Phys.* **81**, 7845 (1997).\n",
    "- S. Luryi, \"Frequency limit of double-barrier resonant-tunneling oscillators\", *Appl. Phys. Lett.*\n",
    "  **47**, 490 (1985): the sequential picture of resonant tunneling."
   ]
  }
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