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    "# Lecture 24.2: Long-range strain — expanding the strain domain\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45381](https://nanohub.org/resources/45381) — [video](https://nanohub.org/resources/45389) · [slides](https://nanohub.org/resources/45388)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- The numerical experiment: a dome-shaped dot, 30 nm in diameter and 5 nm high, embedded in GaAs whose\n",
    "  buffer around the dot grows from 4 to 20 nm in every direction; the atoms have free outer surfaces, the\n",
    "  electrons hard walls.\n",
    "- The electron ground state rises by about 175 meV for a pure InAs dot and 100 meV for an\n",
    "  In$_{0.6}$Ga$_{0.4}$As dot as the buffer grows, as much as the dot's confining potential; the holes\n",
    "  move by about 35 meV. Nothing has converged at 20 nm.\n",
    "- A reminder from Section 23: hydrostatic compression raises the conduction band and lowers the valence\n",
    "  band; biaxial strain splits heavy and light holes.\n",
    "- \"Classical\" local band edges along lateral and vertical cuts show why: the strain inside and around the\n",
    "  dot changes with the buffer, and the GaAs is strained tens of nanometres away.\n",
    "- Something is unphysical: with free surfaces the small dot expands the whole crystal. A substrate\n",
    "  should be fixed to the GaAs lattice and the sides periodic.\n",
    "\n",
    "**In this notebook**\n",
    "\n",
    "You repeat the experiment with open-nemo's finite-element elasticity solver and an effective-mass model\n",
    "on the strained local band edges: the electron and hole ground states of the InAs and the\n",
    "In$_{0.6}$Ga$_{0.4}$As dome for buffers of 4–20 nm, the band shifts under hydrostatic and biaxial strain,\n",
    "the local band-edge profiles through the dot for a small and a large buffer, the vertical expansion of\n",
    "the free crystal, and the number of atoms the largest buffer means."
   ]
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   "source": [
    "%matplotlib inline\n",
    "import time\n",
    "\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import opennemo as nemo\n",
    "from opennemo.models import kp\n",
    "from opennemo.solvers import elasticity as el\n",
    "from opennemo.solvers.poisson import Grid\n",
    "from opennemo.structures.shapes import Box, Dome\n",
    "from opennemo.visualization import style\n",
    "\n",
    "style.use(notebook=True)\n",
    "T_START = time.time()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "63120292",
   "metadata": {},
   "source": [
    "## 1. Ground-state energies depend strongly on the buffer\n",
    "\n",
    "The dot of this section is a dome (half an ellipsoid of revolution) of 15 nm radius and 5 nm height,\n",
    "without a wetting layer, embedded in GaAs. The GaAs buffer around it is made larger and larger, the same\n",
    "thickness $b$ in all six directions, and both the strain and the electronic structure are recomputed on\n",
    "the whole domain. The outer surfaces are free for the atoms, so the crystal can expand in all three\n",
    "directions, and they are hard walls for the electrons.\n",
    "\n",
    "![Slide 5: electron and hole ground states against the buffer size](attachment:slide_005_crop.png)\n",
    "*Slide 5: ground-state energies of the pure InAs and the alloyed In$_{0.6}$Ga$_{0.4}$As dot as the GaAs\n",
    "buffer grows from 4 to 20 nm: the electrons rise by about 175 meV (InAs) and 100 meV (alloy), the holes\n",
    "change by about 32 and 35 meV.*\n",
    "\n",
    "The lecture's observations: the shift of the electron energy is huge, of the order of the dot's confining\n",
    "potential $\\Delta E_c = E_c(\\mathrm{GaAs}) - E_c(\\mathrm{InGaAs})$; it is weaker for the alloyed dot,\n",
    "whose lattice constant is closer to that of GaAs; and the holes respond differently from the electrons,\n",
    "a sign that they feel different strain components.\n",
    "\n",
    "We use the continuum model of Lecture 24.1: finite-element strain, local band edges from the strained\n",
    "8-band k·p Hamiltonian at each point, and single-band effective-mass levels on them (electrons on $E_c$,\n",
    "holes on the top valence band with the heavy-hole masses). The material parameters are those of\n",
    "Vurgaftman et al. (2001) at 300 K, with In$_{0.6}$Ga$_{0.4}$As interpolated between InAs and GaAs."
   ],
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "c22ec852",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:20:41.889489Z",
     "iopub.status.busy": "2026-10-24T22:20:41.889379Z",
     "iopub.status.idle": "2026-10-24T22:20:41.896502Z",
     "shell.execute_reply": "2026-10-24T22:20:41.896102Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "GaAs: a = 0.56532 nm, E_g = 1.422 eV, E_c = +1.422 eV, E_v = +0.000 eV, a_c = -7.17 eV, m_e = 0.067 m0\n",
      "InAs: a = 0.60583 nm, E_g = 0.354 eV, E_c = +0.564 eV, E_v = +0.210 eV, a_c = -5.08 eV, m_e = 0.026 m0\n",
      "InAs misfit on GaAs: 7.16 %\n",
      "InGaAs(x=0.6): a = 0.58963 nm, E_g = 0.667 eV, misfit on GaAs 4.30 %\n"
     ]
    }
   ],
   "source": [
    "GaAs = kp.material(\"GaAs\", temperature=300)            # Vurgaftman et al. (2001), 300 K\n",
    "InAs = kp.material(\"InAs\", temperature=300)\n",
    "E0 = GaAs.valence_band_offset                           # energy zero: unstrained GaAs valence-band top\n",
    "\n",
    "\n",
    "def stiffness(m):\n",
    "    \"\"\"Cubic elastic stiffness (GPa, Voigt) of a k·p material.\"\"\"\n",
    "    return el.cubic_stiffness(m.c11, m.c12, m.c44)\n",
    "\n",
    "\n",
    "def misfit(m):\n",
    "    \"\"\"Eigenstrain of m on the GaAs reference lattice: a_m / a_GaAs - 1.\"\"\"\n",
    "    return m.lattice_constant / GaAs.lattice_constant - 1\n",
    "\n",
    "\n",
    "for m in (GaAs, InAs):\n",
    "    print(f\"{m.name}: a = {m.lattice_constant:.5f} nm, E_g = {m.band_gap:.3f} eV, \"\n",
    "          f\"E_c = {m.valence_band_offset + m.band_gap - E0:+.3f} eV, \"\n",
    "          f\"E_v = {m.valence_band_offset - E0:+.3f} eV, \"\n",
    "          f\"a_c = {m.ac:+.2f} eV, m_e = {m.electron_mass:.3f} m0\")\n",
    "print(f\"InAs misfit on GaAs: {100 * misfit(InAs):.2f} %\")\n",
    "\n",
    "InGaAs = kp.material(\"InGaAs\", x=0.6, temperature=300)\n",
    "print(f\"{InGaAs.name}: a = {InGaAs.lattice_constant:.5f} nm, E_g = {InGaAs.band_gap:.3f} eV, \"\n",
    "      f\"misfit on GaAs {100 * misfit(InGaAs):.2f} %\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "5fedcc94",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:20:41.897484Z",
     "iopub.status.busy": "2026-10-24T22:20:41.897411Z",
     "iopub.status.idle": "2026-10-24T22:20:41.901985Z",
     "shell.execute_reply": "2026-10-24T22:20:41.901712Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "direct 8-band:  E_c, top valence = [0.86859 0.32936]\n",
      "local_edges:    E_c, E_HH, E_LH  = [0.86859 0.32936 0.1134 ]\n"
     ]
    }
   ],
   "source": [
    "VOIGT = [(0, 0), (1, 1), (2, 2), (1, 2), (0, 2), (0, 1)]\n",
    "_LINEAR = {}\n",
    "\n",
    "\n",
    "def local_edges(m, eps):\n",
    "    \"\"\"Local band edges (eV, from E0) of material m under the strains eps (n, 3, 3): the zone-centre\n",
    "    eigenvalues of its 8-band k·p Hamiltonian (Bir-Pikus strain terms). Returns E_c, E_HH, E_LH; the\n",
    "    heavy holes are the valence pair with the least |Z> character (z: growth axis).\"\"\"\n",
    "    if m.name not in _LINEAR:                            # H(eps) = H0 + sum eps_ij D_ij: linear in eps\n",
    "        h0 = kp.bulk_hamiltonian(m, np.zeros(3), 8)\n",
    "        d = []\n",
    "        for i, j in VOIGT:\n",
    "            u = np.zeros((3, 3))\n",
    "            u[i, j] = u[j, i] = 1.0\n",
    "            d.append(kp.bulk_hamiltonian(m, np.zeros(3), 8, strain=u) - h0)\n",
    "        _LINEAR[m.name] = h0, np.array(d)\n",
    "    h0, d = _LINEAR[m.name]\n",
    "    v = np.stack([eps[:, i, j] for i, j in VOIGT], -1)\n",
    "    w, u = np.linalg.eigh(h0[None] + np.einsum(\"na,aij->nij\", v, d))\n",
    "    z = np.abs(u[:, 3, 2:6]) ** 2 + np.abs(u[:, 7, 2:6]) ** 2   # basis S, X, Y, Z per spin\n",
    "    order = np.argsort(z, axis=1)\n",
    "    top = w[:, 2:6]\n",
    "    e_hh = np.take_along_axis(top, order[:, :2], 1).max(1)\n",
    "    e_lh = np.take_along_axis(top, order[:, 2:], 1).max(1)\n",
    "    return w[:, 6] - E0, e_hh - E0, e_lh - E0\n",
    "\n",
    "\n",
    "def region_at(result, points):\n",
    "    \"\"\"Region index (0: the GaAs matrix, >0: the dot) of the finite-element cell containing each\n",
    "    point: the cell whose material local_strain_at measures the strain against.\"\"\"\n",
    "    p = result.problem\n",
    "    ids = []\n",
    "    for d, a in enumerate(p.grid.axes):\n",
    "        x = points[:, d]\n",
    "        if p.periodic[d]:\n",
    "            x = a[0] + np.mod(x - a[0], a[-1] - a[0])\n",
    "        ids.append(np.clip(np.searchsorted(a, x, side=\"right\") - 1, 0, len(a) - 2))\n",
    "    return p.material[np.ravel_multi_index(tuple(ids), p.cell_shape)]\n",
    "\n",
    "\n",
    "eps_test = np.array([[-0.05, 0.01, 0.0], [0.01, -0.05, 0.0], [0.0, 0.0, 0.04]])\n",
    "direct = np.linalg.eigvalsh(kp.bulk_hamiltonian(InAs, np.zeros(3), 8, strain=eps_test)) - E0\n",
    "print(\"direct 8-band:  E_c, top valence =\", np.round(direct[[6, 5]], 5))\n",
    "print(\"local_edges:    E_c, E_HH, E_LH  =\", np.round(np.ravel(local_edges(InAs, eps_test[None])), 5))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "349d8650",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:20:41.903111Z",
     "iopub.status.busy": "2026-10-24T22:20:41.903041Z",
     "iopub.status.idle": "2026-10-24T22:20:41.907965Z",
     "shell.execute_reply": "2026-10-24T22:20:41.907601Z"
    }
   },
   "outputs": [],
   "source": [
    "HB2M = 0.0380998                                         # hbar^2 / 2 m0 (eV nm^2)\n",
    "\n",
    "\n",
    "def bdd_hamiltonian(shape, h, inv_mass, potential):\n",
    "    \"\"\"Single-band BenDaniel-Duke operator -div (hbar^2 / 2m) grad + V on a box grid of spacings h\n",
    "    (nm) with hard walls; inv_mass (n, 3): m0/m along x, y, z at each point.\"\"\"\n",
    "    import scipy.sparse as sp\n",
    "    n = int(np.prod(shape))\n",
    "    idx = np.arange(n).reshape(shape)\n",
    "    diag = np.asarray(potential, dtype=float).copy()\n",
    "    rows, cols, vals = [], [], []\n",
    "    for ax in range(3):\n",
    "        a = np.take(idx, range(shape[ax] - 1), axis=ax).ravel()\n",
    "        b = np.take(idx, range(1, shape[ax]), axis=ax).ravel()\n",
    "        t = HB2M * 0.5 * (inv_mass[a, ax] + inv_mass[b, ax]) / h[ax] ** 2\n",
    "        rows += [a, b]\n",
    "        cols += [b, a]\n",
    "        vals += [-t, -t]\n",
    "        np.add.at(diag, a, t)\n",
    "        np.add.at(diag, b, t)\n",
    "        for wall in (np.take(idx, [0], axis=ax).ravel(), np.take(idx, [shape[ax] - 1], axis=ax).ravel()):\n",
    "            diag[wall] += HB2M * inv_mass[wall, ax] / h[ax] ** 2   # psi = 0 one step outside\n",
    "    off = sp.coo_matrix((np.concatenate(vals), (np.concatenate(rows), np.concatenate(cols))), shape=(n, n))\n",
    "    return off.tocsr() + sp.diags(diag)\n",
    "\n",
    "\n",
    "def hole_inv_mass(m):\n",
    "    \"\"\"Heavy-hole m0/m in the plane (gamma1 + gamma2) and along z (gamma1 - 2 gamma2).\"\"\"\n",
    "    return np.array([m.gamma1 + m.gamma2, m.gamma1 + m.gamma2, m.gamma1 - 2 * m.gamma2])\n",
    "\n",
    "\n",
    "def dot_levels(result, dot, lo, hi, h=(1.0, 1.0, 0.5), num=1, holes=True):\n",
    "    \"\"\"Lowest electron and highest hole levels (eV, from E0) of a dot of material `dot` in GaAs, in\n",
    "    the hard-wall box lo..hi (nm) on a grid of spacings h, with the strain and the regions of the\n",
    "    finite-element `result`. Returns a dict with the levels, the grid and the band edges on it.\"\"\"\n",
    "    axes = [np.arange(lo[i] + h[i] / 2, hi[i], h[i]) for i in range(3)]\n",
    "    shape = tuple(len(a) for a in axes)\n",
    "    pts = np.stack(np.meshgrid(*axes, indexing=\"ij\"), -1).reshape(-1, 3)\n",
    "    ind = region_at(result, pts) > 0\n",
    "    eps = result.local_strain_at(pts)\n",
    "    ec, ev = np.empty(len(pts)), np.empty(len(pts))\n",
    "    for m, sel in ((GaAs, ~ind), (dot, ind)):\n",
    "        c, hh, lh = local_edges(m, eps[sel])\n",
    "        ec[sel], ev[sel] = c, np.maximum(hh, lh)\n",
    "    inv_me = 1.0 / np.where(ind, dot.electron_mass, GaAs.electron_mass)\n",
    "    re = nemo.eigenstates(bdd_hamiltonian(shape, h, np.repeat(inv_me[:, None], 3, 1), ec), num=num)\n",
    "    out = {\"e\": np.sort(re[\"energies\"]), \"e_states\": re, \"points\": pts, \"shape\": shape, \"axes\": axes,\n",
    "           \"ec\": ec, \"ev\": ev, \"inside\": ind}\n",
    "    if holes:                                            # holes: lowest states of (kinetic - E_v)\n",
    "        inv_mh = np.where(ind[:, None], hole_inv_mass(dot)[None], hole_inv_mass(GaAs)[None])\n",
    "        rh = nemo.eigenstates(bdd_hamiltonian(shape, h, inv_mh, -ev), num=num)\n",
    "        out[\"h\"], out[\"h_states\"] = -np.sort(rh[\"energies\"]), rh\n",
    "    return out\n",
    "\n",
    "\n",
    "def graded_axis(lo, hi, core_lo, core_hi, h, h_max=2.0, growth=1.25):\n",
    "    \"\"\"Grid nodes from lo to hi (nm): spacing h on [core_lo, core_hi] around the dot, growing by\n",
    "    `growth` per cell outside it up to h_max. Elasticity has no length scale, so the far buffer\n",
    "    needs no fine grid.\"\"\"\n",
    "    def grow(start, end, sign):\n",
    "        pts, x, s = [], start, h\n",
    "        while True:\n",
    "            s = min(s * growth, h_max)\n",
    "            x += sign * s\n",
    "            if (x >= end - 0.3 * s) if sign > 0 else (x <= end + 0.3 * s):\n",
    "                return pts + [end]\n",
    "            pts.append(x)\n",
    "    core = list(np.arange(core_lo, core_hi + 1e-9, h))\n",
    "    return np.array(grow(core_lo, lo, -1)[::-1] + core + grow(core_hi, hi, +1))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8710c9a3",
   "metadata": {},
   "source": [
    "The finite-element grid is fine (1 nm laterally, 0.5 nm vertically) over the dot and grows\n",
    "geometrically up to 2 nm cells in the buffer, so a 20 nm buffer costs about a second. The strain is\n",
    "evaluated on the electronic grid, a box around the dot of the same spacings, with hard walls a distance\n",
    "$\\min(b, 5\\ \\mathrm{nm})$ from the dot: Lecture 24.3 shows that the states do not reach further than\n",
    "that, and §2 of that notebook checks it for this model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "7b7114a1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:20:41.908796Z",
     "iopub.status.busy": "2026-10-24T22:20:41.908735Z",
     "iopub.status.idle": "2026-10-24T22:20:59.430716Z",
     "shell.execute_reply": "2026-10-24T22:20:59.430370Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InAs           buffer  4 nm: e1 = 1.0460 eV, h1 = 0.2964 eV, E_c at the dot's centre 0.834 eV\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InAs           buffer  8 nm: e1 = 1.1156 eV, h1 = 0.2861 eV, E_c at the dot's centre 0.913 eV\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InAs           buffer 12 nm: e1 = 1.1471 eV, h1 = 0.2731 eV, E_c at the dot's centre 0.949 eV\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InAs           buffer 16 nm: e1 = 1.1619 eV, h1 = 0.2654 eV, E_c at the dot's centre 0.965 eV\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InAs           buffer 20 nm: e1 = 1.1695 eV, h1 = 0.2610 eV, E_c at the dot's centre 0.974 eV\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InGaAs(x=0.6)  buffer  4 nm: e1 = 1.2437 eV, h1 = 0.2512 eV, E_c at the dot's centre 1.105 eV\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InGaAs(x=0.6)  buffer  8 nm: e1 = 1.2944 eV, h1 = 0.2463 eV, E_c at the dot's centre 1.165 eV\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InGaAs(x=0.6)  buffer 12 nm: e1 = 1.3163 eV, h1 = 0.2395 eV, E_c at the dot's centre 1.190 eV\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InGaAs(x=0.6)  buffer 16 nm: e1 = 1.3263 eV, h1 = 0.2354 eV, E_c at the dot's centre 1.202 eV\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InGaAs(x=0.6)  buffer 20 nm: e1 = 1.3313 eV, h1 = 0.2332 eV, E_c at the dot's centre 1.207 eV\n",
      "10 strain fields and 20 levels in 17.5 s\n"
     ]
    }
   ],
   "source": [
    "R, H = 15.0, 5.0\n",
    "dome = Dome((0, 0, 0), (R, R, H))                                   # base at z = 0, apex at z = 5 nm\n",
    "BUFFERS = [4, 8, 12, 16, 20]\n",
    "\n",
    "\n",
    "def strain_free(m, b, fix_bottom=False):\n",
    "    \"\"\"Elastic equilibrium of the dome of material m in a GaAs box with buffer b (nm) on all six\n",
    "    sides; free outer surfaces (rigid-body motion pinned), or the bottom face clamped.\"\"\"\n",
    "    xa = graded_axis(-R - b, R + b, -R - 1, R + 1, 1.0)\n",
    "    za = graded_axis(-b, H + b, -1, H + 1, 0.5)\n",
    "    prob = el.Elasticity.from_regions(Grid(xa, xa, za), [(None, stiffness(GaAs), 0.0),\n",
    "                                                         (dome, stiffness(m), misfit(m))])\n",
    "    if fix_bottom:\n",
    "        prob.fix(np.isclose(prob.grid.nodes[:, 2], -b))\n",
    "    return prob.solve()\n",
    "\n",
    "\n",
    "strain, levels = {}, {}\n",
    "t0 = time.time()\n",
    "for m in (InAs, InGaAs):\n",
    "    for b in BUFFERS:\n",
    "        res = strain_free(m, b)\n",
    "        e = min(b, 5.0)\n",
    "        lv = dot_levels(res, m, (-R - e, -R - e, -e), (R + e, R + e, H + e))\n",
    "        strain[m.name, b], levels[m.name, b] = res, lv\n",
    "        i_c = np.argmin(np.linalg.norm(lv[\"points\"] - [0, 0, 2.5], axis=1))\n",
    "        print(f\"{m.name:14s} buffer {b:2d} nm: e1 = {lv['e'][0]:.4f} eV, h1 = {lv['h'][0]:.4f} eV, \"\n",
    "              f\"E_c at the dot's centre {lv['ec'][i_c]:.3f} eV\")\n",
    "print(f\"{len(strain)} strain fields and {2 * len(levels)} levels in {time.time() - t0:.1f} s\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "491d9ede",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:20:59.432052Z",
     "iopub.status.busy": "2026-10-24T22:20:59.431971Z",
     "iopub.status.idle": "2026-10-24T22:20:59.563362Z",
     "shell.execute_reply": "2026-10-24T22:20:59.562934Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "InAs          : e1 rises by 123.6 meV, h1 falls by 35.5 meV from b = 4 to 20 nm; the last step (16 -> 20 nm): +7.6 / -4.4 meV\n",
      "InGaAs(x=0.6) : e1 rises by  87.6 meV, h1 falls by 18.1 meV from b = 4 to 20 nm; the last step (16 -> 20 nm): +5.0 / -2.3 meV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x418 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1, 2, figsize=(11, 3.8))\n",
    "for k, m in enumerate((InAs, InGaAs)):\n",
    "    e1 = np.array([levels[m.name, b][\"e\"][0] for b in BUFFERS])\n",
    "    h1 = np.array([levels[m.name, b][\"h\"][0] for b in BUFFERS])\n",
    "    axes[0].plot(BUFFERS, e1, marker=\"os\"[k], **style.series(variant=k, label=m.name))\n",
    "    axes[1].plot(BUFFERS, h1, marker=\"os\"[k], **style.series(variant=k, label=m.name))\n",
    "    print(f\"{m.name:14s}: e1 rises by {1e3 * (e1[-1] - e1[0]):5.1f} meV, \"\n",
    "          f\"h1 falls by {1e3 * (h1[0] - h1[-1]):4.1f} meV from b = 4 to 20 nm; the last step (16 -> 20 nm): \"\n",
    "          f\"{1e3 * (e1[-1] - e1[-2]):+.1f} / {1e3 * (h1[-1] - h1[-2]):+.1f} meV\")\n",
    "axes[0].set(xlabel=\"GaAs buffer b (nm)\", ylabel=\"electron ground state e1 (eV)\", title=\"electrons\")\n",
    "axes[1].set(xlabel=\"GaAs buffer b (nm)\", ylabel=\"hole ground state h1 (eV)\", title=\"holes\")\n",
    "for ax in axes:\n",
    "    ax.legend(frameon=False)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9f49e18f",
   "metadata": {},
   "source": [
    "The model reproduces the lecture's picture. As the buffer grows from 4 to 20 nm, the electron level of\n",
    "the InAs dot rises by about 120 meV (175 meV in the tight-binding calculation), that of the alloyed dot by\n",
    "about 90 meV (100 meV). The hole levels move much less, by 35 and 18 meV (32 and 35 meV on the slide). And\n",
    "none of the curves is flat at 20 nm: the last 4 nm still shift the InAs electron by 8 meV.\n",
    "\n",
    "The absolute values are not the lecture's: the single-band model has no conduction-band non-parabolicity\n",
    "and its parameters are not the tight-binding ones. What both models share, and what matters here, is the\n",
    "dependence on the size of the strain domain.\n",
    "\n",
    "## 2. A reminder: how strain moves the band edges\n",
    "\n",
    "Electrons and holes respond differently because they feel different parts of the strain.\n",
    "\n",
    "![Slide 6: band edges under biaxial and hydrostatic strain](attachment:slide_006_crop.png)\n",
    "*Slide 6: the conduction band and the heavy- and light-hole bands of GaAs or InAs under biaxial (left) and\n",
    "hydrostatic (right) strain, from −1 % (compression) to +1 % (tension).*\n",
    "\n",
    "Under hydrostatic strain $\\varepsilon_{xx} = \\varepsilon_{yy} = \\varepsilon_{zz}$ the conduction band moves\n",
    "by $a_c \\operatorname{tr}\\varepsilon$: up under compression, down under tension. The valence bands move\n",
    "together by $a_v \\operatorname{tr}\\varepsilon$, down under compression. Biaxial strain (a layer squeezed\n",
    "in the plane and free to expand along $z$) also has a shear part that splits the heavy and the light\n",
    "holes by about $2|b|(\\varepsilon_{zz} - \\varepsilon_{xx})$. In a dot the strain is a three-dimensional\n",
    "mixture: the conduction band is the only clear indicator of compression or expansion, and the splitting of\n",
    "the valence bands the indicator of biaxial components."
   ],
   "attachments": {
    "slide_006_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "857da567",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:20:59.564609Z",
     "iopub.status.busy": "2026-10-24T22:20:59.564518Z",
     "iopub.status.idle": "2026-10-24T22:20:59.765390Z",
     "shell.execute_reply": "2026-10-24T22:20:59.764952Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "biaxial     -1 %: dE_c =  +76.9 meV, dE_HH =  +26.1 meV, dE_LH =  -41.5 meV\n",
      "hydrostatic -1 %: dE_c = +215.1 meV, dE_HH =  -34.8 meV, dE_LH =  -34.8 meV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x396 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "e_scan = np.linspace(-0.01, 0.01, 41)\n",
    "fig, axes = plt.subplots(1, 2, figsize=(11, 3.6), sharey=True)\n",
    "for ax, kind in zip(axes, (\"biaxial\", \"hydrostatic\")):\n",
    "    eps = np.zeros((len(e_scan), 3, 3))\n",
    "    eps[:, 0, 0] = eps[:, 1, 1] = e_scan\n",
    "    eps[:, 2, 2] = -2 * GaAs.c12 / GaAs.c11 * e_scan if kind == \"biaxial\" else e_scan\n",
    "    ec, hh, lh = local_edges(GaAs, eps)\n",
    "    gap = GaAs.band_gap\n",
    "    for y, lab, col in ((ec - gap + 0.2, \"$E_c$ (shifted down by $E_g$ − 0.2 eV)\", style.sweep(3)[0]),\n",
    "                        (hh, \"$E_{HH}$\", style.sweep(3)[1]), (lh, \"$E_{LH}$\", style.sweep(3)[2])):\n",
    "        ax.plot(100 * e_scan, y, color=col, label=lab)\n",
    "    ax.set(xlabel=f\"in-plane strain ε_xx (%), {kind}\", title=f\"GaAs, {kind} strain\")\n",
    "    i = np.argmin(np.abs(e_scan + 0.01))\n",
    "    print(f\"{kind:11s} -1 %: dE_c = {1e3 * (ec[i] - gap):+6.1f} meV, dE_HH = {1e3 * hh[i]:+6.1f} meV, \"\n",
    "          f\"dE_LH = {1e3 * lh[i]:+6.1f} meV\")\n",
    "axes[0].set_ylabel(\"band edge (eV)\")\n",
    "axes[0].legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aa6b28cb",
   "metadata": {},
   "source": [
    "For GaAs, 1 % of hydrostatic compression raises the conduction band by about 215 meV and lowers both hole\n",
    "bands by 35 meV. 1 % of biaxial compression raises the conduction band by much less, 77 meV, because the\n",
    "expansion along $z$ undoes part of the volume change, and it splits the holes: the heavy hole moves up by\n",
    "26 meV, the light hole down by 42 meV.\n",
    "\n",
    "## 3. Local band edges through the dot\n",
    "\n",
    "What happens inside and around the dot as the buffer grows? The lecture answers with \"classical\" local\n",
    "band edges: walk along a line of As atoms, take each one's four neighbours, repeat that small cell\n",
    "periodically to make an infinite crystal, and compute its bulk band edges. The continuum analogue used\n",
    "here evaluates the 8-band k·p band edges of the local strain at each point of a line.\n",
    "\n",
    "![Slide 12: local band edges along lateral and vertical cuts for two buffer sizes](attachment:slide_012_crop.png)\n",
    "*Slide 12: conduction-band edge (top) and heavy- and light-hole edges (bottom) along a lateral and a\n",
    "vertical cut through the InAs dot, for a small and a large buffer.*\n",
    "\n",
    "The cuts below go through the InAs dome of §1, laterally along $x$ at 1.5 nm above its base and\n",
    "vertically along its axis, for $b$ = 4 nm and $b$ = 20 nm."
   ],
   "attachments": {
    "slide_012_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "f27e6015",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:20:59.766512Z",
     "iopub.status.busy": "2026-10-24T22:20:59.766435Z",
     "iopub.status.idle": "2026-10-24T22:21:00.002495Z",
     "shell.execute_reply": "2026-10-24T22:21:00.002138Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x704 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def edges_along(res, m, pts):\n",
    "    \"\"\"E_c, E_HH, E_LH (eV) at the points: the dot material inside the dome, GaAs outside.\"\"\"\n",
    "    ind, eps = region_at(res, pts) > 0, res.local_strain_at(pts)\n",
    "    out = np.empty((3, len(pts)))\n",
    "    for mat, sel in ((GaAs, ~ind), (m, ind)):\n",
    "        out[:, sel] = local_edges(mat, eps[sel])\n",
    "    return out\n",
    "\n",
    "\n",
    "Z_CUT = 1.5\n",
    "cuts = {}\n",
    "for b in (4, 20):\n",
    "    s = np.linspace(-R - b + 0.05, R + b - 0.05, 701)\n",
    "    t = np.linspace(-b + 0.05, H + b - 0.05, 501)\n",
    "    cuts[\"lateral\", b] = (s, edges_along(strain[\"InAs\", b], InAs, np.c_[s, 0 * s, Z_CUT + 0 * s]))\n",
    "    cuts[\"vertical\", b] = (t, edges_along(strain[\"InAs\", b], InAs, np.c_[0 * t, 0 * t, t]))\n",
    "\n",
    "fig, axes = plt.subplots(2, 2, figsize=(11, 6.4), sharex=\"col\")\n",
    "for j, kind in enumerate((\"lateral\", \"vertical\")):\n",
    "    for b, ls in ((4, \"--\"), (20, \"-\")):\n",
    "        s, (ec, hh, lh) = cuts[kind, b]\n",
    "        axes[0, j].plot(s, ec, ls=ls, color=style.sweep(3)[0], label=f\"$E_c$, b = {b} nm\")\n",
    "        axes[1, j].plot(s, hh, ls=ls, color=style.sweep(3)[1], label=f\"$E_{{HH}}$, b = {b} nm\")\n",
    "        axes[1, j].plot(s, lh, ls=ls, color=style.sweep(3)[2], label=f\"$E_{{LH}}$, b = {b} nm\")\n",
    "    for i in range(2):\n",
    "        axes[i, j].axhline((GaAs.band_gap, 0.0)[i], **style.series(\"context\"))\n",
    "    axes[1, j].set_xlabel((\"x (nm), 1.5 nm above the base\", \"z (nm), on the axis (base at 0)\")[j])\n",
    "    axes[0, j].set_title(f\"{kind} cut\")\n",
    "axes[0, 0].set_ylabel(\"$E_c$ (eV)\")\n",
    "axes[1, 0].set_ylabel(\"$E_{HH}$, $E_{LH}$ (eV)\")\n",
    "for ax in axes.ravel():\n",
    "    ax.legend(frameon=False, fontsize=7)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "2e38efb5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:21:00.003612Z",
     "iopub.status.busy": "2026-10-24T22:21:00.003545Z",
     "iopub.status.idle": "2026-10-24T22:21:00.007384Z",
     "shell.execute_reply": "2026-10-24T22:21:00.007035Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "E_c in the dot (x = 0): 0.827 eV (b = 4) -> 0.970 eV (b = 20), +143 meV\n",
      "lateral GaAs, b = 20: E_c = 1.305 eV beside the dot, 1.423 eV at the outer surface (bulk 1.422)\n",
      "vertical GaAs, b = 20: E_c = 1.505 eV above the dot, 1.489 eV below it, 1.387 eV at the bottom surface\n",
      "lateral  x =   0.0 nm, b = 20: E_HH - E_LH =  +192 meV\n",
      "lateral  x =  14.8 nm, b = 20: E_HH - E_LH =  -188 meV\n",
      "vertical x =   5.5 nm, b = 20: E_HH - E_LH =  -138 meV\n",
      "vertical x = -19.9 nm, b = 20: E_HH - E_LH =   -37 meV\n"
     ]
    }
   ],
   "source": [
    "def at(kind, b, x, band=0):\n",
    "    s, e = cuts[kind, b]\n",
    "    return e[band, np.argmin(np.abs(s - x))]\n",
    "\n",
    "\n",
    "x_out = R * np.sqrt(1 - (Z_CUT / H) ** 2) + 0.5                      # GaAs, 0.5 nm beside the dot\n",
    "print(f\"E_c in the dot (x = 0): {at('lateral', 4, 0):.3f} eV (b = 4) -> \"\n",
    "      f\"{at('lateral', 20, 0):.3f} eV (b = 20), \"\n",
    "      f\"+{1e3 * (at('lateral', 20, 0) - at('lateral', 4, 0)):.0f} meV\")\n",
    "print(f\"lateral GaAs, b = 20: E_c = {at('lateral', 20, x_out):.3f} eV beside the dot, \"\n",
    "      f\"{at('lateral', 20, R + 19.9):.3f} eV at the outer surface (bulk {GaAs.band_gap:.3f})\")\n",
    "print(f\"vertical GaAs, b = 20: E_c = {at('vertical', 20, H + 0.5):.3f} eV above the dot, \"\n",
    "      f\"{at('vertical', 20, -0.5):.3f} eV below it, {at('vertical', 20, -19.9):.3f} eV at the bottom surface\")\n",
    "for kind, x in ((\"lateral\", 0.0), (\"lateral\", x_out), (\"vertical\", H + 0.5), (\"vertical\", -19.9)):\n",
    "    split = 1e3 * (at(kind, 20, x, 1) - at(kind, 20, x, 2))\n",
    "    print(f\"{kind:8s} x = {x:5.1f} nm, b = 20: E_HH - E_LH = {split:+5.0f} meV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "227da2e5",
   "metadata": {},
   "source": [
    "The local band edges make the long range of the strain visible:\n",
    "\n",
    "- **In the dot**, the conduction-band edge at the centre rises by about 140 meV between the two buffers,\n",
    "  close to the shift of the electron level itself (the lecture: 175–220 meV). With the small buffer the\n",
    "  surrounding GaAs is too thin to squeeze the InAs; the large buffer squeezes it harder.\n",
    "- **Laterally**, the GaAs right beside the dot is stretched ($E_c$ below the bulk 1.422 eV) and relaxes\n",
    "  towards bulk at the outer surface, 20 nm away. Its holes are split by about 190 meV next to the dot,\n",
    "  with the light hole on top: biaxial strain of the opposite sign from that in the dot, where the heavy\n",
    "  hole lies 190 meV above the light hole (the lecture: about 380 and 170 meV).\n",
    "- **Vertically**, the GaAs above and below the dot is compressed ($E_c$ above 1.422 eV), but at the\n",
    "  bottom surface of the box, 20 nm below the dot, it is *expanded* ($E_c$ = 1.39 eV), and its heavy and\n",
    "  light holes are still almost 40 meV apart: the substrate is not relaxed.\n",
    "\n",
    "## 4. Something is unphysical: the boundary conditions\n",
    "\n",
    "![Slide 15: the setup of the numerical experiment and its boundary conditions](attachment:slide_015_crop.png)\n",
    "*Slide 15: what is wrong with the free-surface experiment: the small dot expands the whole crystal, and the\n",
    "substrate below it is stretched vertically instead of being GaAs. A substrate should be fixed to the GaAs\n",
    "lattice, the sides periodic, the top free (thin cap) or fixed (deeply buried dot).*\n",
    "\n",
    "A single dot grown on a GaAs wafer cannot stretch the wafer. With free outer surfaces, however, the\n",
    "crystal around the dot is a finite block, and the dot, 7 % larger than its cavity, pushes it apart. The\n",
    "vertical strain $\\varepsilon_{zz}$ along the axis shows this for growing buffers, together with the same\n",
    "20 nm block whose bottom face is clamped to the GaAs lattice, the way a substrate holds it."
   ],
   "attachments": {
    "slide_015_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "41711727",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:21:00.008370Z",
     "iopub.status.busy": "2026-10-24T22:21:00.008291Z",
     "iopub.status.idle": "2026-10-24T22:21:02.053689Z",
     "shell.execute_reply": "2026-10-24T22:21:02.053219Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "free, b = 4 nm          : 0.5 nm above the bottom face eps_xx = +1.97 %, eps_zz = -1.86 %, tr eps = +2.09 %, E_c = 1.273 eV\n",
      "free, b = 12 nm         : 0.5 nm above the bottom face eps_xx = +1.11 %, eps_zz = -1.01 %, tr eps = +1.20 %, E_c = 1.336 eV\n",
      "free, b = 20 nm         : 0.5 nm above the bottom face eps_xx = +0.45 %, eps_zz = -0.42 %, tr eps = +0.48 %, E_c = 1.388 eV\n",
      "bottom clamped, b = 20 nm: 0.5 nm above the bottom face eps_xx = +0.02 %, eps_zz = -0.16 %, tr eps = -0.11 %, E_c = 1.431 eV\n",
      "b = 20 nm: e1 = 1.1695 eV (free) vs 1.1750 eV (bottom clamped); h1 = 0.2610 vs 0.2569 eV (2.0 s)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 770x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "t0 = time.time()\n",
    "clamped = strain_free(InAs, 20, fix_bottom=True)\n",
    "lv_c = dot_levels(clamped, InAs, (-R - 5, -R - 5, -5), (R + 5, R + 5, H + 5))\n",
    "t_clamped = time.time() - t0\n",
    "\n",
    "def bottom_report(res, b, label):\n",
    "    z = np.linspace(-b + 0.05, H + b - 0.05, 400)\n",
    "    eps = res.local_strain_at(np.c_[0 * z, 0 * z, z])\n",
    "    tr = np.trace(eps, axis1=1, axis2=2)\n",
    "    i = np.argmin(np.abs(z + b - 0.5))                                 # GaAs 0.5 nm above the bottom face\n",
    "    ec = local_edges(GaAs, eps[i:i + 1])[0][0]\n",
    "    print(f\"{label:24s}: 0.5 nm above the bottom face eps_xx = {100 * eps[i, 0, 0]:+.2f} %, \"\n",
    "          f\"eps_zz = {100 * eps[i, 2, 2]:+.2f} %, tr eps = {100 * tr[i]:+.2f} %, E_c = {ec:.3f} eV\")\n",
    "    return z, tr\n",
    "\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7, 3.8))\n",
    "for k, b in enumerate((4, 12, 20)):\n",
    "    z, tr = bottom_report(strain[\"InAs\", b], b, f\"free, b = {b} nm\")\n",
    "    ax.plot(z, 100 * tr, color=style.sweep(4)[k], label=f\"free, b = {b} nm\")\n",
    "z, tr = bottom_report(clamped, 20, \"bottom clamped, b = 20 nm\")\n",
    "ax.plot(z, 100 * tr, color=style.sweep(4)[3], ls=\"--\", label=\"bottom clamped, b = 20 nm\")\n",
    "ax.axvspan(0, H, color=style.CONTEXT, alpha=0.15, lw=0)\n",
    "ax.axhline(0, **style.series(\"context\"))\n",
    "ax.set(xlabel=\"z (nm), on the dot's axis (dot: shaded)\", ylabel=\"tr ε (%)\", ylim=(-1.6, 2.4),\n",
    "       title=\"volume change along the axis, InAs dot\")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()\n",
    "e_free = levels[\"InAs\", 20]\n",
    "print(f\"b = 20 nm: e1 = {e_free['e'][0]:.4f} eV (free) vs {lv_c['e'][0]:.4f} eV (bottom clamped); \"\n",
    "      f\"h1 = {e_free['h'][0]:.4f} vs {lv_c['h'][0]:.4f} eV ({t_clamped:.1f} s)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "55914f9a",
   "metadata": {},
   "source": [
    "With free surfaces, the GaAs just above the bottom face is *expanded*: its volume grows by 2.1 % for the\n",
    "4 nm buffer, 1.2 % for 12 nm and still 0.5 % for 20 nm, which lowers its $E_c$ by 149, 86 and 34 meV.\n",
    "The dot pushes the finite block apart sideways ($\\varepsilon_{xx} > 0$), and the bottom of the block\n",
    "follows. Clamping the bottom face to the GaAs lattice removes this stretch ($\\varepsilon_{xx}$ = 0.02 %),\n",
    "and leaves the substrate below the dot slightly compressed ($\\operatorname{tr}\\varepsilon = -0.11$ %,\n",
    "$E_c$ = 1.431 eV), as one expects. Here it moves the confined levels by only about 5 meV; the dot can\n",
    "still push the block's top and sides outward, which the bottom clamp alone does not prevent. Lecture 24.4\n",
    "compares complete sets of boundary conditions.\n",
    "\n",
    "The main conclusion of the lecture holds whatever the boundary: the strain is very far reaching, and a\n",
    "20 nm buffer is not enough to converge it. How many atoms is that already? The domain of the largest\n",
    "buffer is 70 × 70 × 45 nm³:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "18adde39",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:21:02.054795Z",
     "iopub.status.busy": "2026-10-24T22:21:02.054708Z",
     "iopub.status.idle": "2026-10-24T22:21:02.056884Z",
     "shell.execute_reply": "2026-10-24T22:21:02.056536Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "volume 220,500 nm^3, unit cell 0.18066875 nm^3: 1.22 million cells, 9.76 million atoms\n",
      "notebook run time: 20 s\n"
     ]
    }
   ],
   "source": [
    "a_gaas = 0.56532                                                     # nm\n",
    "volume = (2 * R + 40) ** 2 * (H + 40)\n",
    "cell = a_gaas**3\n",
    "print(f\"volume {volume:,.0f} nm^3, unit cell {cell:.8f} nm^3: {volume / cell / 1e6:.2f} million cells, \"\n",
    "      f\"{8 * volume / cell / 1e6:.2f} million atoms\")\n",
    "print(f\"notebook run time: {time.time() - T_START:.0f} s\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6aa87fa5",
   "metadata": {},
   "source": [
    "Almost ten million atoms, the size of a calculation on an early cluster around the year 2000, are not\n",
    "enough for strain convergence. The next lecture separates the two domains: a large one for the strain\n",
    "(atoms are cheap there) and a small one for the electrons.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- Growing the GaAs buffer around a 30 nm × 5 nm InAs dot from 4 to 20 nm raises its electron level by\n",
    "  more than 100 meV (175 meV in the lecture's tight binding) and lowers the hole level by about 35 meV;\n",
    "  for an In$_{0.6}$Ga$_{0.4}$As dot the electron shift is smaller. Nothing converges at 20 nm.\n",
    "- Electrons follow the hydrostatic strain through $a_c\\operatorname{tr}\\varepsilon$; the holes also feel\n",
    "  the biaxial part that splits heavy and light holes, so the two carriers respond differently.\n",
    "- Local band edges along cuts through the dot show the strain changing in the dot and tens of nanometres\n",
    "  into the GaAs, differently in the lateral and the vertical direction.\n",
    "- With free surfaces the dot expands the whole crystal: even the substrate 20 nm below it is stretched.\n",
    "  Realistic boundary conditions fix the substrate and make the sides periodic.\n",
    "- The 20 nm buffer already holds 9.76 million atoms.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Extend the buffer sweep of §1 to 28 and 36 nm (the graded grid keeps the finite-element cost small).\n",
    "   Does the InAs electron level converge, and how many atoms would that domain hold?\n",
    "2. Repeat the sweep of §1 with the bottom face clamped (`strain_free(m, b, fix_bottom=True)`). Is the\n",
    "   dependence on $b$ weaker?\n",
    "3. In §3, plot $\\operatorname{tr}\\varepsilon$ and $\\varepsilon_{zz} - \\varepsilon_{xx}$ along the two\n",
    "   cuts and check that $E_c$ follows the first and $E_{HH} - E_{LH}$ the second.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 24.1: introduction](24_1_long_range_strain_introduction.ipynb) (the continuum model and\n",
    "  the strain decay around this dot), [24.3: reducing the electronic domain](24_3_reducing_the_electronic_domain.ipynb),\n",
    "  [24.4: boundary conditions and dot configurations](24_4_boundary_conditions_and_dot_configurations.ipynb)\n",
    "- [Lecture 23.7: from strain to band edges](../09_stress_and_strain/23_7_strain_to_band_edges.ipynb)\n",
    "- [NEMO 3-D in 2002](../../book/15_benchmarks/15_03_nemo3d/15_03_01_klimeck2002_nemo3d.ipynb) (atomistic local\n",
    "  band edges of an alloyed dome dot)\n",
    "- [Strain profiles of a dot](../../book/15_benchmarks/15_03_nemo3d/15_03_03_dot_strain_profiles.ipynb)\n",
    "- S. Lee, O. L. Lazarenkova, P. von Allmen, F. Oyafuso and G. Klimeck, \"Effect of wetting layers on the\n",
    "  strain and electronic structure of InAs self-assembled quantum dots\", Phys. Rev. B 70, 125307 (2004).\n",
    "- G. Klimeck, F. Oyafuso, T. B. Boykin, R. C. Bowen and P. von Allmen, \"Development of a nanoelectronic\n",
    "  3-D (NEMO 3-D) simulator for multimillion atom simulations and its application to alloyed quantum\n",
    "  dots\", CMES 3, 601 (2002).\n",
    "- C. G. Van de Walle, \"Band lineups and deformation potentials in the model-solid theory\", Phys. Rev. B 39,\n",
    "  1871 (1989)."
   ]
  }
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