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    "# Lecture 10.2: Introduction to transport — a simple rate-equation model of sequential tunneling\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45019](https://nanohub.org/resources/45019) — [video](https://nanohub.org/resources/45117) · [slides](https://nanohub.org/resources/45116)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the simplest transport model, before any wave mechanics: a single level between two reservoirs,\n",
    "  filled and emptied at hopping rates $\\Gamma_L/\\hbar$ and $\\Gamma_R/\\hbar$\n",
    "- the rate equation for its occupation $n$: in-flow minus out-flow through each barrier\n",
    "- the steady state: $n = (\\Gamma_Lf_L + \\Gamma_Rf_R)/(\\Gamma_L + \\Gamma_R)$ and the current\n",
    "  $I = (e/\\hbar)\\,\\Gamma_L\\Gamma_R/(\\Gamma_L + \\Gamma_R)\\,(f_L - f_R)$\n",
    "- intuitive limits: the thick barrier limits the current; asymmetric coupling decides whether the\n",
    "  level is full or empty, and so influences the voltage drop in the device\n",
    "- the link to the Landauer formula of the next lecture\n",
    "\n",
    "**In this notebook** you take the hopping rates $\\Gamma_L$ and $\\Gamma_R$ of real GaAs/AlGaAs double\n",
    "barriers from open-nemo's resonance solver, integrate the rate equation in time, check the\n",
    "steady-state occupation and current in the lecture's limits, compute the current–voltage curve of a\n",
    "level that moves with the bias, and show that the Landauer formula with a Lorentzian transmission\n",
    "gives the same current."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "74f4d27e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:10.917552Z",
     "iopub.status.busy": "2026-10-24T22:49:10.917484Z",
     "iopub.status.idle": "2026-10-24T22:49:11.401963Z",
     "shell.execute_reply": "2026-10-24T22:49:11.401592Z"
    }
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from scipy.integrate import solve_ivp\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 = nemo.core.units.Q, nemo.core.units.HBAR      # C, eV s"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "241b57a1",
   "metadata": {},
   "source": [
    "## 1. The simplest transport model: a rate equation for one level\n",
    "\n",
    "Klimeck starts from the conceptual picture of Lecture 10.1 (two reservoirs, an object with channels)\n",
    "and reduces the object to a single quantum state at the resonance energy $E_r$. The reservoirs are\n",
    "filled according to Fermi functions $f_{L,R}(E) = 1/(1 + e^{(E - \\mu_{L,R})/k_BT})$ with chemical\n",
    "potentials $\\mu_L$ and $\\mu_R = \\mu_L - eV$, separated by the applied voltage $V$. An electron hops\n",
    "between the level and the left reservoir at the rate $\\Gamma_L/\\hbar$ (per second) and between the\n",
    "level and the right reservoir at $\\Gamma_R/\\hbar$; $\\Gamma_{L,R}$ are energies. The level can move\n",
    "with the bias, $E_r(\\alpha V)$, where $\\alpha$ describes how much of the voltage drops before the\n",
    "level (\"the state may not be exactly going down at a rate of half\").\n",
    "\n",
    "![Slide 4: a rate equation for one level](attachment:slide_004_crop.png)\n",
    "\n",
    "*Slide 4: the single level between two reservoirs, the hopping rates and the symbols of the model.*\n",
    "\n",
    "The occupation $n$ of the level changes by hopping in minus hopping out, through each barrier:\n",
    "\n",
    "$$\\frac{dn}{dt} = \\frac{\\Gamma_L}{\\hbar}\\bigl[f_L(E_r) - n\\bigr] + \\frac{\\Gamma_R}{\\hbar}\\bigl[f_R(E_r) - n\\bigr].$$\n",
    "\n",
    "The term $\\Gamma_Lf_L/\\hbar$ is the in-flow from the left (proportional to how many electrons the left\n",
    "contact offers at $E_r$), $\\Gamma_Ln/\\hbar$ the out-flow back to the left; the right side is the same.\n",
    "No wave mechanics enters: the rates are inputs. Wave mechanics (Lecture 10.3) tells where they come\n",
    "from: they are the widths of the quasi-bound state when only one barrier lets it leak.\n",
    "Here $\\Gamma_L$ is computed with `nemo.resonances` for a structure whose right barrier is made\n",
    "14 nm thick (so that the state leaks only to the left), and $\\Gamma_R$ the other way round. The\n",
    "structures are GaAs wells of 5 nm with Al$_x$Ga$_{1-x}$As barriers 0.3 eV high (masses $0.067\\,m_0$\n",
    "and $0.092\\,m_0$); the barrier thicknesses $b_L$ and $b_R$ vary."
   ],
   "attachments": {
    "slide_004_crop.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "9e38420d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:11.403340Z",
     "iopub.status.busy": "2026-10-24T22:49:11.403236Z",
     "iopub.status.idle": "2026-10-24T22:49:11.437888Z",
     "shell.execute_reply": "2026-10-24T22:49:11.437434Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " b_L  b_R (nm)   E_r (meV)   Γ (meV)   Γ_L (meV)   Γ_R (meV)   Γ_L + Γ_R (meV)\n",
      "  5    5         81.79     0.1293     0.0647      0.0647         0.1293\n",
      "  4    6         81.76     0.2911     0.2760      0.0151         0.2912\n",
      "  3    5         81.60     1.2413     1.1774      0.0647         1.2421\n",
      "  5    3         81.60     1.2413     0.0647      1.1774         1.2421\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, lead=10.0, dx=0.05):\n",
    "    mats = (gaas, algaas, gaas, algaas, gaas)\n",
    "    widths = (lead, b_left, well, b_right, lead)\n",
    "    return nemo.Heterostructure1D([nemo.Layer(m, d) for m, d in zip(mats, widths)], spacing=dx)\n",
    "\n",
    "\n",
    "def rates(b_left, b_right):\n",
    "    # lowest resonance energy and its width (eV): full structure, left barrier only, right barrier only\n",
    "    res = nemo.resonances(double_barrier(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 res[\"energy\"][0], res[\"width\"][0], gl, gr\n",
    "\n",
    "\n",
    "rate_table = {}\n",
    "print(\" b_L  b_R (nm)   E_r (meV)   Γ (meV)   Γ_L (meV)   Γ_R (meV)   Γ_L + Γ_R (meV)\")\n",
    "for bl, br in ((5, 5), (4, 6), (3, 5), (5, 3)):\n",
    "    er, g, gl, gr = rate_table[bl, br] = rates(bl, br)\n",
    "    print(f\"  {bl}    {br}        {er * 1e3:6.2f}    {g * 1e3:7.4f}    {gl * 1e3:7.4f}\"\n",
    "          f\"     {gr * 1e3:7.4f}        {(gl + gr) * 1e3:7.4f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0ffebdc5",
   "metadata": {},
   "source": [
    "The width of the full structure equals the sum $\\Gamma_L + \\Gamma_R$ of the one-sided widths to\n",
    "better than 0.1 %: the escape rates through the two barriers add. A 1 nm thinner barrier increases\n",
    "its rate by a factor of about 4.3 (compare $\\Gamma_R$ for 5 and 6 nm with $\\Gamma_L$ for 4 nm and\n",
    "5 nm), the exponential sensitivity of tunneling.\n",
    "\n",
    "The rate equation is linear in $n$ and relaxes exponentially to its steady state with the time\n",
    "constant $\\tau = \\hbar/(\\Gamma_L + \\Gamma_R)$. Below it is integrated numerically for the asymmetric\n",
    "3 nm | 5 nm structure at large bias ($f_L = 1$, $f_R = 0$), starting from an empty level, together with\n",
    "the currents through the left and the right barrier,\n",
    "\n",
    "$$I_L = \\frac{e}{\\hbar}\\Gamma_L\\,(f_L - n),\\qquad I_R = \\frac{e}{\\hbar}\\Gamma_R\\,(n - f_R).$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "946cf528",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:11.439001Z",
     "iopub.status.busy": "2026-10-24T22:49:11.438923Z",
     "iopub.status.idle": "2026-10-24T22:49:11.667243Z",
     "shell.execute_reply": "2026-10-24T22:49:11.666872Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "τ = ħ/(Γ_L + Γ_R) = 0.530 ps\n",
      "steady state n = 0.9479; numerical n(10τ) = 0.9479; largest |n_numerical - n_exact| = 1.9e-11\n",
      "at t = 0:  I_L = 286.60 nA, I_R = 0.00 nA;  at t = 10τ: I_L = 14.933 nA, I_R = 14.920 nA (per spin)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1100x396 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "er, g, gl, gr = rate_table[3, 5]\n",
    "fl, fr = 1.0, 0.0\n",
    "tau = HBAR / (gl + gr)\n",
    "\n",
    "\n",
    "def dndt(t, n):\n",
    "    return gl / HBAR * (fl - n) + gr / HBAR * (fr - n)\n",
    "\n",
    "\n",
    "t = np.linspace(0, 10 * tau, 500)\n",
    "sol = solve_ivp(dndt, (0, t[-1]), [0.0], t_eval=t, rtol=1e-10, atol=1e-12)\n",
    "n_t = sol.y[0]\n",
    "n_ss = (gl * fl + gr * fr) / (gl + gr)\n",
    "n_exact = n_ss * (1 - np.exp(-t / tau))\n",
    "print(f\"τ = ħ/(Γ_L + Γ_R) = {tau * 1e12:.3f} ps\")\n",
    "print(f\"steady state n = {n_ss:.4f}; numerical n(10τ) = {n_t[-1]:.4f};\"\n",
    "      f\" largest |n_numerical - n_exact| = {abs(n_t - n_exact).max():.1e}\")\n",
    "IL = Q / HBAR * gl * (fl - n_t) * 1e9\n",
    "IR = Q / HBAR * gr * (n_t - fr) * 1e9\n",
    "print(f\"at t = 0:  I_L = {IL[0]:.2f} nA, I_R = {IR[0]:.2f} nA;  at t = 10τ: I_L = {IL[-1]:.3f} nA,\"\n",
    "      f\" I_R = {IR[-1]:.3f} nA (per spin)\")\n",
    "\n",
    "fig, axes = plt.subplots(1, 2, figsize=(10, 3.6))\n",
    "axes[0].plot(t * 1e12, n_t, color=style.OPEN_NEMO, label=\"solve_ivp\")\n",
    "axes[0].plot(t * 1e12, n_exact, \":\", color=style.REFERENCE, label=\"n∞(1 − e^(−t/τ))\")\n",
    "axes[0].set(xlabel=\"time (ps)\", ylabel=\"occupation n\", title=\"filling the level, 3 nm | 5 nm\")\n",
    "axes[0].legend(frameon=False, fontsize=8)\n",
    "axes[1].semilogy(t * 1e12, IL, color=style.OPEN_NEMO, label=\"through the left barrier\")\n",
    "axes[1].semilogy(t * 1e12, IR, color=style.CONTEXT, label=\"through the right barrier\")\n",
    "axes[1].set(xlabel=\"time (ps)\", ylabel=\"current per spin (nA)\", title=\"in-flow and out-flow\")\n",
    "axes[1].legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "15b14fb2",
   "metadata": {},
   "source": [
    "The level fills within a few $\\tau = 0.530$ ps up to $n = 0.948$. At first the left barrier lets\n",
    "287 nA flow in while nothing flows out; the difference charges the level. In the steady state the two\n",
    "currents are equal, 14.92 nA per spin: whatever comes in from the left leaves to the right.\n",
    "\n",
    "## 2. The steady state: occupation and current\n",
    "\n",
    "With $dn/dt = 0$ the rate equation gives the occupation, and the current through the right barrier\n",
    "follows:\n",
    "\n",
    "$$n = \\frac{\\Gamma_Lf_L + \\Gamma_Rf_R}{\\Gamma_L + \\Gamma_R},\\qquad\n",
    "I = \\frac{e}{\\hbar}\\,\\frac{\\Gamma_L\\Gamma_R}{\\Gamma_L + \\Gamma_R}\\,(f_L - f_R)\\quad(\\times 2\\text{ for spin}).$$\n",
    "\n",
    "The occupation is the in-flow divided by the total out-flow rate: a balance of in-flow over out-flow.\n",
    "The current has the form that will recur throughout the course: a product of the two rates over their\n",
    "sum (like two conductances in series) times the difference of the occupations of the contacts.\n",
    "\n",
    "## 3. Intuitive limits\n",
    "\n",
    "![Slide 5: limits of the rate equation](attachment:slide_005.png)\n",
    "\n",
    "*Slide 5: the limiting cases. The thick (or tall) barrier limits the current; at large bias a thin\n",
    "source barrier fills the level and a thick one leaves it empty.*\n",
    "\n",
    "- If one rate is much smaller, $\\Gamma_1 \\ll \\Gamma_2$, then\n",
    "  $I \\propto \\Gamma_1\\Gamma_2/(\\Gamma_1 + \\Gamma_2) \\approx \\Gamma_1$: the fat or tall barrier limits\n",
    "  the current.\n",
    "- At large bias ($f_L = 1$, $f_R = 0$) with a thick source barrier, $\\Gamma_L \\ll \\Gamma_R$:\n",
    "  $n \\approx \\Gamma_L/\\Gamma_R \\to 0$. The level empties faster than it fills.\n",
    "- At large bias with a thin source barrier, $\\Gamma_L \\gg \\Gamma_R$: $n \\to 1$. The level is full,\n",
    "  strongly coupled to the left Fermi level.\n",
    "\n",
    "The table applies these formulas to the four computed structures at large bias, including spin."
   ],
   "attachments": {
    "slide_005.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "52c2e5ae",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:11.668423Z",
     "iopub.status.busy": "2026-10-24T22:49:11.668340Z",
     "iopub.status.idle": "2026-10-24T22:49:11.796259Z",
     "shell.execute_reply": "2026-10-24T22:49:11.795733Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " b_L  b_R (nm)   Γ_L/Γ_R    n (large bias)   I = 2(e/ħ) Γ_LΓ_R/(Γ_L+Γ_R) (nA)   2(e/ħ) min(Γ) (nA)\n",
      "  5    5         1.000       0.5000                 15.74                        31.48\n",
      "  4    6        18.222       0.9480                  6.99                         7.37\n",
      "  3    5        18.208       0.9479                 29.84                        31.48\n",
      "  5    3         0.055       0.0521                 29.84                        31.48\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x396 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "print(\" b_L  b_R (nm)   Γ_L/Γ_R    n (large bias)   I = 2(e/ħ) Γ_LΓ_R/(Γ_L+Γ_R) (nA)   2(e/ħ) min(Γ) (nA)\")\n",
    "for (bl, br), (er, g, gl, gr) in rate_table.items():\n",
    "    n = gl / (gl + gr)\n",
    "    I = 2 * Q / HBAR * gl * gr / (gl + gr)\n",
    "    print(f\"  {bl}    {br}       {gl / gr:7.3f}       {n:.4f}               {I * 1e9:7.2f}\"\n",
    "          f\"                      {2 * Q / HBAR * min(gl, gr) * 1e9:7.2f}\")\n",
    "\n",
    "ratio = np.logspace(-3, 3, 200)\n",
    "g_sum = 1.0\n",
    "gl_r, gr_r = g_sum * ratio / (1 + ratio), g_sum / (1 + ratio)\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.6))\n",
    "ax.semilogx(ratio, gl_r / g_sum, color=style.OPEN_NEMO, label=\"occupation n\")\n",
    "ax.semilogx(ratio, 4 * gl_r * gr_r / g_sum**2, color=style.CONTEXT,\n",
    "            label=\"current / its maximum, 4Γ_LΓ_R/(Γ_L+Γ_R)²\")\n",
    "ax.set(xlabel=\"Γ_L / Γ_R\", ylabel=\"normalized\", title=\"large bias, fixed Γ_L + Γ_R\")\n",
    "ax.legend(frameon=False, fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d8d73389",
   "metadata": {},
   "source": [
    "The symmetric 5 nm | 5 nm structure is half full ($n = 0.5000$). Thinning the source barrier to 3 nm\n",
    "makes $\\Gamma_L/\\Gamma_R = 18.2$ and fills the level to $n = 0.948$; the reverse structure,\n",
    "5 nm | 3 nm, has the same current (the formula is symmetric in the two rates) but an almost empty\n",
    "level, $n = 0.052$. For both asymmetric pairs the current is 5 % below the value set by the smaller rate alone.\n",
    "\n",
    "Klimeck's insight is the last point: asymmetric coupling strongly influences the electron occupation,\n",
    "and the occupation is charge. A full level in the well charges it and raises the potential there, so\n",
    "it changes the voltage drop through the device, which in turn moves $E_r(\\alpha V)$. Current, charge\n",
    "and potential depend on each other; Lectures 10.5 and 10.6 close that loop.\n",
    "\n",
    "## 4. Current through a level that moves with the bias\n",
    "\n",
    "The level moves down with the bias, $E_r(V) = E_r(0) - \\alpha eV$. With $\\mu_L = 50$ meV above the\n",
    "emitter conduction-band edge and $\\mu_R = \\mu_L - eV$, the Fermi functions $f_L(E_r)$ and $f_R(E_r)$\n",
    "switch the current on when the level crosses $\\mu_L$, at $V = (E_r(0) - \\mu_L)/\\alpha e$. The rates of\n",
    "the symmetric 5 nm | 5 nm structure are used, with $\\alpha = 0.5$ (the level in the middle of a\n",
    "symmetric drop) and $\\alpha = 0.3$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "38383598",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:49:11.797320Z",
     "iopub.status.busy": "2026-10-24T22:49:11.797242Z",
     "iopub.status.idle": "2026-10-24T22:49:11.910500Z",
     "shell.execute_reply": "2026-10-24T22:49:11.909974Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "α = 0.5: onset at (E_r - μ_L)/α = 0.064 V, saturation current 15.74 nA\n",
      "α = 0.3: onset at (E_r - μ_L)/α = 0.106 V, saturation current 15.74 nA\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1100x396 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "er0, g, gl, gr = rate_table[5, 5]\n",
    "mu_l = 0.05\n",
    "V = np.linspace(0, 0.3, 601)\n",
    "fig, axes = plt.subplots(1, 2, figsize=(10, 3.6))\n",
    "for alpha, c in zip((0.5, 0.3), (style.OPEN_NEMO, style.CONTEXT)):\n",
    "    er = er0 - alpha * V\n",
    "    for temp, ls in ((4, \"-\"), (300, \"--\")):\n",
    "        fl, fr = fermi(er, mu_l, temp), fermi(er, mu_l - V, temp)\n",
    "        n = (gl * fl + gr * fr) / (gl + gr)\n",
    "        I = 2 * Q / HBAR * gl * gr / (gl + gr) * (fl - fr) * 1e9\n",
    "        axes[0].plot(V, I, ls, color=c, label=f\"α = {alpha}, {temp} K\")\n",
    "        axes[1].plot(V, n, ls, color=c)\n",
    "    print(f\"α = {alpha}: onset at (E_r - μ_L)/α = {(er0 - mu_l) / alpha:.3f} V,\"\n",
    "          f\" saturation current {2 * Q / HBAR * gl * gr / (gl + gr) * 1e9:.2f} nA\")\n",
    "axes[0].set(xlabel=\"bias V (V)\", ylabel=\"current (nA)\", title=\"rate equation, 5 nm | 5 nm\")\n",
    "axes[0].legend(frameon=False, fontsize=8)\n",
    "axes[1].set(xlabel=\"bias V (V)\", ylabel=\"occupation n\", title=\"occupation of the level\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b8a7dfa7",
   "metadata": {},
   "source": [
    "At 4 K the current switches on at 0.064 V for $\\alpha = 0.5$ and at 0.106 V for $\\alpha = 0.3$, as a\n",
    "step to 15.74 nA, and the occupation steps from 0 to $\\Gamma_L/(\\Gamma_L + \\Gamma_R) = 0.5$. At 300 K\n",
    "the steps are smeared over a few $k_BT/\\alpha$, and the level is partly occupied even at zero bias,\n",
    "because both contacts fill it in equilibrium.\n",
    "\n",
    "What this simple model lacks is also instructive. Once switched on, the current stays constant, while\n",
    "the coherent calculation of Lecture 10.1 for the same structure shows a peak and a drop (negative\n",
    "differential resistance). The reason is that $\\Gamma_L$ is not a constant: when the level falls below\n",
    "the conduction-band edge of the emitter, there are no states left to tunnel from and $\\Gamma_L$\n",
    "vanishes. Wave mechanics supplies $E_r$ and $\\Gamma$ as functions of the bias, as Klimeck says at the\n",
    "end: \"the rate equations gave us the shape of the answers and the wave mechanics will tell us how we\n",
    "can calculate gammas and eigenenergies\".\n",
    "\n",
    "## 5. Connecting the rate equation to Landauer transport\n",
    "\n",
    "The Landauer formula of Lecture 10.1, $I = (2e/h)\\int T(E)\\,[f_L(E) - f_R(E)]\\,dE$, describes the\n",
    "same structure through a transmission. Near an isolated resonance the transmission is a Lorentzian\n",
    "(the Breit–Wigner form, derived in Lecture 10.3),\n",
    "\n",
    "$$T(E) = \\frac{\\Gamma_L\\Gamma_R}{(E - E_r)^2 + (\\Gamma_L + \\Gamma_R)^2/4},\\qquad\n",
    "\\int T(E)\\,dE = \\frac{2\\pi\\,\\Gamma_L\\Gamma_R}{\\Gamma_L + \\Gamma_R}.$$\n",
    "\n",
    "If the resonance is much narrower than $k_BT$, the Fermi functions are constant across it, and the\n",
    "Landauer integral becomes $(2e/h)\\cdot 2\\pi\\,\\Gamma_L\\Gamma_R/(\\Gamma_L + \\Gamma_R)\\cdot(f_L - f_R)$,\n",
    "which is exactly the rate-equation current with spin, since $2\\pi/h = 1/\\hbar$. The check below uses\n",
    "`nemo.landauer_current` with the Lorentzian of the 3 nm | 5 nm structure at 300 K."
   ]
  },
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  E_r - μ_L (meV)   I Landauer, Lorentzian T (nA)   I rate equation (nA)   ratio\n",
      "         -60                 21.7387                    21.9373         0.9909\n",
      "         -20                 18.9752                    19.1280         0.9920\n",
      "           0                 14.2392                    14.3102         0.9950\n",
      "          20                  9.1443                     9.1360         1.0009\n",
      "          60                  2.6651                     2.6070         1.0223\n"
     ]
    }
   ],
   "source": [
    "er0, g, gl, gr = rate_table[3, 5]\n",
    "gam = gl + gr\n",
    "E = np.unique(np.concatenate([np.linspace(-0.3, 0.6, 4001), er0 + gam * np.linspace(-200, 200, 8001)]))\n",
    "print(\"  E_r - μ_L (meV)   I Landauer, Lorentzian T (nA)   I rate equation (nA)   ratio\")\n",
    "for d in (-60, -20, 0, 20, 60):\n",
    "    mu_l = er0 - d * 1e-3\n",
    "    mu_r = mu_l - 0.1\n",
    "    T_bw = gl * gr / ((E - er0) ** 2 + gam**2 / 4)\n",
    "    I_l = nemo.landauer_current(E, T_bw, mu_l, mu_r, 300)\n",
    "    I_r = 2 * Q / HBAR * gl * gr / gam * (fermi(er0, mu_l, 300) - fermi(er0, mu_r, 300))\n",
    "    print(f\"        {d:4d}               {I_l * 1e9:9.4f}                  {I_r * 1e9:9.4f}\"\n",
    "          f\"         {I_l / I_r:.4f}\")"
   ]
  },
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   "cell_type": "markdown",
   "id": "d0949365",
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   "source": [
    "The two currents agree to within 2.3 % here, with $\\Gamma_L + \\Gamma_R = 1.24$ meV, 21 times\n",
    "smaller than $k_BT = 25.9$ meV. The small difference comes from the Lorentzian tails, which\n",
    "reach out to where the Fermi functions do change. Lecture 10.4 compares the sequential and coherent\n",
    "pictures in detail, including the case where they part company.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- A single level coupled to two reservoirs at rates $\\Gamma_{L,R}/\\hbar$ obeys\n",
    "  $dn/dt = (\\Gamma_L/\\hbar)(f_L - n) + (\\Gamma_R/\\hbar)(f_R - n)$; it relaxes to its steady state in\n",
    "  $\\tau = \\hbar/(\\Gamma_L + \\Gamma_R)$, about half a picosecond for the 3 nm | 5 nm structure.\n",
    "- Steady state: $n = (\\Gamma_Lf_L + \\Gamma_Rf_R)/(\\Gamma_L + \\Gamma_R)$ and\n",
    "  $I = 2(e/\\hbar)\\,\\Gamma_L\\Gamma_R/(\\Gamma_L + \\Gamma_R)\\,(f_L - f_R)$ with spin.\n",
    "- The thicker barrier limits the current; at large bias a thin source barrier fills the level and a\n",
    "  thick one empties it. The occupation is charge and will change the voltage drop.\n",
    "- The rates are widths of quasi-bound states: open-nemo's resonance widths for one-sided structures\n",
    "  add up to the width of the double barrier.\n",
    "- For a resonance narrower than $k_BT$, the Landauer formula with a Lorentzian transmission gives the\n",
    "  rate-equation current.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Repeat the time integration of Section 1 for the 5 nm | 3 nm structure. How do the initial\n",
    "   currents and the steady-state occupation change, and why is the steady-state current the same?\n",
    "2. Make $\\Gamma_L$ depend on the bias in Section 4: set it to zero once $E_r(V)$ falls below the\n",
    "   emitter band edge (0 eV). Compare the resulting I–V with the coherent result of Lecture 10.1.\n",
    "3. In Section 5, increase $\\Gamma_L$ and $\\Gamma_R$ by factors of 10 and 100 (keeping their ratio).\n",
    "   At which width does the rate equation differ from the Landauer current by more than 10 %?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 10.1: scattering versus non-equilibrium transport](10_1_scattering_vs_nonequilibrium_transport.ipynb)\n",
    "  and [Lecture 10.3: coherent tunneling and the Landauer picture](10_3_coherent_tunneling_and_landauer.ipynb).\n",
    "- [Lecture 10.4: sequential versus coherent tunneling](10_4_sequential_vs_coherent.ipynb).\n",
    "- [Sequential scattering in RTDs](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_02_rtd_sequential_scattering.ipynb).\n",
    "- S. Datta, *Quantum Transport: Atom to Transistor* (Cambridge University Press, 2005), chapter 1:\n",
    "  the same one-level model."
   ]
  }
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