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    "# Lecture 8: Nano-scaled electronic states — basis states, bonding and antibonding\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001),\n",
    "*Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45014](https://nanohub.org/resources/45014)\n",
    "— [video](https://nanohub.org/resources/45015) · [slides](https://nanohub.org/resources/45084)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- Why look at the *states* of a finite multi-well structure, after bands were obtained from transmission peaks:\n",
    "  the student questions about Bloch states, bonding and antibonding, and what a band means in a finite system.\n",
    "- One quantum well as a \"man-made atom\": its s-, p-, d- and f-like states, counted by their peaks and zeros.\n",
    "- Energy-dependent tunnelling: higher states reach further into the barriers.\n",
    "- Two coupled wells: every level splits into a bonding (s + s) and an antibonding (s − s) pair, and the same\n",
    "  for the p-, d- and f-like states.\n",
    "- The basis-state concept: two states interact through an integral ⟨ψ₁|H|ψ₂⟩ and form new states, and the\n",
    "  interaction, hence the splitting, grows with energy.\n",
    "\n",
    "**In this notebook** you compute, with open-nemo's effective-mass model of the lecture's PCPBT structures\n",
    "(GaAs wells, 0.7 eV barriers, m* = 0.067 m₀): the resonances and |ψ|² of a 10 nm well between 4 nm barriers;\n",
    "the leakage into the barriers against the single-barrier tunnelling formula; what an asymmetric well does\n",
    "(the lecture's exercise); the bonding and antibonding pairs of two wells and their real wave functions; a\n",
    "two-state (LCAO) model built from the single-well states, compared with the exact pairs; and the splitting\n",
    "as a function of the energy and of the width of the barrier between the wells."
   ]
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   "source": [
    "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",
    "EMM = nemo.structures.materials.EffectiveMassMaterial\n",
    "H2M0 = nemo.core.units.HBAR2_2M0          # ħ²/2m₀ in eV nm²\n",
    "M, V0, DX = 0.067, 0.7, 0.1                # effective mass (m₀), barrier height (eV), grid spacing (nm)\n",
    "WELL, OUTER, INNER, LEAD = 10.0, 4.0, 2.0, 10.0   # well, outer and inner barrier, lead lengths (nm)\n",
    "NAMES = \"spdf\"\n",
    "gaas = EMM(\"GaAs\", M, 12.9)\n",
    "\n",
    "\n",
    "def barrier_material(height=V0):\n",
    "    return EMM(f\"barrier {height:g} eV\", M, 12.9, conduction_band_edge=height)\n",
    "\n",
    "\n",
    "def layers(widths, heights=None):\n",
    "    # alternating barrier, well, barrier, ... of the given widths (nm); `heights` per barrier (eV)\n",
    "    heights = heights or [V0] * ((len(widths) + 1) // 2)\n",
    "    return [nemo.Layer(barrier_material(heights[i // 2]) if i % 2 == 0 else gaas, w)\n",
    "            for i, w in enumerate(widths)]\n",
    "\n",
    "\n",
    "def open_device(widths, heights=None):\n",
    "    # the structure between two semi-infinite GaAs leads: a transport problem (PCPBT's view)\n",
    "    lead = nemo.Layer(gaas, LEAD)\n",
    "    return nemo.Heterostructure1D([lead] + layers(widths, heights) + [lead], spacing=DX)\n",
    "\n",
    "\n",
    "def closed_box(widths, heights=None, emax=V0):\n",
    "    # the same layers with hard walls just outside: real wave functions, energies below `emax`\n",
    "    box = nemo.Heterostructure1D(layers(widths, heights), spacing=DX)\n",
    "    sol = nemo.eigenstates(box.hamiltonian.sparse, num=12)\n",
    "    keep = sol[\"energies\"] < emax\n",
    "    psi = sol[\"vectors\"][:, keep].real.T\n",
    "    psi /= np.sqrt((psi**2).sum(axis=1, keepdims=True))   # unit norm on the grid\n",
    "    for p in psi:                                          # sign: the leftmost lobe positive\n",
    "        p *= np.sign(p[np.argmax(np.abs(p) > 0.5 * np.abs(p).max())])\n",
    "    return box, sol[\"energies\"][keep], psi\n",
    "\n",
    "\n",
    "def decay_length(e, height=V0):\n",
    "    # 1/κ in the barrier, κ = √(2m(V₀ − E))/ħ (nm)\n",
    "    return 1 / np.sqrt(M * (height - e) / H2M0)"
   ]
  },
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   "id": "47233434",
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   "source": [
    "## 1. From transmission peaks to the states in a box\n",
    "\n",
    "The previous lectures obtained band structure from transport. A structure of N barriers has N − 1 wells,\n",
    "each quasi-bound level of a single well gives N − 1 transmission resonances, the degeneracy of the identical\n",
    "wells is lifted by their interaction, and as N grows the resonances fill cosine-like bands; the lower bands\n",
    "are flatter, so their electrons are heavier. The result is the Kronig–Penney band structure, but obtained in\n",
    "a finite system, which is what real nanostructures are, and without the periodic boundary conditions that\n",
    "Klimeck remembers finding unintuitive as a student (\"I can do the math. But wait, what do you mean by\n",
    "included cells?\").\n",
    "\n",
    "Over the years students asked him the questions that drive this lecture and the next: What does band\n",
    "structure mean in a finite system? How many atoms does it take for band structure to emerge? What are Bloch\n",
    "states? What do the textbooks mean when they say that the conduction band has bonding states and the valence\n",
    "band antibonding ones? And what do electronic states \"look like\" at the nanoscale?\n",
    "\n",
    "The approach is to forget for a moment that the states were found by computing transport and to look at the\n",
    "structure as a particle in a box. The textbook box with infinite walls, of width $L$, has the states\n",
    "\n",
    "$$\\psi_n(x) = A \\sin\\frac{n\\pi x}{L}, \\qquad E_n = \\frac{n^2\\hbar^2\\pi^2}{2m^*L^2}, \\qquad n = 1, 2, \\ldots$$\n",
    "\n",
    "on the continuous, convex dispersion $E(k) = \\hbar^2k^2/2m^*$ with $k = n\\pi/L$, and there are infinitely\n",
    "many of them. A real well has barriers of finite height $V_0$, and only a finite number of states fit below\n",
    "the barrier top. For a symmetric square well of width $L$ that number is\n",
    "$\\lceil \\sqrt{2m^*V_0}\\,L/(\\pi\\hbar)\\rceil$:"
   ]
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   "id": "3e0ce852",
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    "execution": {
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "infinite-wall levels of a 10 nm GaAs box (meV): [  56.1  224.5  505.1  898.  1403.1 2020.5]\n",
      "states below a 0.7 eV barrier top in a 10 nm well: 4\n"
     ]
    }
   ],
   "source": [
    "e_inf = np.arange(1, 7) ** 2 * H2M0 * np.pi**2 / (M * WELL**2)   # infinite walls, L = 10 nm\n",
    "n_bound = int(np.ceil(np.sqrt(M * V0 / H2M0) * WELL / np.pi))\n",
    "print(\"infinite-wall levels of a 10 nm GaAs box (meV):\", np.round(e_inf * 1e3, 1))\n",
    "print(f\"states below a {V0} eV barrier top in a {WELL:g} nm well: {n_bound}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "39f6b22b",
   "metadata": {},
   "source": [
    "The infinite box would put its fourth level at 898 meV, above the 0.7 eV barriers; the finite well\n",
    "nevertheless holds four states, because leaking into the barriers lowers every level (section 2). The\n",
    "lecture builds its intuition in two steps: one well, then two coupled wells. Lecture 9 then takes the\n",
    "fifteen-well box apart state by state.\n",
    "\n",
    "## 2. One quantum well: s-, p-, d- and f-like states\n",
    "\n",
    "The single well is the lecture's PCPBT structure: a 10 nm GaAs well between two 4 nm barriers of 0.7 eV,\n",
    "connected to GaAs leads. The transmission has a sharp peak, reaching 1, at each quasi-bound level, and the\n",
    "peaks broaden with energy. `nemo.resonances` returns each level as the complex eigenvalue $E_0 - i\\Gamma/2$\n",
    "of the open structure together with its $|\\psi|^2$; $\\Gamma$ is the width of the transmission peak."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "9ae57f88",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:28.031901Z",
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     "shell.execute_reply": "2026-10-24T21:49:28.339848Z"
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "state  E0 (meV)  E0 / E_n(infinite walls)  width Γ (meV)\n",
      "s, n=1     40.1         0.72                  0.0040\n",
      "p, n=2    159.0         0.71                  0.0575\n",
      "d, n=3    350.4         0.69                  0.5379\n",
      "f, n=4    596.4         0.66                  5.6784\n"
     ]
    },
    {
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",
      "text/plain": [
       "<Figure size 1100x418 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dev1 = open_device([OUTER, WELL, OUTER])\n",
    "res1 = nemo.resonances(dev1)\n",
    "e = np.unique(np.concatenate([np.linspace(1e-3, V0 - 1e-3, 1500)]\n",
    "                             + [e0 + w * np.tan(np.linspace(-1.5, 1.5, 81)) / 2\n",
    "                                for e0, w in zip(res1[\"energy\"], res1[\"width\"])]))\n",
    "e = e[(e > 0) & (e < V0)]\n",
    "t1 = nemo.Transport(dev1.hamiltonian).transmission(e)\n",
    "\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(10, 3.8), sharey=True, gridspec_kw={\"width_ratios\": [1.3, 1]})\n",
    "a1.plot(dev1.x, dev1.band_edge, color=style.CONTEXT, lw=1.3)\n",
    "a1.hlines(res1[\"energy\"], LEAD, dev1.x[-1] - LEAD, color=style.OPEN_NEMO, lw=1.0)\n",
    "for n, (e0, rho) in enumerate(zip(res1[\"energy\"], res1[\"density\"])):\n",
    "    a1.fill_between(dev1.x, e0, e0 + 0.08 * rho / rho.max(), color=style.OPEN_NEMO, alpha=0.4, lw=0)\n",
    "    a1.text(LEAD - 1, e0, f\"{NAMES[n]}, n = {n + 1}\", ha=\"right\", va=\"center\", fontsize=8)\n",
    "a1.set(xlabel=\"position (nm)\", ylabel=\"energy (eV)\", title=\"10 nm well, 4 nm / 0.7 eV barriers\",\n",
    "       xlim=(0, dev1.x[-1]), ylim=(0, 0.75))\n",
    "a2.semilogx(t1, e, color=style.OPEN_NEMO, lw=1.0)\n",
    "a2.set(xlabel=\"transmission T(E)\", xlim=(1e-7, 2), title=\"transmission\")\n",
    "fig.tight_layout()\n",
    "\n",
    "print(\"state  E0 (meV)  E0 / E_n(infinite walls)  width Γ (meV)\")\n",
    "for n, (e0, w) in enumerate(zip(res1[\"energy\"], res1[\"width\"])):\n",
    "    print(f\"{NAMES[n]}, n={n + 1}  {e0 * 1e3:7.1f}   {e0 / e_inf[n]:10.2f}               {w * 1e3:9.4f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c10fab86",
   "metadata": {},
   "source": [
    "The four levels lie at 40.1, 159.0, 350.4 and 596.4 meV, between 0.72 and 0.66 of the infinite-wall values:\n",
    "the wave function leaks into the barriers, which makes the well effectively wider. Their widths grow by more\n",
    "than three orders of magnitude, from 4.0 μeV for the ground state to 5.7 meV for the fourth: the peaks\n",
    "broaden with energy, as on the lecture's transmission plot.\n",
    "\n",
    "![Slide 10: the four single-well states](attachment:slide_010_crop.png)\n",
    "\n",
    "*Slide 10: |ψ|² of the four states of the PCPBT well (right), the sketches of ψ in an infinite box (left).\n",
    "The states look like the closed-box states, with some leakage into the barriers.*\n",
    "\n",
    "The lecture counts peaks and zeros in |ψ|²: the n-th state has n peaks and n − 1 zeros inside the well. By\n",
    "this count they resemble the s, p, d and f orbitals of an atom, and Klimeck names them so: the well is an\n",
    "artificial atom, and these four states are its basis states. $|\\psi|^2$ is also the electron density the\n",
    "state would carry if it were occupied."
   ],
   "attachments": {
    "slide_010_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "fa68b2fb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:28.341435Z",
     "iopub.status.busy": "2026-10-24T21:49:28.341359Z",
     "iopub.status.idle": "2026-10-24T21:49:28.427501Z",
     "shell.execute_reply": "2026-10-24T21:49:28.427214Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "state  peaks  zeros in the well  weight in the barriers  decay length 1/κ (nm)\n",
      "s, n=1     1       0                  0.9%                   0.93\n",
      "p, n=2     2       1                  3.9%                   1.03\n",
      "d, n=3     3       2                 10.1%                   1.28\n",
      "f, n=4     4       3                 23.3%                   2.34\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1320x286 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "in_well = (dev1.x > LEAD + OUTER) & (dev1.x < LEAD + OUTER + WELL)\n",
    "in_barrier = dev1.band_edge > V0 / 2\n",
    "fig, axes = plt.subplots(1, 4, figsize=(12, 2.6), sharey=True)\n",
    "print(\"state  peaks  zeros in the well  weight in the barriers  decay length 1/κ (nm)\")\n",
    "for n, (a, e0, rho) in enumerate(zip(axes, res1[\"energy\"], res1[\"density\"])):\n",
    "    r = rho[in_well]\n",
    "    peaks = int(np.sum((r[1:-1] > r[:-2]) & (r[1:-1] > r[2:])))\n",
    "    zeros = int(np.sum((r[1:-1] < r[:-2]) & (r[1:-1] < r[2:])))\n",
    "    a.fill_between(dev1.x, rho / rho.max(), color=\"k\", lw=0)\n",
    "    for lo in (LEAD, LEAD + OUTER + WELL):\n",
    "        a.axvspan(lo, lo + OUTER, color=style.CONTEXT, alpha=0.25, lw=0)\n",
    "    a.set(xlim=(LEAD - 2, dev1.x[-1] - LEAD + 2), xlabel=\"position (nm)\",\n",
    "          title=f\"{NAMES[n]}-like (n = {n + 1}): {peaks} peaks, {zeros} zeros\", yticks=[])\n",
    "    a.title.set_fontsize(9)\n",
    "    a.grid(False)\n",
    "    print(f\"{NAMES[n]}, n={n + 1}  {peaks:4d}  {zeros:6d}\"\n",
    "          f\"            {rho[in_barrier].sum() / rho.sum():10.1%}\"\n",
    "          f\"             {decay_length(e0):10.2f}\")\n",
    "axes[0].set_ylabel(\"|ψ|² (scaled)\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9ccff684",
   "metadata": {},
   "source": [
    "## 3. Energy-dependent tunnelling into the barriers\n",
    "\n",
    "Filling |ψ|² in black, as the lecture does, makes the second point visible: the part of the state inside the\n",
    "barriers grows with energy, from 0.9 % of the s-like state to 23.3 % of the f-like one. Inside a barrier the\n",
    "wave function decays as $e^{-\\kappa x}$ with\n",
    "\n",
    "$$\\kappa = \\frac{\\sqrt{2m^*(V_0 - E)}}{\\hbar},$$\n",
    "\n",
    "so a state closer to the barrier top decays more slowly: the decay length $1/\\kappa$ grows from 0.93 nm to\n",
    "2.34 nm. The lecture connects this with the tunnelling formula of the previous section for one barrier of\n",
    "width $L$ (there written with $\\gamma$ for $\\kappa$):\n",
    "\n",
    "$$T(E) \\approx \\left(\\frac{4k\\kappa}{k^2 + \\kappa^2}\\right)^2 e^{-2\\kappa L}, \\qquad\n",
    "k = \\frac{\\sqrt{2m^*E}}{\\hbar},$$\n",
    "\n",
    "the thick-barrier limit of the exact result $T = \\left[1 + V_0^2\\sinh^2(\\kappa L)/(4E(V_0 - E))\\right]^{-1}$.\n",
    "The transmission decays exponentially with the barrier width and with the square root of the barrier height\n",
    "above the energy. open-nemo's transmission through one 4 nm barrier, at the four level energies, against\n",
    "both formulas:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "43e99d18",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:28.428679Z",
     "iopub.status.busy": "2026-10-24T21:49:28.428600Z",
     "iopub.status.idle": "2026-10-24T21:49:28.439320Z",
     "shell.execute_reply": "2026-10-24T21:49:28.439014Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "state  E (meV)   open-nemo T    exact formula   thick-barrier formula\n",
      "s, n=1    40.1   1.576e-04    1.565e-04       1.565e-04\n",
      "p, n=2   159.0   1.152e-03    1.147e-03       1.147e-03\n",
      "d, n=3   350.4   7.530e-03    7.518e-03       7.546e-03\n",
      "f, n=4   596.4   6.612e-02    6.623e-02       6.635e-02\n"
     ]
    }
   ],
   "source": [
    "single = open_device([OUTER])\n",
    "t_single = nemo.Transport(single.hamiltonian).transmission(res1[\"energy\"])\n",
    "print(\"state  E (meV)   open-nemo T    exact formula   thick-barrier formula\")\n",
    "for n, (e0, t) in enumerate(zip(res1[\"energy\"], t_single)):\n",
    "    k, kap = np.sqrt(M * e0 / H2M0), np.sqrt(M * (V0 - e0) / H2M0)\n",
    "    exact = 1 / (1 + V0**2 * np.sinh(kap * OUTER) ** 2 / (4 * e0 * (V0 - e0)))\n",
    "    approx = (4 * k * kap / (k**2 + kap**2)) ** 2 * np.exp(-2 * kap * OUTER)\n",
    "    print(f\"{NAMES[n]}, n={n + 1}  {e0 * 1e3:6.1f}   {t:.3e}    {exact:.3e}       {approx:.3e}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2b72a725",
   "metadata": {},
   "source": [
    "The finite-difference transmission agrees with the exact formula to within 0.7 % (the discretization\n",
    "error of the 0.1 nm grid). The thick-barrier formula needs $\\kappa L \\gg 1$; $\\kappa L$ is 4.3 for the\n",
    "s-like state and still 1.7 for the f-like one, and the formula stays within 0.2 % of the exact result for\n",
    "all four. From the ground state to the fourth state the transmission of one barrier grows by a factor of\n",
    "about 420, and the resonance widths of section 2 by a factor of 1400: an electron in a higher level escapes\n",
    "faster and, as we shall see, couples more strongly to a neighbouring well.\n",
    "\n",
    "Klimeck stresses that these real-space states are fixed by their local electrostatic environment: \"local\n",
    "potential details specify the details of states with specific symmetries.\" He leaves an exercise: what\n",
    "happens if the barriers on the left and on the right have different heights or widths? The hint is that\n",
    "more than just the tunnelling should change. Here the right barrier is lowered to 0.5 eV:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "e5231ad5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:28.440383Z",
     "iopub.status.busy": "2026-10-24T21:49:28.440313Z",
     "iopub.status.idle": "2026-10-24T21:49:28.523545Z",
     "shell.execute_reply": "2026-10-24T21:49:28.523167Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "state  E0 symmetric  E0 asymmetric (meV)  peak T   4 T_L T_R / (T_L + T_R)²   weight left : right barrier\n",
      "s, n=1      40.1           39.0         0.511          0.511             0.0043 : 0.0073\n",
      "p, n=2     159.0          154.0         0.482          0.483             0.0182 : 0.0323\n",
      "d, n=3     350.4          336.8         0.426          0.432             0.0450 : 0.0905\n",
      "f, n=4     596.4          562.8         0.351          0.409             0.0785 : 0.2159\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 880x374 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "asym = open_device([OUTER, WELL, OUTER], heights=[V0, 0.5])\n",
    "res_a = nemo.resonances(asym)\n",
    "left_b, right_b = open_device([OUTER]), open_device([OUTER], heights=[0.5])\n",
    "fig, ax = plt.subplots(figsize=(8, 3.4))\n",
    "print(\"state  E0 symmetric  E0 asymmetric (meV)  peak T   4 T_L T_R / (T_L + T_R)²\"\n",
    "      \"   weight left : right barrier\")\n",
    "for n, (e0, rho) in enumerate(zip(res_a[\"energy\"], res_a[\"density\"])):\n",
    "    ee = e0 + res_a[\"width\"][n] * np.linspace(-3, 3, 601)\n",
    "    t_peak = nemo.Transport(asym.hamiltonian).transmission(ee).max()\n",
    "    tl = nemo.Transport(left_b.hamiltonian).transmission([e0])[0]\n",
    "    tr = nemo.Transport(right_b.hamiltonian).transmission([e0])[0]\n",
    "    wl = rho[(asym.x > LEAD) & (asym.x < LEAD + OUTER)].sum()\n",
    "    wr = rho[(asym.x > LEAD + OUTER + WELL) & (asym.x < LEAD + 2 * OUTER + WELL)].sum()\n",
    "    print(f\"{NAMES[n]}, n={n + 1}  {res1['energy'][n] * 1e3:8.1f}   {e0 * 1e3:12.1f}        {t_peak:6.3f}\"\n",
    "          f\"   {4 * tl * tr / (tl + tr) ** 2:12.3f}             {wl:.4f} : {wr:.4f}\")\n",
    "    ax.plot(asym.x, rho / rho.max() * 0.08 + e0, color=style.sweep(4)[n], lw=1.2)\n",
    "ax.plot(asym.x, asym.band_edge, color=style.CONTEXT, lw=1.3)\n",
    "ax.set(xlabel=\"position (nm)\", ylabel=\"energy (eV)\", xlim=(LEAD - 3, asym.x[-1] - LEAD + 3), ylim=(0, 0.75),\n",
    "       title=\"asymmetric well: right barrier 0.5 eV (|ψ|² drawn at each level)\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1d0735cf",
   "metadata": {},
   "source": [
    "Three things change, not one. The levels move down, by 1.1 meV for the s-like state and 33.6 meV for the\n",
    "f-like one, because the well has become effectively wider on the right; the fourth level, at 562.8 meV, now\n",
    "lies above the 0.5 eV right barrier and is held on that side only by the reflection at the step. The states\n",
    "lose their mirror symmetry: they leak about twice as much into the lower barrier as into the higher one,\n",
    "and the f-like state almost three times as much. And the transmission peaks no longer reach 1: a resonance\n",
    "transmits perfectly only when the electron leaks out to both sides at the same rate. Through a well with\n",
    "barrier transmissions $T_L$ and $T_R$, the peak value is $4T_LT_R/(T_L + T_R)^2$; the computed peaks follow\n",
    "it for the three lower states (0.511, 0.482, 0.426) and fall below it for the fourth (0.351 against 0.409),\n",
    "where the right barrier no longer acts as a tunnelling barrier.\n",
    "\n",
    "## 4. Two identical wells: s-like bonding and antibonding\n",
    "\n",
    "The lecture now couples two identical quantum systems: two 10 nm wells, kept apart from the leads by 4 nm\n",
    "outer barriers and from each other by a thinner 2 nm barrier, like a molecule of two atoms that are close to\n",
    "each other and isolated from their environment. Every transmission peak of the single well splits into two\n",
    "peaks that both reach 1.\n",
    "\n",
    "![Slide 16: coupling two identical wells](attachment:slide_016_crop.png)\n",
    "\n",
    "*Slide 16: the single well with its four basis states (left) and the double well (PCPBT): each level splits\n",
    "into a pair.*"
   ],
   "attachments": {
    "slide_016_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "1fe9150a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:28.524610Z",
     "iopub.status.busy": "2026-10-24T21:49:28.524544Z",
     "iopub.status.idle": "2026-10-24T21:49:28.698232Z",
     "shell.execute_reply": "2026-10-24T21:49:28.697833Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "pair   single well   bonding   antibonding (meV)   splitting (meV)\n",
      "s±s      40.14      38.66      41.43             2.768\n",
      "p±p     158.98     152.78     164.67            11.890\n",
      "d±d     350.36     336.21     365.75            29.541\n",
      "f±f     596.39     576.06     632.16            56.106\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1100x396 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "DOUBLE = [OUTER, WELL, INNER, WELL, OUTER]\n",
    "dev2 = open_device(DOUBLE)\n",
    "res2 = nemo.resonances(dev2)\n",
    "e2 = res2[\"energy\"].reshape(4, 2)\n",
    "e = np.unique(np.concatenate([np.linspace(1e-3, V0 - 1e-3, 1500)]\n",
    "                             + [e0 + w * np.tan(np.linspace(-1.5, 1.5, 81)) / 2\n",
    "                                for e0, w in zip(res2[\"energy\"], res2[\"width\"])]))\n",
    "e = e[(e > 0) & (e < V0)]\n",
    "t2 = nemo.Transport(dev2.hamiltonian).transmission(e)\n",
    "\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(10, 3.6), sharey=True, gridspec_kw={\"width_ratios\": [1.3, 1]})\n",
    "a1.plot(dev2.x, dev2.band_edge, color=style.CONTEXT, lw=1.3)\n",
    "a1.hlines(e2[:, 0], LEAD, dev2.x[-1] - LEAD, color=style.sweep(2)[0], lw=1.1, label=\"bonding (lower)\")\n",
    "a1.hlines(e2[:, 1], LEAD, dev2.x[-1] - LEAD, color=style.sweep(2)[1], lw=1.1, label=\"antibonding (upper)\")\n",
    "a1.set(xlabel=\"position (nm)\", ylabel=\"energy (eV)\", title=\"two 10 nm wells, 2 nm barrier between them\",\n",
    "       ylim=(0, 0.75), xlim=(0, dev2.x[-1]))\n",
    "a1.legend(frameon=False, fontsize=8, loc=\"upper right\")\n",
    "a2.semilogx(t2, e, color=style.OPEN_NEMO, lw=1.0)\n",
    "a2.set(xlabel=\"transmission T(E)\", xlim=(1e-7, 2), title=\"every peak splits in two\")\n",
    "fig.tight_layout()\n",
    "\n",
    "print(\"pair   single well   bonding   antibonding (meV)   splitting (meV)\")\n",
    "for n in range(4):\n",
    "    print(f\"{NAMES[n]}±{NAMES[n]}   {res1['energy'][n] * 1e3:8.2f}\"\n",
    "          f\"   {e2[n, 0] * 1e3:8.2f}   {e2[n, 1] * 1e3:8.2f}\"\n",
    "          f\"          {(e2[n, 1] - e2[n, 0]) * 1e3:8.3f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5e6e1e92",
   "metadata": {},
   "source": [
    "To see the signs of the wave functions, the two wells are closed off: hard walls just outside the 4 nm outer\n",
    "barriers, so the states are real standing waves (the levels move by 0.004 meV for the s-like pair and at\n",
    "most 0.7 meV for the f-like one, printed below). The lower state of the s-like pair is labelled s + s, the\n",
    "upper one s − s; the black curves are the single well's s-like state, copied into the left and into the\n",
    "right well (scaled by 1/√2)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "05c443aa",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:28.699331Z",
     "iopub.status.busy": "2026-10-24T21:49:28.699250Z",
     "iopub.status.idle": "2026-10-24T21:49:28.788210Z",
     "shell.execute_reply": "2026-10-24T21:49:28.787887Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "closed box − open structure (meV): [0.004 0.004 0.023 0.027 0.11  0.145 0.506 0.714]\n",
      "|ψ|² at the centre of the middle barrier: bonding 0.032, antibonding 6.5e-05 (of the peak)\n",
      "left-well peak: single well 9.05 nm, bonding 9.15 nm, antibonding 8.95 nm (middle barrier starts at 14.0 nm)\n",
      "peak-to-peak distance: bonding 11.70 nm, antibonding 12.10 nm\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x363 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "box2, ev2, psi2 = closed_box(DOUBLE)\n",
    "box1, ev1, psi1 = closed_box([OUTER, WELL, INNER + WELL + OUTER])    # left well alone, same grid\n",
    "_, _, psi1r = closed_box([OUTER + WELL + INNER, WELL, OUTER])        # right well alone\n",
    "print(\"closed box − open structure (meV):\", np.round((ev2 - res2[\"energy\"]) * 1e3, 3))\n",
    "\n",
    "\n",
    "def aligned(psi, ref):\n",
    "    # the sign that makes ψ agree with the reference state `ref` in the left well\n",
    "    return psi * np.sign(psi @ ref)\n",
    "\n",
    "\n",
    "x = box2.x\n",
    "mid = np.argmin(np.abs(x - x.mean()))                     # centre of the middle barrier\n",
    "bond, anti = aligned(psi2[0], psi1[0]), aligned(psi2[1], psi1[0])\n",
    "fig, axes = plt.subplots(1, 2, figsize=(11, 3.3), sharey=True)\n",
    "for a, sq in zip(axes, (False, True)):\n",
    "    f = (lambda p: p**2 / (psi2[0] ** 2).max()) if sq else (lambda p: p / np.abs(psi2[0]).max())\n",
    "    a.fill_between(x, f(bond), color=style.sweep(2)[0], alpha=0.5, lw=0,\n",
    "                   label=f\"s + s, {ev2[0] * 1e3:.2f} meV\")\n",
    "    a.fill_between(x, f(anti), color=style.sweep(2)[1], alpha=0.5, lw=0,\n",
    "                   label=f\"s − s, {ev2[1] * 1e3:.2f} meV\")\n",
    "    for basis in (psi1[0], psi1r[0]):\n",
    "        a.plot(x, f(basis / np.sqrt(2)), \"k\", lw=0.9)\n",
    "    for lo, w in ((0, OUTER), (OUTER + WELL, INNER), (OUTER + 2 * WELL + INNER, OUTER)):\n",
    "        a.axvspan(lo, lo + w, color=style.CONTEXT, alpha=0.25, lw=0)\n",
    "    a.axhline(0, color=\"k\", lw=0.5)\n",
    "    a.set(xlabel=\"position (nm)\", xlim=(0, x[-1]), title=\"|ψ|²\" if sq else \"ψ\")\n",
    "    a.grid(False)\n",
    "axes[0].legend(frameon=False, fontsize=8, loc=\"lower left\")\n",
    "axes[0].set_ylabel(\"scaled\")\n",
    "fig.tight_layout()\n",
    "\n",
    "peak = lambda p: x[np.argmax(np.abs(p) * (x < x.mean()))]  # position of the left-well peak\n",
    "print(f\"|ψ|² at the centre of the middle barrier: bonding {bond[mid] ** 2 / (bond**2).max():.3f}, \"\n",
    "      f\"antibonding {anti[mid] ** 2 / (anti**2).max():.1e} (of the peak)\")\n",
    "print(f\"left-well peak: single well {peak(psi1[0]):.2f} nm, bonding {peak(bond):.2f} nm, \"\n",
    "      f\"antibonding {peak(anti):.2f} nm (middle barrier starts at {OUTER + WELL:.1f} nm)\")\n",
    "print(f\"peak-to-peak distance: bonding {2 * (x.mean() - peak(bond)):.2f} nm, \"\n",
    "      f\"antibonding {2 * (x.mean() - peak(anti)):.2f} nm\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1871ab3c",
   "metadata": {},
   "source": [
    "In each well, both states look like the single well's s-like state; the visible difference is in the middle.\n",
    "The lower state has strong overlap in the middle barrier: the two copies of the s-like state are *added*, and\n",
    "the density at the centre of the barrier is 3.2 % of the peak. The upper state goes through zero at the centre of the barrier: the\n",
    "copies are *subtracted*, and the density at the centre is 7 × 10⁻⁵ of the peak. Hence the names $s + s$ and $s - s$, which Klimeck calls \"just nomenclature\" but\n",
    "which the black curves justify: the sum and the difference of the single-well states almost coincide with\n",
    "the computed states (section 6 makes this quantitative).\n",
    "\n",
    "There is more. In the antibonding state the wave function is pushed away from the middle, and its peaks\n",
    "distance themselves from each other. The single well's peak lies at 9.05 nm, the centre of the left well;\n",
    "in the bonding state it moves to 9.15 nm, towards the middle, in the antibonding state to 8.95 nm, away from\n",
    "it, so the two peaks are 11.70 nm apart in the bonding state and 12.10 nm apart in the antibonding one\n",
    "(on the 0.1 nm grid). The shift is small but systematic, and the slides draw it with the same arrows.\n",
    "\n",
    "![Slide 23: what antibonding means](attachment:slide_023_crop.png)\n",
    "\n",
    "*Slide 23: bonding states seek overlap and form a symmetric pair; antibonding states avoid overlap and form\n",
    "an antisymmetric pair.*\n",
    "\n",
    "The lecture's summary: in a bonding state the basis states seek overlap, form a symmetric pair and minimize\n",
    "the energy; in an antibonding state they avoid overlap, form an antisymmetric pair and maximize the energy.\n",
    "The extra node in the barrier costs kinetic energy.\n",
    "\n",
    "## 5. The p-, d- and f-like pairs\n",
    "\n",
    "The same happens one rung up the ladder. The p-like state of the single well has two peaks and one zero, so\n",
    "each state of the p-like pair has two peaks and one zero in each well. The overlap in the middle barrier is\n",
    "even stronger, because the higher state reaches further into the barrier; the antibonding partner again goes\n",
    "to zero there and pushes its peaks outwards. The same holds for the d-like (three peaks per well) and the\n",
    "f-like (four peaks) pairs."
   ],
   "attachments": {
    "slide_023_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "2c5274f4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:28.789408Z",
     "iopub.status.busy": "2026-10-24T21:49:28.789335Z",
     "iopub.status.idle": "2026-10-24T21:49:28.897725Z",
     "shell.execute_reply": "2026-10-24T21:49:28.897431Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "pair   |ψ|² in the middle barrier (share of the state): bonding  antibonding\n",
      "s±s                                          0.0078   1.9e-03\n",
      "p±p                                          0.0321   7.4e-03\n",
      "d±d                                          0.0734   1.6e-02\n",
      "f±f                                          0.1215   2.6e-02\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1100x792 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(4, 1, figsize=(10, 7.2), sharex=True)\n",
    "print(\"pair   |ψ|² in the middle barrier (share of the state): bonding  antibonding\")\n",
    "mid_b = (x > OUTER + WELL) & (x < OUTER + WELL + INNER)\n",
    "for n, a in zip(range(4), axes[::-1]):\n",
    "    b, ab = aligned(psi2[2 * n], psi1[n]), aligned(psi2[2 * n + 1], psi1[n])\n",
    "    scale = np.abs(b).max()\n",
    "    a.plot(x, b / scale, color=style.sweep(2)[0], lw=1.4,\n",
    "           label=f\"{NAMES[n]} + {NAMES[n]}, {ev2[2 * n] * 1e3:.1f} meV\")\n",
    "    a.plot(x, ab / scale, color=style.sweep(2)[1], lw=1.4,\n",
    "           label=f\"{NAMES[n]} − {NAMES[n]}, {ev2[2 * n + 1] * 1e3:.1f} meV\")\n",
    "    for lo, w in ((0, OUTER), (OUTER + WELL, INNER), (OUTER + 2 * WELL + INNER, OUTER)):\n",
    "        a.axvspan(lo, lo + w, color=style.CONTEXT, alpha=0.25, lw=0)\n",
    "    a.axhline(0, color=\"k\", lw=0.5)\n",
    "    a.set(yticks=[], ylabel=f\"{NAMES[n]}-like pair\", xlim=(0, x[-1]))\n",
    "    a.legend(frameon=False, fontsize=8, loc=\"upper right\", ncol=2)\n",
    "    a.grid(False)\n",
    "    print(f\"{NAMES[n]}±{NAMES[n]}                                          \"\n",
    "          f\"{(b[mid_b] ** 2).sum():.4f}   {(ab[mid_b] ** 2).sum():.1e}\")\n",
    "axes[-1].set_xlabel(\"position (nm)\")\n",
    "axes[0].set_title(\"ψ of the four pairs (left-well part drawn with the single-well sign)\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bfcb9d44",
   "metadata": {},
   "source": [
    "The weight of the bonding state inside the middle barrier grows from 0.8 % (s) to 12.2 % (f); every\n",
    "antibonding state has a node at the centre of the barrier and four to five times less weight in it. The plot\n",
    "of ψ (rather than |ψ|²) shows one rule\n",
    "that the lecture's |ψ|² pictures cannot. For the p- and f-like pairs, which are odd within a well, the\n",
    "right-well part of the bonding state is not a translated copy of the left-well part but its mirror image,\n",
    "which is the translated copy with the sign reversed. What bonds is the agreement of the two lobes that face\n",
    "each other across the middle barrier, not the overall sign. The name \"$p + p$\" refers to the overlap; written\n",
    "with translated copies of one function, the bonding p-like state is a difference. This alternation returns\n",
    "in lecture 9, where it decides which end of a band is bonding.\n",
    "\n",
    "## 6. Basis states: two states interact and form new states\n",
    "\n",
    "If a single well is like one hydrogen atom, a double well is like an H₂ molecule. The single-well states form\n",
    "a basis set; two of them, $|\\phi_L\\rangle$ in the left well and $|\\phi_R\\rangle$ in the right one, interact\n",
    "and form new states. Klimeck writes the interaction notionally as ⟨state 1 | interacts | state 2⟩, as an\n",
    "integral\n",
    "\n",
    "$$A = \\int dr_1\\, dr_2\\; \\psi_1(r_1)\\, W(r_1, r_2)\\, \\psi_2(r_2),$$\n",
    "\n",
    "or, in second quantization, $A = \\langle\\psi_1|H|\\psi_2\\rangle$. These \"single atom\" or \"single well\" basis\n",
    "states will be the Bloch states of the next lecture. He also notes that one could compute the new states\n",
    "from them by perturbation theory, but that the lecture computes them numerically and uses the basis states\n",
    "for intuition.\n",
    "\n",
    "Both routes can be compared here. In the basis $\\{\\phi_L, \\phi_R\\}$ the Hamiltonian of the double well is a\n",
    "2 × 2 matrix with the on-site energy $\\varepsilon = \\langle\\phi_L|H|\\phi_L\\rangle$, the interaction\n",
    "$W = \\langle\\phi_L|H|\\phi_R\\rangle$ and the overlap $S = \\langle\\phi_L|\\phi_R\\rangle$ (the basis states are\n",
    "not orthogonal). Its two eigenvalues are\n",
    "\n",
    "$$E_\\pm = \\frac{\\varepsilon \\pm W}{1 \\pm S},$$\n",
    "\n",
    "with the eigenvectors $\\phi_L \\pm \\phi_R$. $W$ alone depends on the zero of energy when $S \\neq 0$;\n",
    "the combination $t = W - \\varepsilon S$ does not, and the splitting is\n",
    "$E_+ - E_- = 2|t|/(1 - S^2) \\approx 2|t|$. The basis states are the closed single-well states of each well\n",
    "on the same grid, with the other well filled with barrier material (the black curves above); $\\phi_R$ is taken\n",
    "as the mirror image of $\\phi_L$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "58b38599",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:28.898984Z",
     "iopub.status.busy": "2026-10-24T21:49:28.898900Z",
     "iopub.status.idle": "2026-10-24T21:49:28.902351Z",
     "shell.execute_reply": "2026-10-24T21:49:28.901935Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "pair  ε (meV)    t = W − εS (meV)   S        2×2: E(φL+φR) E(φL−φR)   exact (meV)       |⟨exact|2×2⟩|\n",
      "s      40.11      -1.377        0.0062       38.74     41.49       38.66   41.43    0.9997 0.9998\n",
      "p     158.74      -5.946        0.0277      152.95    164.85      152.80  164.69    0.9988 0.9990\n",
      "d     348.94     -14.727        0.0757      335.25    364.87      336.32  365.89    0.9953 0.9947\n",
      "f     578.19     -21.578        0.1695      559.74    604.18      576.56  632.88    0.9749 0.9543\n"
     ]
    }
   ],
   "source": [
    "h2 = box2.hamiltonian.sparse.dense().real                 # the closed double well's Hamiltonian\n",
    "print(\"pair  ε (meV)    t = W − εS (meV)   S        2×2: E(φL+φR) E(φL−φR)\"\n",
    "      \"   exact (meV)       |⟨exact|2×2⟩|\")\n",
    "for n in range(4):\n",
    "    pl, pr = psi1[n], psi1r[n] * np.sign(psi1r[n] @ psi1[n][::-1])   # φR = mirror image of φL\n",
    "    eps, w, s = pl @ h2 @ pl, pl @ h2 @ pr, pl @ pr\n",
    "    e_plus, e_minus = (eps + w) / (1 + s), (eps - w) / (1 - s)\n",
    "    plus, minus = (pl + pr) / np.sqrt(2 + 2 * s), (pl - pr) / np.sqrt(2 - 2 * s)\n",
    "    fid = [abs(psi2[2 * n] @ plus), abs(psi2[2 * n + 1] @ minus)]   # φL + φR is the lower state\n",
    "    print(f\"{NAMES[n]}    {eps * 1e3:7.2f}   {(w - eps * s) * 1e3:9.3f}        {s:.4f}\"\n",
    "          f\"   {e_plus * 1e3:9.2f} {e_minus * 1e3:9.2f}\"\n",
    "          f\"     {ev2[2 * n] * 1e3:7.2f} {ev2[2 * n + 1] * 1e3:7.2f}    {fid[0]:.4f} {fid[1]:.4f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9be58275",
   "metadata": {},
   "source": [
    "For the three lower pairs, two basis states and three numbers reproduce the exact states: the energies to\n",
    "within about 1 meV of splittings of 3 to 30 meV, the wave functions with overlaps of 0.995 or better. The\n",
    "hopping $t$ is negative for all four pairs, so $\\phi_L + \\phi_R$ (with $\\phi_R$ the mirror image) is always\n",
    "the lower, bonding state, in agreement with section 5. The f-like pair shows where the picture strains: its\n",
    "basis states overlap by $S = 0.17$, and close to the barrier top the coupled wells mix in states that the\n",
    "two-state basis does not contain, so the model gives a splitting of about 44 meV instead of 56 meV and\n",
    "overlaps of only 0.97 and 0.95. Klimeck's caveat on the slides, that the interaction strength \"W may be\n",
    "energy dependent\", is the same observation: a basis built from isolated wells describes the coupling best\n",
    "when it is weak.\n",
    "\n",
    "## 7. Why the splitting grows with energy\n",
    "\n",
    "The splitting of the pairs grows with energy: 2.77 meV for the s-like pair, 56.1 meV for the f-like one, a\n",
    "factor of 20. The interaction comes from the region where the two basis states overlap, the middle\n",
    "barrier, and each basis state reaches into it with its tail $e^{-\\kappa x}$. The overlap of the two tails\n",
    "across a barrier of width $b$ scales as $e^{-\\kappa b}$, the square root of the tunnelling probability\n",
    "$e^{-2\\kappa b}$. Coupling through the barriers is larger at larger energy because $\\kappa$ is smaller.\n",
    "\n",
    "![Slide 38: the splitting grows with energy](attachment:slide_038_crop.png)\n",
    "\n",
    "*Slide 38: the energy splitting (purple) grows with energy; the coupling through the barrier is set by the\n",
    "same exponential decay as the single-barrier transmission.*\n",
    "\n",
    "The width of the middle barrier tests this: if the splitting goes as $e^{-\\kappa b}$, its logarithm against\n",
    "$b$ is a straight line of slope $-\\kappa$, with $\\kappa$ taken at the level energy."
   ],
   "attachments": {
    "slide_038_crop.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "6c197186",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:28.903294Z",
     "iopub.status.busy": "2026-10-24T21:49:28.903224Z",
     "iopub.status.idle": "2026-10-24T21:49:29.064023Z",
     "shell.execute_reply": "2026-10-24T21:49:29.063613Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "pair   fitted decay constant (1/nm)   κ at the single-well level (1/nm)\n",
      "s           1.078                           1.077\n",
      "p           0.975                           0.975\n",
      "d           0.783                           0.784\n",
      "f           0.458                           0.428\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "widths = np.arange(1.0, 6.01, 0.5)\n",
    "split = np.array([np.diff(closed_box([OUTER, WELL, b, WELL, OUTER])[1].reshape(4, 2), axis=1)[:, 0]\n",
    "                  for b in widths])\n",
    "fig, ax = plt.subplots(figsize=(7.5, 4))\n",
    "print(\"pair   fitted decay constant (1/nm)   κ at the single-well level (1/nm)\")\n",
    "for n in range(4):\n",
    "    ax.semilogy(widths, split[:, n] * 1e3, \"o-\", color=style.sweep(4)[n], ms=4, label=f\"{NAMES[n]}-like pair\")\n",
    "    slope = -np.polyfit(widths[2:], np.log(split[2:, n]), 1)[0]\n",
    "    print(f\"{NAMES[n]}        {slope:8.3f}                        {1 / decay_length(ev1[n]):8.3f}\")\n",
    "ax.set(xlabel=\"width of the middle barrier b (nm)\", ylabel=\"splitting E₊ − E₋ (meV)\",\n",
    "       title=\"splitting against the barrier between the wells\")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()"
   ]
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    "On a logarithmic scale the lines are straight. Fitted from 2 nm upwards, the slopes of the s-, p- and\n",
    "d-like pairs match $\\kappa$ at their levels to 0.1 %; the f-like pair, close to the barrier top, decays\n",
    "7 % faster than its $\\kappa$ predicts. The splitting falls exponentially with the barrier width, and more\n",
    "slowly the higher the state lies. This is the mechanism behind the observation of lecture 7 that higher bands\n",
    "are wider and lighter: neighbouring wells couple more strongly at higher energy.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- A finite well holds a finite number of states (four for 10 nm and 0.7 eV); the n-th has n peaks and n − 1\n",
    "  zeros in |ψ|², and the lecture names them s-, p-, d- and f-like: the well is an artificial atom, its states\n",
    "  are its basis set.\n",
    "- Higher states reach further into the barriers (the barrier weight grows from 0.9 % to 23.3 %), because the\n",
    "  decay constant κ = √(2m*(V₀ − E))/ħ falls; the same κ sets the single-barrier transmission and the\n",
    "  resonance widths.\n",
    "- The potential fixes the states: in an asymmetric well the levels shift, the states lose their symmetry and\n",
    "  the transmission peaks drop below 1, to 4T_LT_R/(T_L + T_R)².\n",
    "- Two identical wells turn each level into a pair. The bonding state (lower) has finite density in the middle\n",
    "  barrier, the antibonding state (upper) a node there, with its peaks pushed apart.\n",
    "- A 2 × 2 model in the basis of the two single-well states, with ε, W = ⟨φ_L|H|φ_R⟩ and S, reproduces the s-, p-\n",
    "  and d-like pairs; near the barrier top (f-like pair) the isolated-well basis is no longer enough.\n",
    "- For odd well states (p, f) the bonding partner in the second well is the mirror image, not the translated copy:\n",
    "  what bonds is the agreement of the lobes facing each other across the barrier.\n",
    "- The splitting ≈ 2|t| grows with energy (2.8 to 56 meV here) and falls as e^{−κb} with the barrier width b.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Give the left and right outer barriers different *widths* (4 and 6 nm) instead of different heights.\n",
    "   Which of the three changes of section 3 survive, and how does the peak transmission compare with\n",
    "   4T_LT_R/(T_L + T_R)²?\n",
    "2. Make the two wells of the double well unequal (10 and 9 nm). Compute the pairs with `closed_box`: how much\n",
    "   of each state sits in each well, and how does the 2 × 2 model change when the two on-site energies differ?\n",
    "3. Repeat section 7 with 0.4 eV barriers. Do the fitted slopes still follow κ, and how many pairs remain?\n",
    "4. Replace the GaAs mass by 0.041 m₀ (an InGaAs-like well). Predict from κ whether the splittings grow or\n",
    "  shrink, then check.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [How bands emerge: from one quantum well to fifteen](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_04_bands_from_coupled_wells.ipynb):\n",
    "  the same structures carried from one well to fifteen and to the Kronig–Penney bands.\n",
    "- [Benchmark: piecewise-constant barriers against nanoHUB's PCPBT](../../book/15_benchmarks/15_05_nanohub_tools/15_05_01_band_structures_and_barriers/15_05_01_04_pcpbt.ipynb):\n",
    "  open-nemo against the tool the lecture's figures come from.\n",
    "- [Quantum transport from scratch: Green's functions on a 1-D chain](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_01_greens_functions_from_scratch.ipynb):\n",
    "  the transmission and the self-energies behind `Transport` and `resonances`.\n",
    "- [Tight binding step by step](../../book/01_bulk_band_structure/01_01_tight_binding_foundations/01_01_02_tight_binding_step_by_step.ipynb):\n",
    "  bonding and antibonding combinations of real atomic orbitals in Si.\n",
    "- Lecture 9 of this course: [the particle in a box revisited](09_0_particle_in_a_box_revisited.ipynb).\n",
    "- nanoHUB tools used on the slides: Piece-Wise Constant Potential Barriers Tool (PCPBT) and the Periodic\n",
    "  Potential Lab, [nanohub.org](https://nanohub.org)."
   ]
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