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    "# Lecture 5: Analytical solutions for free and bound electrons\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45017](https://nanohub.org/resources/45017) — [video](https://nanohub.org/resources/45057) · [slides](https://nanohub.org/resources/45056)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the time-dependent Schrödinger equation and, for states of fixed energy, the time-independent equation with its oscillating ($E > U$) and growing or decaying ($E < U$) solutions\n",
    "- the meaning of the wavefunction: $|\\psi|^2$ is a probability density; momentum $\\pm\\hbar k$ and energy follow from derivatives\n",
    "- case 1, the free electron ($E \\gg U$): every positive energy is allowed, and each is doubly degenerate\n",
    "- the potential step: evanescent waves below the step, and transmission $T = 4k_1k_2/(k_1+k_2)^2$ with reflection above it, unlike classical particles\n",
    "- case 2, the particle in a box ($E \\ll U$): $\\psi_n = \\sqrt{2/L}\\sin(n\\pi x/L)$, $E_n = \\hbar^2\\pi^2n^2/2mL^2$, and why the levels can only be resolved at the nanometre scale\n",
    "\n",
    "**In this notebook** solves the three problems of the lecture with open-nemo and compares each with its analytic solution: the dispersion of a free electron on open-nemo's grid against $\\hbar^2k^2/2m$, the evanescent decay below a potential step from open-nemo's spectral function, the transmission and reflection over steps of 0.1, 0.4 and 1.0 eV (the lecture's numerical example) against $4k_1k_2/(k_1+k_2)^2$, and the levels and normalized wavefunctions of 5 nm and 50 nm boxes against $\\hbar^2\\pi^2n^2/2mL^2$, extended to a 50 cm box."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "d8f05fbd",
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   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "\n",
    "style.use(notebook=True)\n",
    "from opennemo.core.units import HBAR2_2M0, KB"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "548c29d8",
   "metadata": {},
   "source": [
    "## 1. The Schrödinger equation\n",
    "\n",
    "Lecture 4.3 ended with the problem: electrons in a periodic potential, some bound, some free. Before\n",
    "the periodic case (Lectures 6 and 7), this lecture solves the simplest pieces of it analytically:\n",
    "an electron far above the potential (free), an electron at a single step, and an electron deep in a\n",
    "well (bound). The tool is the time-dependent Schrödinger equation,\n",
    "\n",
    "$$-\\frac{\\hbar^2}{2m}\\frac{\\partial^2\\Psi}{\\partial x^2} + U(x)\\,\\Psi = i\\hbar\\,\\frac{\\partial\\Psi}{\\partial t}.$$\n",
    "\n",
    "For a potential that does not depend on time, the ansatz $\\Psi(x,t) = \\psi(x)\\,e^{-iEt/\\hbar}$\n",
    "separates space and time and leaves the time-independent equation\n",
    "\n",
    "$$\\frac{d^2\\psi}{dx^2} + \\frac{2m}{\\hbar^2}\\,(E - U)\\,\\psi = 0 .$$\n",
    "\n",
    "In a region of constant $U$ it has two kinds of solutions:\n",
    "\n",
    "$$E > U:\\quad \\psi = A_+e^{ikx} + A_-e^{-ikx}, \\quad k = \\frac{\\sqrt{2m(E-U)}}{\\hbar}; \\qquad\n",
    "U > E:\\quad \\psi = A\\,e^{\\alpha x} + B\\,e^{-\\alpha x}, \\quad \\alpha = \\frac{\\sqrt{2m(U-E)}}{\\hbar}.$$\n",
    "\n",
    "$|\\psi(x)|^2\\,dx$ is the probability of finding the electron between $x$ and $x + dx$; the momentum of\n",
    "$e^{\\pm ikx}$ is $\\pm\\hbar k$ (from $-i\\hbar\\,\\partial/\\partial x$), and its energy follows from\n",
    "$i\\hbar\\,\\partial/\\partial t$. The numbers below use $\\hbar^2/2m_0 = 0.0381$ eV nm².\n",
    "\n",
    "## 2. Case 1: the free electron\n",
    "\n",
    "With $U = 0$ every energy $E > 0$ is allowed, and for each there are two independent solutions,\n",
    "$e^{+ikx}$ and $e^{-ikx}$, moving right and left: the spectrum is continuous and doubly degenerate,\n",
    "\n",
    "$$E = \\frac{\\hbar^2k^2}{2m}.$$\n",
    "\n",
    "open-nemo represents the electron on a grid of spacing $\\Delta x$. The cell builds a uniform lead\n",
    "(electron mass 0.067 $m_0$, as in GaAs), computes its dispersion with open-nemo's lead solver, and\n",
    "compares it with the parabola. On the grid the second derivative becomes a difference, and the\n",
    "dispersion is $E = (\\hbar^2/m\\Delta x^2)(1 - \\cos k\\Delta x)$, which follows the parabola for\n",
    "$k\\Delta x \\ll 1$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e5dc0517",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:52:34.153769Z",
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     "shell.execute_reply": "2026-10-24T22:52:34.242116Z"
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "open-nemo bands vs grid dispersion (1 − cos kΔx): largest difference 1.7e-13 eV\n",
      "E = 0.1 eV: k = ±0.419 nm⁻¹, λ = 14.98 nm; grid energy at that k 0.1000 eV\n",
      "E = 0.5 eV: k = ±0.938 nm⁻¹, λ = 6.70 nm; grid energy at that k 0.4996 eV\n",
      "E = 1.0 eV: k = ±1.326 nm⁻¹, λ = 4.74 nm; grid energy at that k 0.9985 eV\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 715x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "EM = nemo.structures.materials.EffectiveMassMaterial\n",
    "M = 0.067\n",
    "dx = 0.1\n",
    "cell = nemo.Heterostructure1D([nemo.Layer(EM(\"GaAs\", M, 12.9), 1.0)], spacing=dx)  # 10 sites per period\n",
    "h = cell.hamiltonian.sparse.dense().real\n",
    "V = np.zeros_like(h)\n",
    "V[-1, 0] = -HBAR2_2M0 / (M * dx**2)\n",
    "lead = nemo.Lead(h, V)\n",
    "a = cell.num_sites * dx\n",
    "qa = np.linspace(-np.pi, np.pi, 201)\n",
    "E_bands = np.array([lead.bands(np.array([x]))[0] for x in qa])  # folded into the 1 nm period\n",
    "k_unf = (qa[:, None] + 2 * np.pi * np.arange(-5, 5)[None, :]) / a  # all k that fold to qa\n",
    "E_grid = 2 * HBAR2_2M0 / (M * dx**2) * (1 - np.cos(k_unf * dx))\n",
    "dev_grid = np.max(abs(np.sort(E_grid, axis=1)[:, :10] - np.sort(E_bands, axis=1)[:, :10]))\n",
    "print(f\"open-nemo bands vs grid dispersion (1 − cos kΔx): largest difference {dev_grid:.1e} eV\")\n",
    "for E0 in (0.1, 0.5, 1.0):\n",
    "    k0 = np.sqrt(M * E0 / HBAR2_2M0)\n",
    "    print(\n",
    "        f\"E = {E0:.1f} eV: k = ±{k0:.3f} nm⁻¹, λ = {2 * np.pi / k0:.2f} nm; grid energy at that k \"\n",
    "        f\"{2 * HBAR2_2M0 / (M * dx**2) * (1 - np.cos(k0 * dx)):.4f} eV\"\n",
    "    )\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(6.5, 4))\n",
    "kk = np.linspace(-6, 6, 400)\n",
    "ax.plot(kk, HBAR2_2M0 * kk**2 / M, color=style.REFERENCE, ls=\"--\", label=\"ħ²k²/2m\")\n",
    "ax.plot(\n",
    "    kk,\n",
    "    2 * HBAR2_2M0 / (M * dx**2) * (1 - np.cos(kk * dx)),\n",
    "    color=style.OPEN_NEMO,\n",
    "    label=\"open-nemo grid, Δx = 0.1 nm\",\n",
    ")\n",
    "ax.axhline(0.5, color=style.CONTEXT, lw=0.8)\n",
    "ax.plot([-np.sqrt(M * 0.5 / HBAR2_2M0), np.sqrt(M * 0.5 / HBAR2_2M0)], [0.5, 0.5], \"o\", color=style.CONTEXT)\n",
    "ax.set(\n",
    "    xlabel=\"wave number k (nm⁻¹)\",\n",
    "    ylabel=\"energy E (eV)\",\n",
    "    ylim=(0, 2.5),\n",
    "    title=\"free electron: two states (±k) per energy\",\n",
    ")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8beb5ccf",
   "metadata": {},
   "source": [
    "The lead solver reproduces the grid dispersion to machine precision, and the grid follows the\n",
    "parabola at the energies of interest: at 0.5 eV ($k = \\pm 0.938$ nm⁻¹, $\\lambda = 6.70$ nm) the grid\n",
    "energy is 0.4996 eV, 0.08 % low. Every energy line crosses the dispersion twice, at $+k$ and $-k$:\n",
    "the double degeneracy of the free electron.\n",
    "\n",
    "## 3. Reflection and transmission at a potential step\n",
    "\n",
    "The next problem has a potential step of height $V_0$ at $x = 0$. An electron arrives from the left\n",
    "with amplitude $A^{(1)}$; part of it is reflected ($B^{(1)}$), part transmitted ($A^{(2)}$), nothing\n",
    "comes from the right, and no particles are lost. In each region the solution is one of the two forms\n",
    "of section 1, and $\\psi$ and $d\\psi/dx$ must be continuous at the step.\n",
    "\n",
    "**Below the step**, $E < V_0$, the wave on the right decays, $\\psi_2 = A^{(2)}e^{-\\kappa x}$ with\n",
    "$\\kappa = \\sqrt{2m(V_0-E)}/\\hbar$. Matching gives\n",
    "\n",
    "$$B^{(1)} = \\frac{k_1 - i\\kappa}{k_1 + i\\kappa}\\,A^{(1)}, \\qquad A^{(2)} = \\frac{2k_1}{k_1 + i\\kappa}\\,A^{(1)}:$$\n",
    "\n",
    "$|B^{(1)}| = |A^{(1)}|$, so the electron is totally reflected and the left region holds a standing\n",
    "wave. The electron still penetrates into the step, with $|\\psi|^2 \\propto e^{-2\\kappa x}$, but an\n",
    "evanescent wave carries no probability current. Classical physics agrees on the total reflection,\n",
    "not on the penetration.\n",
    "\n",
    "The cell checks this with open-nemo. The device is the lecture's: 6 nm at $U = 0$ and a step of\n",
    "0.4 eV to the right, both continuing as leads. open-nemo's spectral function for electrons injected\n",
    "from the left, $A_L(x, E)$, is proportional to $|\\psi(x)|^2$ of the scattering state."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "cf1e288e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:52:34.243578Z",
     "iopub.status.busy": "2026-10-24T22:52:34.243506Z",
     "iopub.status.idle": "2026-10-24T22:52:34.352712Z",
     "shell.execute_reply": "2026-10-24T22:52:34.352335Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "E = 0.2 eV: decay constant from open-nemo 0.593 nm⁻¹, κ = 0.593 nm⁻¹ (decay length 1/2κ of |ψ|² = 0.84 nm); T = 4.3e-10\n",
      "E = 0.3 eV: decay constant from open-nemo 0.419 nm⁻¹, κ = 0.419 nm⁻¹ (decay length 1/2κ of |ψ|² = 1.19 nm); T = 3.0e-09\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 770x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def step_device(v0, dx=0.05):\n",
    "    return nemo.Heterostructure1D(\n",
    "        [\n",
    "            nemo.Layer(EM(\"left\", M, 12.9), 6.0),\n",
    "            nemo.Layer(EM(\"right\", M, 12.9, conduction_band_edge=v0), 4.0),\n",
    "        ],\n",
    "        spacing=dx,\n",
    "    )\n",
    "\n",
    "\n",
    "V0 = 0.4\n",
    "dev = step_device(V0)\n",
    "E_in = np.array([0.2, 0.3])\n",
    "res = nemo.Transport(dev.hamiltonian).solve(E_in)\n",
    "x = dev.x - 6.0  # step at x = 0\n",
    "fig, ax = plt.subplots(figsize=(7, 3.8))\n",
    "for i, (e, col) in enumerate(zip(E_in, style.sweep(2))):\n",
    "    A = np.asarray(res[\"spectral_left\"])[i]\n",
    "    kappa = np.sqrt(M * (V0 - e) / HBAR2_2M0)\n",
    "    k1 = np.sqrt(M * e / HBAR2_2M0)\n",
    "    right = (x > 0.2) & (x < 2.0)\n",
    "    slope = -np.polyfit(x[right], np.log(A[right]), 1)[0] / 2\n",
    "    print(\n",
    "        f\"E = {e:.1f} eV: decay constant from open-nemo {slope:.3f} nm⁻¹, κ = {kappa:.3f} nm⁻¹ \"\n",
    "        f\"(decay length 1/2κ of |ψ|² = {1 / (2 * kappa):.2f} nm); T = {res['transmission'][i]:.1e}\"\n",
    "    )\n",
    "    # analytic |ψ|² with A1 = 1: standing wave on the left, evanescent on the right\n",
    "    r = (k1 - 1j * kappa) / (k1 + 1j * kappa)\n",
    "    psi2 = np.where(\n",
    "        x < 0,\n",
    "        abs(np.exp(1j * k1 * x) + r * np.exp(-1j * k1 * x)) ** 2,\n",
    "        abs(2 * k1 / (k1 + 1j * kappa)) ** 2 * np.exp(-2 * kappa * x),\n",
    "    )\n",
    "    scale = np.max(A[x < 0]) / np.max(psi2[x < 0])\n",
    "    ax.plot(x, A / scale, color=col, label=f\"open-nemo A_L, E = {e} eV\")\n",
    "    ax.plot(\n",
    "        x[::4],\n",
    "        psi2[::4],\n",
    "        \"o\",\n",
    "        ms=3,\n",
    "        mfc=\"none\",\n",
    "        color=style.REFERENCE,\n",
    "        label=\"analytic |ψ|²\" if i == 0 else None,\n",
    "    )\n",
    "ax.axvline(0, color=style.CONTEXT, lw=0.8)\n",
    "ax.set(\n",
    "    xlabel=\"position x (nm), step at x = 0\",\n",
    "    ylabel=\"|ψ|² (|A⁽¹⁾|² = 1)\",\n",
    "    xlim=(-6, 4),\n",
    "    title=f\"E < V₀ = {V0} eV: standing wave and evanescent tail\",\n",
    ")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "72981091",
   "metadata": {},
   "source": [
    "Inside the step open-nemo's $|\\psi|^2$ decays as $e^{-2\\kappa x}$ with $\\kappa$ = 0.593 nm⁻¹ at 0.2 eV\n",
    "and 0.419 nm⁻¹ at 0.3 eV, the analytic values to three digits: the electron penetrates\n",
    "$1/2\\kappa$ = 0.84 and 1.19 nm into the classically forbidden region. To the left of the step the\n",
    "standing wave has nodes where incident and reflected waves cancel, with $|\\psi|^2$ oscillating\n",
    "between 0 and 4. The transmission of a semi-infinite step is zero below $V_0$; open-nemo returns\n",
    "$4.3\\times10^{-10}$ and $3.0\\times10^{-9}$, numerical zeros.\n",
    "\n",
    "**Above the step**, $E > V_0$, both regions carry propagating waves with\n",
    "$k_1 = \\sqrt{2mE}/\\hbar$ and $k_2 = \\sqrt{2m(E - V_0)}/\\hbar$, and matching gives\n",
    "\n",
    "$$r = \\frac{B^{(1)}}{A^{(1)}} = \\frac{k_1 - k_2}{k_1 + k_2}, \\qquad R = r^2, \\qquad\n",
    "T = \\frac{k_2}{k_1}\\left|\\frac{A^{(2)}}{A^{(1)}}\\right|^2 = \\frac{4k_1k_2}{(k_1 + k_2)^2}, \\qquad R + T = 1 .$$\n",
    "\n",
    "The factor $k_2/k_1$ converts amplitudes into probability currents, $J = (\\hbar k/m)|A|^2$. A\n",
    "classical particle above the step would always pass; the quantum electron is partly reflected.\n",
    "The lecture's numerical example (computed with a nanoHUB tool) shows $T$ and $R$ for steps of 0.1,\n",
    "0.4 and 1.0 eV.\n",
    "\n",
    "![Slide 18: transmission and reflection over three potential steps](attachment:slide_018_crop.png)\n",
    "\n",
    "*Slide 18: potential steps of 0.1, 0.4 and 1.0 eV at 6 nm (left), the transmission (centre) and the reflection (right) against energy.*\n",
    "\n",
    "The cell computes the same three curves with open-nemo and compares them with the formula."
   ],
   "attachments": {
    "slide_018_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "b384e1ab",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:52:34.353820Z",
     "iopub.status.busy": "2026-10-24T22:52:34.353738Z",
     "iopub.status.idle": "2026-10-24T22:52:34.617920Z",
     "shell.execute_reply": "2026-10-24T22:52:34.617568Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "step 1: V0 = 0.1 eV: max |T_open-nemo − 4k1k2/(k1+k2)²| above the step = 2.0e-05; T(1.5 V0) = 0.928, T(V0 + 0.5 eV) = 0.998\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "step 2: V0 = 0.4 eV: max |T_open-nemo − 4k1k2/(k1+k2)²| above the step = 8.5e-05; T(1.5 V0) = 0.928, T(V0 + 0.5 eV) = 0.979\n",
      "step 3: V0 = 1.0 eV: max |T_open-nemo − 4k1k2/(k1+k2)²| above the step = 2.1e-04; T(1.5 V0) = 0.928, T(V0 + 0.5 eV) = 0.928\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1320x418 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def t_step(e, v0):\n",
    "    k1, k2 = np.sqrt(e), np.sqrt(np.clip(e - v0, 0, None))  # common factor sqrt(m/(ħ²/2m0)) cancels\n",
    "    return 4 * k1 * k2 / (k1 + k2) ** 2\n",
    "\n",
    "\n",
    "E = np.linspace(0.005, 1.5, 300)\n",
    "fig, (a0, a1, a2) = plt.subplots(1, 3, figsize=(12, 3.8), sharey=True)\n",
    "for v0, col, n in zip((0.1, 0.4, 1.0), style.sweep(3), (1, 2, 3)):\n",
    "    d = step_device(v0)\n",
    "    T = nemo.Transport(d.hamiltonian).transmission(E)\n",
    "    above = E > v0 + 0.01\n",
    "    print(\n",
    "        f\"step {n}: V0 = {v0:.1f} eV: max |T_open-nemo − 4k1k2/(k1+k2)²| above the step = \"\n",
    "        f\"{np.max(abs(T[above] - t_step(E[above], v0))):.1e}; T(1.5 V0) = {t_step(1.5 * v0, v0):.3f}, \"\n",
    "        f\"T(V0 + 0.5 eV) = {t_step(v0 + 0.5, v0):.3f}\"\n",
    "    )\n",
    "    a0.plot(d.x, d.band_edge, color=col, label=f\"step {n}\")\n",
    "    a1.semilogx(np.clip(T, 1e-3, None), E, color=col)\n",
    "    a1.semilogx(t_step(E[above], v0)[::12], E[above][::12], \"o\", ms=3, mfc=\"none\", color=style.REFERENCE)\n",
    "    a2.semilogx(np.clip(1 - T, 1e-3, None), E, color=col)\n",
    "a0.set(xlabel=\"distance (nm)\", ylabel=\"energy (eV)\", title=\"potential energy\", ylim=(0, 1.5))\n",
    "a0.legend(frameon=False, fontsize=8)\n",
    "a1.set(xlabel=\"transmission T\", xlim=(0.1, 1.05), title=\"open-nemo (circles: 4k₁k₂/(k₁+k₂)²)\")\n",
    "a1.set_xticks([0.1, 0.2, 0.5, 1.0], [\"0.1\", \"0.2\", \"0.5\", \"1\"])\n",
    "a1.xaxis.set_minor_formatter(plt.NullFormatter())\n",
    "a2.set(xlabel=\"reflection R = 1 − T\", xlim=(1e-3, 1.05), title=\"reflection above the step\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c8c9bd97",
   "metadata": {},
   "source": [
    "open-nemo and the formula agree to within $2.1\\times10^{-4}$ (largest for the 1.0 eV step), the effect\n",
    "of the 0.05 nm grid (section 2). The\n",
    "curves reproduce the slide: the transmission is not unity immediately above the step but rises from\n",
    "zero; the higher the step, the wider the energy range it takes, because $T$ depends only on $E/V_0$\n",
    "($T = 0.928$ at $E = 1.5\\,V_0$ for every step). Half an electronvolt above the step, the 0.1 eV step\n",
    "transmits 0.998 of the electrons, the 0.4 eV step 0.979 and the 1.0 eV step only 0.928. There is reflection above the barrier,\n",
    "which classical mechanics forbids; it comes from the change of the propagation constant from $k_1$ to\n",
    "$k_2$, exactly as a wave on a string is partly reflected where the string becomes heavier (and as the\n",
    "billiard balls of Lecture 4.1 share their energy according to $4m_1m_2/(m_1+m_2)^2$).\n",
    "\n",
    "## 4. Case 2: the particle in a box\n",
    "\n",
    "The bound problems are the other limit, $E \\ll U$. Only a few potentials have exact solutions, and\n",
    "they involve special functions: the Coulomb potential of the atom (spherical harmonics, which give the\n",
    "s, p, d, f orbitals of the periodic table), the box (sines), the harmonic oscillator (Hermite\n",
    "functions; the slide labels them Hankel functions) and the triangular well of a MOS interface (Airy\n",
    "functions).\n",
    "\n",
    "![Slide 21: four potentials with exact solutions](attachment:slide_021_crop.png)\n",
    "\n",
    "*Slide 21: the Coulomb potential, the particle in a box, the harmonic oscillator and the triangular well, with the special functions that solve them.*\n",
    "\n",
    "In a box with infinitely high walls at $x = 0$ and $x = L$ the electron cannot be outside, so\n",
    "$\\psi(0) = \\psi(L) = 0$, and inside it is free. The solutions are standing waves (Lecture 4.1),\n",
    "\n",
    "$$\\psi_n(x) = A\\sin\\frac{n\\pi x}{L}, \\qquad E_n = \\frac{\\hbar^2\\pi^2}{2mL^2}\\,n^2, \\qquad n = 1, 2, 3, \\ldots$$\n",
    "\n",
    "The amplitude follows from normalization to one particle, $\\int_0^L|\\psi_n|^2dx = A^2L/2 = 1$, so\n",
    "$A = \\sqrt{2/L}$. Negative $n$ give the same states with the opposite sign, and $\\psi$ itself can be\n",
    "negative; only $|\\psi|^2$ is a probability. The densities $|\\psi_n|^2$ have $n$ lobes, which the\n",
    "lecture calls s-, p-, d- and f-type by analogy with the atomic orbitals.\n",
    "\n",
    "![Slide 23: particle-in-a-box wavefunctions and densities](attachment:slide_023_crop.png)\n",
    "\n",
    "*Slide 23: the first four solutions ψ_n of the box and their densities |ψ_n|², one particle normalized to one.*\n",
    "\n",
    "The cell solves a 5 nm GaAs box ($m = 0.067\\,m_0$) with open-nemo and checks levels, normalization\n",
    "and nodes. As in Lecture 4.1, the hard walls of the grid sit one spacing beyond the last site, so the\n",
    "box is $L + \\Delta x$ long."
   ],
   "attachments": {
    "slide_021_crop.png": {
     "image/png": 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"
    },
    "slide_023_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "2154513e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:52:34.619024Z",
     "iopub.status.busy": "2026-10-24T22:52:34.618946Z",
     "iopub.status.idle": "2026-10-24T22:52:34.723012Z",
     "shell.execute_reply": "2026-10-24T22:52:34.722548Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "5 nm box, 500 sites, L + Δx = 5.01 nm\n",
      " n   open-nemo (eV)   ħ²π²n²/2mL² (eV)   ∫|ψ|²dx   nodes   overlap with √(2/L) sin(nπx/L)\n",
      " 1         0.22360            0.22360    1.00000       0   1.000000\n",
      " 2         0.89439            0.89440    1.00000       1   1.000000\n",
      " 3         2.01234            2.01240    1.00000       2   1.000000\n",
      " 4         3.57742            3.57761    1.00000       3   1.000000\n",
      " 5         5.58955            5.59001    1.00000       4   1.000000\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def box_levels(length, m=M, dx=0.01, num=5):\n",
    "    box = nemo.Heterostructure1D([nemo.Layer(EM(\"well\", m, 12.9), length)], spacing=dx)\n",
    "    st = nemo.eigenstates(box.hamiltonian.sparse, num=num)\n",
    "    o = np.argsort(st[\"energies\"])\n",
    "    return box, np.asarray(st[\"energies\"])[o], np.asarray(st[\"vectors\"])[:, o]\n",
    "\n",
    "\n",
    "def e_box(n, length, m=M):\n",
    "    return HBAR2_2M0 * (np.pi * n / length) ** 2 / m\n",
    "\n",
    "\n",
    "box, En, vec = box_levels(5.0)\n",
    "dxb = 0.01\n",
    "Lb = box.num_sites * dxb + dxb\n",
    "xb = box.x + dxb / 2  # distance from the left wall\n",
    "print(f\"5 nm box, {box.num_sites} sites, L + Δx = {Lb:.2f} nm\")\n",
    "print(\" n   open-nemo (eV)   ħ²π²n²/2mL² (eV)   ∫|ψ|²dx   nodes   overlap with √(2/L) sin(nπx/L)\")\n",
    "for n in range(1, 6):\n",
    "    psi = vec[:, n - 1].real / np.sqrt(dxb)\n",
    "    exact = np.sqrt(2 / Lb) * np.sin(n * np.pi * xb / Lb)\n",
    "    nodes = np.count_nonzero(np.diff(np.sign(psi[abs(psi) > 1e-6 * abs(psi).max()])))\n",
    "    print(\n",
    "        f\"{n:2d}   {En[n - 1]:13.5f}   {e_box(n, Lb):16.5f}   {np.sum(psi**2) * dxb:8.5f}   {nodes:5d}   \"\n",
    "        f\"{abs(np.sum(psi * exact) * dxb):.6f}\"\n",
    "    )\n",
    "\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(11, 4))\n",
    "for n, col in zip(range(1, 5), style.sweep(4)):\n",
    "    psi = vec[:, n - 1].real / np.sqrt(dxb)\n",
    "    psi *= np.sign(psi[np.argmax(abs(psi) > 0.5 * abs(psi).max())])\n",
    "    a1.plot(xb, psi + 1.2 * (n - 1), color=col, label=f\"n = {n}\")\n",
    "    a2.plot(xb, psi**2 + 1.0 * (n - 1), color=col)\n",
    "    a2.plot(\n",
    "        xb[::25],\n",
    "        (2 / Lb) * np.sin(n * np.pi * xb[::25] / Lb) ** 2 + 1.0 * (n - 1),\n",
    "        \"o\",\n",
    "        ms=2.5,\n",
    "        mfc=\"none\",\n",
    "        color=style.REFERENCE,\n",
    "    )\n",
    "a1.set(xlabel=\"x (nm)\", ylabel=\"ψ_n (nm⁻¹ᐟ², offset)\", title=\"open-nemo wavefunctions, 5 nm box\")\n",
    "a1.legend(frameon=False, fontsize=8, loc=\"upper right\")\n",
    "a2.set(xlabel=\"x (nm)\", ylabel=\"|ψ_n|² (nm⁻¹, offset)\", title=\"densities (circles: (2/L) sin²(nπx/L))\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f4e18f7b",
   "metadata": {},
   "source": [
    "The open-nemo levels follow $n^2$: 0.22360, 0.89439, 2.01234, 3.57742 and 5.58955 eV against the\n",
    "formula's 0.22360, 0.89440, 2.01240, 3.57761 and 5.59001 eV for $L + \\Delta x = 5.01$ nm. Each state is\n",
    "normalized to one particle, has $n - 1$ nodes inside the box, and coincides with\n",
    "$\\sqrt{2/L}\\sin(n\\pi x/L)$ (overlap 1.000000).\n",
    "\n",
    "## 5. Quantum world and macroscopic world\n",
    "\n",
    "The level spacing shrinks as $1/L^2$. Klimeck compares boxes of 5 nm, 50 nm and 50 cm: in the\n",
    "nanometre box the levels are far apart, in the 50 nm box they crowd together, and in the macroscopic\n",
    "box the spacing is far too small to resolve, so the energies look continuous.\n",
    "\n",
    "![Slide 26: level spacing in boxes of 5 nm, 50 nm and 50 cm](attachment:slide_026_crop.png)\n",
    "\n",
    "*Slide 26: the levels of a box of 5 nm, 50 nm and 50 cm: the spacing becomes smaller as the size increases until it cannot be resolved.*\n",
    "\n",
    "Whether a spacing can be resolved is decided by the thermal energy, $k_BT = 25.9$ meV at 300 K,\n",
    "which smears the occupation of the levels. The cell computes the lowest levels for the three sizes\n",
    "(open-nemo for 5 and 50 nm, the formula for 50 cm) with the GaAs mass and with the free-electron\n",
    "mass."
   ],
   "attachments": {
    "slide_026_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "83cda747",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:52:34.724072Z",
     "iopub.status.busy": "2026-10-24T22:52:34.723984Z",
     "iopub.status.idle": "2026-10-24T22:52:34.893917Z",
     "shell.execute_reply": "2026-10-24T22:52:34.893600Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "50 nm box: open-nemo E1..E4 = [ 2.24   8.962 20.164 35.847] meV; formula [ 2.24   8.962 20.164 35.848] meV\n",
      "k_B T at 300 K = 25.9 meV, at 4.2 K = 0.362 meV\n",
      "\n",
      "  L            m/m0    E1 (eV)       E2 − E1 (eV)    (E2 − E1) / k_BT(300 K)\n",
      "  5 nm        0.067    2.245e-01      6.735e-01      2.605e+01\n",
      "  5 nm        1.000    1.504e-02      4.512e-02      1.745e+00\n",
      "  50 nm       0.067    2.245e-03      6.735e-03      2.605e-01\n",
      "  50 nm       1.000    1.504e-04      4.512e-04      1.745e-02\n",
      "  50 cm       0.067    2.245e-17      6.735e-17      2.605e-15\n",
      "  50 cm       1.000    1.504e-18      4.512e-18      1.745e-16\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "kT300 = KB * 300.0\n",
    "box50, En50, _ = box_levels(50.0, dx=0.05, num=4)\n",
    "L50 = box50.num_sites * 0.05 + 0.05\n",
    "print(\n",
    "    f\"50 nm box: open-nemo E1..E4 = {np.array2string(1e3 * En50, precision=3)} meV; \"\n",
    "    f\"formula {np.array2string(1e3 * e_box(np.arange(1, 5), L50), precision=3)} meV\"\n",
    ")\n",
    "print(f\"k_B T at 300 K = {1e3 * kT300:.1f} meV, at 4.2 K = {1e3 * KB * 4.2:.3f} meV\\n\")\n",
    "print(\"  L            m/m0    E1 (eV)       E2 − E1 (eV)    (E2 − E1) / k_BT(300 K)\")\n",
    "for length, label in ((5.0, \"5 nm\"), (50.0, \"50 nm\"), (5e8, \"50 cm\")):\n",
    "    for m in (M, 1.0):\n",
    "        gap = e_box(2, length, m) - e_box(1, length, m)\n",
    "        print(f\"  {label:10s} {m:6.3f}   {e_box(1, length, m):10.3e}   {gap:12.3e}   {gap / kT300:12.3e}\")\n",
    "\n",
    "Ls = np.logspace(0, 3, 200)\n",
    "fig, ax = plt.subplots(figsize=(6.5, 4))\n",
    "for m, col in ((M, style.OPEN_NEMO), (1.0, style.REFERENCE)):\n",
    "    ax.loglog(Ls, 1e3 * (e_box(2, Ls, m) - e_box(1, Ls, m)), color=col, label=f\"E₂ − E₁, m = {m:g} m₀\")\n",
    "ax.axhline(1e3 * kT300, color=style.CONTEXT, ls=\"--\", label=\"k_BT at 300 K\")\n",
    "ax.axhline(1e3 * KB * 4.2, color=style.CONTEXT, ls=\":\", label=\"k_BT at 4.2 K\")\n",
    "ax.set(xlabel=\"box length L (nm)\", ylabel=\"level spacing (meV)\", title=\"the spacing falls as 1/L²\")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2113ef06",
   "metadata": {},
   "source": [
    "In a 5 nm GaAs box the first two levels are 0.67 eV apart, 26 times the thermal energy at room\n",
    "temperature: an electron there is unmistakably quantized. At 50 nm the spacing is 6.7 meV, a quarter\n",
    "of $k_BT$ at 300 K, and resolvable only at low temperature. In a 50 cm box it is $6.7\\times10^{-17}$\n",
    "eV, $2.6\\times10^{-15}$ of $k_BT$: a continuum for every practical purpose. This is why electronic quantum\n",
    "effects appear only in nanoscale structures, and why, as Klimeck recalls, from the 1980s to about\n",
    "2000 a whole research field struggled to make systems small enough to uncover them reliably. Today's\n",
    "transistors are small enough that they cannot be designed without them.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- The time-independent Schrödinger equation has oscillating solutions $e^{\\pm ikx}$ where $E > U$\n",
    "  and growing or decaying solutions $e^{\\pm\\alpha x}$ where $E < U$; $|\\psi|^2$ is a probability density.\n",
    "- A free electron has a continuous, doubly degenerate spectrum $E = \\hbar^2k^2/2m$; open-nemo's grid\n",
    "  reproduces it to 0.08 % at 0.5 eV with $\\Delta x = 0.1$ nm.\n",
    "- Below a step the electron penetrates with $|\\psi|^2 \\propto e^{-2\\kappa x}$ (open-nemo's decay\n",
    "  constants match $\\kappa$ to three digits) and is totally reflected. Above it, $T = 4k_1k_2/(k_1+k_2)^2$:\n",
    "  open-nemo matches the formula to $2.1\\times10^{-4}$ for steps of 0.1, 0.4 and 1.0 eV, including the\n",
    "  reflection above the barrier.\n",
    "- In a box, $E_n = \\hbar^2\\pi^2n^2/2mL^2$ and $\\psi_n = \\sqrt{2/L}\\sin(n\\pi x/L)$; open-nemo's 5 nm GaAs\n",
    "  box gives 0.22360 eV for the ground state. The spacing falls from 0.67 eV (5 nm) to 6.7 meV\n",
    "  (50 nm) to $6.7\\times10^{-17}$ eV (50 cm).\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Show from the matching conditions that $R + T = 1$ above the step, and that the step transmits\n",
    "   the same fraction whether the electron comes from the left or from the right.\n",
    "2. Replace the step by a barrier of finite width (0.4 eV, 1 nm) and compare open-nemo's transmission\n",
    "   below 0.4 eV with the step's. Which feature of the evanescent wave makes the difference? (Lecture\n",
    "   6.2 treats this case.)\n",
    "3. Make the walls of the 5 nm box finite (0.3 eV, as for a GaAs/AlGaAs well) by adding barrier\n",
    "   layers, and compare the levels with the infinite box. Which levels move most?\n",
    "4. Find the box length at which the GaAs level spacing $E_2 - E_1$ equals $k_BT$ at 300 K and at 77 K.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 4.1: Classical systems](04_1_classic_systems.ipynb)\n",
    "- [Lecture 4.3: Why do we need quantum mechanics?](04_3_why_quantum_mechanics.ipynb)\n",
    "- [Lecture 6.1: Transfer matrix method](../03_tunneling_and_bandstructure/06_1_transfer_matrix_method.ipynb)\n",
    "- [Lecture 6.2: Tunnelling through a single barrier](../03_tunneling_and_bandstructure/06_2_single_barrier.ipynb)\n",
    "- [Lecture 9: The particle in a box revisited](../04_nanoscale_electronic_states/09_0_particle_in_a_box_revisited.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",
    "- [UTB subbands against thickness](../../book/05_ultra_thin_bodies/05_01_subbands_of_films_and_wells/05_01_01_utb_subbands_vs_thickness.ipynb)\n",
    "- D. J. Griffiths, *Introduction to Quantum Mechanics*, Cambridge University Press: the step and the\n",
    "  infinite well."
   ]
  }
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