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    "# Lecture 24.4: Long-range strain — boundary conditions and dot configurations\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45383](https://nanohub.org/resources/45383) — [video](https://nanohub.org/resources/45395) · [slides](https://nanohub.org/resources/45394)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- Four strain boundary conditions for an In$_{0.6}$Ga$_{0.4}$As dome (15 nm radius, 5.4 nm height) as\n",
    "  the buffer grows: free surfaces underestimate the strain and the electron energy, fixed surfaces\n",
    "  overestimate them with the opposite trend; growing only the vertical buffer reproduces the free\n",
    "  result, a hint that the vertical strain dominates. The strain reaches about 16 nm.\n",
    "- Two realistic scenarios for a flat InAs dot on a wetting layer: a deeply buried dot (all faces fixed\n",
    "  to GaAs) and a lateral array of dots under a finite cap (bottom fixed, sides periodic, top free).\n",
    "- With separate strain (up to 64 million atoms) and electronic (2 million atoms) domains, the mixed\n",
    "  boundary conditions converge for much smaller systems: the free top lets the strain relax vertically.\n",
    "- A strain domain extended vertically converges faster than one extended laterally.\n",
    "- In dot arrays, the cap thickness and the distance between dots shift the levels by a few meV, not\n",
    "  always monotonically; strain creates the dots, reaches far, further vertically, which is why dots\n",
    "  stack, while the wavefunctions stay confined.\n",
    "\n",
    "**In this notebook**\n",
    "\n",
    "You compute, with open-nemo's finite-element elasticity solver and the effective-mass model on the\n",
    "strained local band edges of the previous lectures: the electron level of the alloyed dome under free,\n",
    "vertically extended free, periodic and fixed boundaries; the S and P electron and the hole levels of a\n",
    "flat InAs dot under fixed and mixed boundaries for strain domains up to 160 nm wide; laterally against\n",
    "vertically extended domains; and the ground state of a dot array as a function of the cap thickness and\n",
    "the distance between dots."
   ]
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    "%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()"
   ]
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     "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, 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, misfit on GaAs {100 * misfit(InGaAs):.2f} %\")"
   ]
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     "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))"
   ]
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   "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))\n",
    "\n",
    "\n",
    "def boundary_nodes(prob, faces):\n",
    "    \"\"\"Nodes on the named faces ('x', 'y': both lateral faces, 'bottom', 'top') of the grid.\"\"\"\n",
    "    nodes, axes = prob.grid.nodes, prob.grid.axes\n",
    "    mask = np.zeros(len(nodes), dtype=bool)\n",
    "    for f in faces:\n",
    "        if f in (\"x\", \"y\"):\n",
    "            d = \"xy\".index(f)\n",
    "            mask |= np.isclose(nodes[:, d], axes[d][0]) | np.isclose(nodes[:, d], axes[d][-1])\n",
    "        else:\n",
    "            mask |= np.isclose(nodes[:, 2], axes[2][0 if f == \"bottom\" else -1])\n",
    "    return mask"
   ]
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   "source": [
    "## 1. Four boundary conditions for one dot\n",
    "\n",
    "The free outer surfaces of Lectures 24.2 and 24.3 let the dot expand the whole crystal. What happens\n",
    "with other choices? The lecture compares four for a dome of In$_{0.6}$Ga$_{0.4}$As (15 nm radius, 5.4 nm\n",
    "height) with a growing GaAs buffer:\n",
    "\n",
    "- **free**: no constraint on the outer surfaces;\n",
    "- **free\\***: free surfaces, but only the vertical buffer grows; the lateral buffer stays at 4 nm;\n",
    "- **periodic**: the box repeats in all three directions (a three-dimensional array of dots);\n",
    "- **fixed**: the outer surfaces are pinned to the GaAs lattice.\n",
    "\n",
    "![Slide 3: electron ground state of the alloyed dome against the buffer for four boundary conditions](attachment:slide_003_crop.png)\n",
    "*Slide 3: electron ground state against the buffer for free, free\\* (vertical growth only), periodic and\n",
    "fixed boundary conditions: free underestimates and fixed overestimates the strain and the energy, with\n",
    "opposite trends; free\\* stays close to free.*\n",
    "\n",
    "open-nemo's periodic axes keep the period of the GaAs reference lattice (the solver's documentation:\n",
    "\"the period stays fixed, pseudomorphic to the reference\"), so the periodic case here is an array of dots\n",
    "whose supercell cannot expand. The electronic box reaches 4 nm beyond the dot in every direction, enough\n",
    "by Lecture 24.3."
   ],
   "attachments": {
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     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a6426543",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:21:45.560117Z",
     "iopub.status.busy": "2026-10-24T22:21:45.560054Z",
     "iopub.status.idle": "2026-10-24T22:22:06.342782Z",
     "shell.execute_reply": "2026-10-24T22:22:06.342250Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "free     : e1 = 1.2349, 1.2889, 1.3117, 1.3222 eV for b = [4, 8, 12, 16] nm; last step +10.5 meV\n",
      "free*    : e1 = 1.2349, 1.2852, 1.3057, 1.3122 eV for b = [4, 8, 12, 16] nm; last step +6.5 meV\n",
      "periodic : e1 = 1.3918, 1.3559, 1.3457, 1.3417 eV for b = [4, 8, 12, 16] nm; last step -4.0 meV\n",
      "fixed    : e1 = 1.4451, 1.3822, 1.3589, 1.3488 eV for b = [4, 8, 12, 16] nm; last step -10.1 meV\n",
      "16 strain fields and levels in 20.6 s\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "R, H = 15.0, 5.4\n",
    "dome = Dome((0, 0, 0), (R, R, H))\n",
    "lo, hi = (-R - 4, -R - 4, -4), (R + 4, R + 4, H + 4)\n",
    "\n",
    "\n",
    "def solve_dome(bc, b):\n",
    "    \"\"\"The alloyed dome in GaAs with buffer b (nm) under boundary condition bc.\"\"\"\n",
    "    bl = 4.0 if bc == \"free*\" else b                                 # lateral buffer\n",
    "    xa = graded_axis(-R - bl, R + bl, -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(InGaAs), misfit(InGaAs))],\n",
    "                                      periodic=(bc == \"periodic\",) * 3)\n",
    "    if bc == \"fixed\":\n",
    "        prob.fix(boundary_nodes(prob, (\"x\", \"y\", \"bottom\", \"top\")))\n",
    "    return prob.solve()\n",
    "\n",
    "\n",
    "t0 = time.time()\n",
    "BUF = [4, 8, 12, 16]\n",
    "BCS = [\"free\", \"free*\", \"periodic\", \"fixed\"]\n",
    "e_bc = {bc: np.array([dot_levels(solve_dome(bc, b), InGaAs, lo, hi, holes=False)[\"e\"][0] for b in BUF])\n",
    "        for bc in BCS}\n",
    "for bc in BCS:\n",
    "    print(f\"{bc:9s}: e1 = \" + \", \".join(f\"{e:.4f}\" for e in e_bc[bc]) + f\" eV for b = {BUF} nm; \"\n",
    "          f\"last step {1e3 * (e_bc[bc][-1] - e_bc[bc][-2]):+.1f} meV\")\n",
    "print(f\"{len(BCS) * len(BUF)} strain fields and levels in {time.time() - t0:.1f} s\")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.8))\n",
    "for k, bc in enumerate(BCS):\n",
    "    ax.plot(BUF, e_bc[bc], marker=\"osd^\"[k], color=style.sweep(4)[k], label=bc)\n",
    "ax.set(xlabel=\"GaAs buffer b (nm)\", ylabel=\"electron ground state e1 (eV)\",\n",
    "       title=\"In$_{0.6}$Ga$_{0.4}$As dome, four boundary conditions\")\n",
    "ax.legend(frameon=False)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f46851d7",
   "metadata": {},
   "source": [
    "The four curves split into two families, as on the slide:\n",
    "\n",
    "- **Free** surfaces give the lowest energies, rising by 87 meV from the 4 nm to the 16 nm buffer and\n",
    "  still by 10 meV in the last step: the dot can push the small block apart, so it is too little\n",
    "  compressed, and the strain and the energy are underestimated.\n",
    "- **Fixed** surfaces give the highest energies, *falling* by 96 meV, again by 10 meV in the last step:\n",
    "  the GaAs frame around the dot cannot give way, and the strain is overestimated. The two families\n",
    "  approach the answer from opposite sides and are still 27 meV apart at a 16 nm buffer; the strain\n",
    "  reaches at least that far.\n",
    "- **Free\\*** grows only the vertical buffer and keeps 4 nm laterally, yet it reproduces 89 % of the free\n",
    "  curve's rise (1.312 against 1.322 eV at 16 nm): the vertical extension of the buffer matters most.\n",
    "- **Periodic** with a fixed GaAs period behaves like the fixed case, between it and the free one: the\n",
    "  supercell of the dot array cannot expand on average, so close neighbours compress each other. The\n",
    "  lecture's periodic curve instead rises like the free one at a higher energy; that needs a supercell\n",
    "  that can relax its period, which open-nemo's elasticity solver does not offer."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "16042525",
   "metadata": {},
   "source": [
    "## 2. Two realistic scenarios: a buried dot and a dot array\n",
    "\n",
    "Real dots are not surrounded by free space. The lecture's second half uses the flatter dots seen in\n",
    "experiments, an InAs dome of 18.1 nm diameter and 1.7 nm height on a 0.6 nm InAs wetting layer, and two\n",
    "realistic sets of boundary conditions:\n",
    "\n",
    "- **fixed**: a deeply buried single dot, all six faces of the domain fixed to the GaAs lattice;\n",
    "- **mixed**: a lateral array of dots under a finite cap, the bottom (substrate) fixed to GaAs, the sides\n",
    "  periodic, the top surface free.\n",
    "\n",
    "![Slide 4: fixed and mixed boundary conditions with strain and electronic domains](attachment:slide_004_crop.png)\n",
    "*Slide 4: the deeply buried single dot (fixed boundary conditions) and the lateral array of dots with a\n",
    "finite cap (mixed boundary conditions); the electronic domain (inner box) is a part of the strain domain\n",
    "(outer box) of width d and height h.*\n",
    "\n",
    "The strain domain is $d$ wide and $h = d/2$ high, the dot at its centre; the electronic domain stays a\n",
    "fixed box around the dot (4 nm beyond it on every side) with a grid of 1 nm laterally and 0.25 nm\n",
    "vertically. The finite-element grid is 1 nm laterally and 0.2 nm vertically near the dot, growing to 6 nm\n",
    "cells in the buffer."
   ],
   "attachments": {
    "slide_004_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "c70195c5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:22:06.343987Z",
     "iopub.status.busy": "2026-10-24T22:22:06.343904Z",
     "iopub.status.idle": "2026-10-24T22:22:23.014771Z",
     "shell.execute_reply": "2026-10-24T22:22:23.014362Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "electronic domain [26.1 26.1 10.3] nm: 0.31 million atoms\n",
      "fixed d =  40 nm (  1.4 M atoms): e = [1.3459 1.4202 1.4207], h = [0.1881 0.1248 0.1246] eV\n",
      "fixed d =  80 nm ( 11.3 M atoms): e = [1.32   1.3947 1.3952], h = [0.1995 0.1344 0.1342] eV\n",
      "fixed d = 120 nm ( 38.3 M atoms): e = [1.3135 1.3882 1.3887], h = [0.2024 0.137  0.1368] eV\n",
      "mixed d =  40 nm (  1.4 M atoms): e = [1.2961 1.3715 1.372 ], h = [0.2113 0.1445 0.1443] eV\n",
      "mixed d =  80 nm ( 11.3 M atoms): e = [1.3016 1.3761 1.3766], h = [0.2078 0.142  0.1418] eV\n",
      "mixed d = 120 nm ( 38.3 M atoms): e = [1.3022 1.3767 1.3772], h = [0.2073 0.1416 0.1414] eV\n",
      "6 cases in 16.7 s\n"
     ]
    }
   ],
   "source": [
    "D, HD, WL = 18.1, 1.7, 0.6\n",
    "flat = Dome((0, 0, 0), (D / 2, D / 2, HD)) | Box((-1e3, -1e3, -WL), (1e3, 1e3, 0.0))   # dot + wetting layer\n",
    "flat_lo, flat_hi = (-D / 2 - 4, -D / 2 - 4, -WL - 4), (D / 2 + 4, D / 2 + 4, HD + 4)\n",
    "\n",
    "\n",
    "def solve_flat(bc, d, z_lo, z_hi):\n",
    "    \"\"\"Strain of the flat InAs dot in a GaAs domain d wide, from z_lo to z_hi (nm): 'fixed' (all faces\n",
    "    on the GaAs lattice) or 'mixed' (bottom fixed, sides periodic, top free).\"\"\"\n",
    "    xa = graded_axis(-d / 2, d / 2, -D / 2 - 1, D / 2 + 1, 1.0, h_max=6.0, growth=1.4)\n",
    "    za = graded_axis(z_lo, z_hi, -WL - 1, HD + 1, 0.2, h_max=6.0, growth=1.4)\n",
    "    prob = el.Elasticity.from_regions(Grid(xa, xa, za), [(None, stiffness(GaAs), 0.0),\n",
    "                                                         (flat, stiffness(InAs), misfit(InAs))],\n",
    "                                      periodic=(bc == \"mixed\",) * 2 + (False,))\n",
    "    prob.fix(boundary_nodes(prob, (\"x\", \"y\", \"bottom\", \"top\") if bc == \"fixed\" else (\"bottom\",)))\n",
    "    return prob.solve()\n",
    "\n",
    "\n",
    "def flat_levels(res, holes=True):\n",
    "    return dot_levels(res, InAs, flat_lo, flat_hi, h=(1.0, 1.0, 0.25), num=3, holes=holes)\n",
    "\n",
    "\n",
    "t0 = time.time()\n",
    "DS = [40, 80, 120]\n",
    "scen = {(bc, d): flat_levels(solve_flat(bc, d, -d / 4, d / 4)) for bc in (\"fixed\", \"mixed\") for d in DS}\n",
    "t_scen = time.time() - t0\n",
    "n_el = 8 * np.prod(np.subtract(flat_hi, flat_lo)) / 0.56532**3\n",
    "print(f\"electronic domain {np.subtract(flat_hi, flat_lo).round(1)} nm: {n_el / 1e6:.2f} million atoms\")\n",
    "for (bc, d), lv in scen.items():\n",
    "    print(f\"{bc:5s} d = {d:3d} nm ({8 * d * d * d / 2 / 0.56532**3 / 1e6:5.1f} M atoms): \"\n",
    "          f\"e = {np.round(lv['e'], 4)}, h = {np.round(lv['h'], 4)} eV\")\n",
    "print(f\"{len(scen)} cases in {t_scen:.1f} s\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "e8466a02",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:22:23.015873Z",
     "iopub.status.busy": "2026-10-24T22:22:23.015795Z",
     "iopub.status.idle": "2026-10-24T22:22:23.161252Z",
     "shell.execute_reply": "2026-10-24T22:22:23.160884Z"
    }
   },
   "outputs": [
    {
     "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, bc in enumerate((\"fixed\", \"mixed\")):\n",
    "    col = style.sweep(2)[k]\n",
    "    for ax, key in ((axes[0], \"e\"), (axes[1], \"h\")):\n",
    "        v = np.array([scen[bc, d][key] for d in DS])\n",
    "        ax.plot(DS, v[:, 0], marker=\"o\", ls=\"-\", color=col, label=f\"S, {bc}\")\n",
    "        ax.plot(DS, v[:, 1:].mean(1), marker=\"s\", ls=\"--\", color=col, label=f\"P, {bc}\")\n",
    "axes[0].set(xlabel=\"strain domain width d (nm), h = d/2\", ylabel=\"electron energy (eV)\",\n",
    "            title=\"electron states\")\n",
    "axes[1].set(xlabel=\"strain domain width d (nm), h = d/2\", ylabel=\"hole energy (eV)\", title=\"hole states\")\n",
    "for ax in axes:\n",
    "    ax.legend(frameon=False, fontsize=8, ncol=2)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5660a29f",
   "metadata": {},
   "source": [
    "Under fixed boundaries the S electron level falls from 1.346 eV (d = 40 nm, 1.4 million atoms in the strain\n",
    "domain) to 1.314 eV (120 nm, 38 million atoms) and still moves by 6.5 meV in the last step; the hole S\n",
    "level rises from 0.188 to 0.202 eV. Under mixed boundaries the S electron is 1.296, 1.302 and 1.302 eV:\n",
    "converged to 0.6 meV at d = 80 nm, and the holes likewise within 0.5 meV. The P electron states, a nearly\n",
    "degenerate pair, follow the S state 75 meV higher. The S levels lie in the ranges of the slide (electrons\n",
    "1.30–1.35 eV, holes 0.19–0.21 eV), from a much smaller electronic domain (0.31 million atoms instead of\n",
    "2 million); the single-band model puts the P levels further from S than tight binding does, the hole P\n",
    "pair most of all (63 meV). The free top of the mixed domain lets the strain relax vertically, which is easier\n",
    "than pushing a fixed frame, so the mixed domain converges for much smaller systems.\n",
    "\n",
    "![Slide 5: S and P electron and hole states against the domain width for fixed and mixed boundaries](attachment:slide_005_crop.png)\n",
    "*Slide 5: electron and hole S and P states of the flat InAs dot against the strain domain width d (d/h = 2,\n",
    "electronic domain 2 million atoms, strain domain up to 64 million atoms): the mixed boundary conditions\n",
    "converge for much smaller systems than the fixed ones.*\n",
    "\n",
    "## 3. Lateral or vertical: which extension matters?\n",
    "\n",
    "Lecture 24.2 suggested that the strain reaches further along the growth direction. The lecture tests it\n",
    "with two shapes of the strain domain under mixed boundary conditions: **A**, laterally dominated\n",
    "($h = d/2$, the domains of §2), and **B**, vertically dominated ($h = 2d$).\n",
    "\n",
    "![Slide 6: laterally and vertically dominated strain domains](attachment:slide_006_crop.png)\n",
    "*Slide 6: the S and P electron states in a laterally dominated (A, h = d/2) and a vertically dominated\n",
    "(B, h = 2d) strain domain: B converges faster than A.*"
   ],
   "attachments": {
    "slide_005_crop.png": {
     "image/png": 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"
    },
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "abba6e77",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:22:23.162439Z",
     "iopub.status.busy": "2026-10-24T22:22:23.162355Z",
     "iopub.status.idle": "2026-10-24T22:22:33.133865Z",
     "shell.execute_reply": "2026-10-24T22:22:33.133456Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "B (h = 2d)  d = [40, 80, 120] nm: S = 1.3007, 1.3023, 1.3024 eV\n",
      "A (h = d/2) d = [40, 80, 120] nm: S = 1.2961, 1.3016, 1.3022 eV\n",
      "(9.9 s)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "t0 = time.time()\n",
    "DB = [40, 80, 120]\n",
    "vert = {d: flat_levels(solve_flat(\"mixed\", d, -d, d), holes=False) for d in DB}\n",
    "print(f\"B (h = 2d)  d = {DB} nm: S = \" + \", \".join(f\"{vert[d]['e'][0]:.4f}\" for d in DB) + \" eV\")\n",
    "print(f\"A (h = d/2) d = {DS} nm: S = \" + \", \".join(f\"{scen['mixed', d]['e'][0]:.4f}\" for d in DS) + \" eV\")\n",
    "print(f\"({time.time() - t0:.1f} s)\")\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.8))\n",
    "for k, (lab, ds, lv) in enumerate(((\"A: h = d/2\", DS, [scen[\"mixed\", d] for d in DS]),\n",
    "                                   (\"B: h = 2d\", DB, [vert[d] for d in DB]))):\n",
    "    ax.plot(ds, [x[\"e\"][0] for x in lv], marker=\"o\", ls=\"-\", color=style.sweep(2)[k], label=f\"S, {lab}\")\n",
    "    ax.plot(ds, [x[\"e\"][1:].mean() for x in lv], marker=\"s\", ls=\"--\", color=style.sweep(2)[k],\n",
    "            label=f\"P, {lab}\")\n",
    "ax.set(xlabel=\"strain domain width d (nm)\", ylabel=\"electron energy (eV)\", title=\"mixed boundary conditions\")\n",
    "ax.legend(frameon=False, fontsize=8, ncol=2)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cfcfa84f",
   "metadata": {},
   "source": [
    "At the same width $d$ the vertically dominated domain B is closer to convergence: 1.7 meV below its\n",
    "d = 120 nm value at d = 40 nm, where A is 6.1 meV below; at d = 80 nm, B is within 0.1 meV and A within\n",
    "0.6 meV. Counting atoms instead of width the advantage shrinks (B at d = 40 nm already holds 5.7 million\n",
    "atoms, A at 80 nm 11.3 million), but the conclusion is the lecture's: these flat dots have more vertical\n",
    "than lateral strain influence, and the strain domain should be extended along the growth direction first.\n",
    "\n",
    "## 4. Arrays of dots: capping layer and distance between dots\n",
    "\n",
    "With mixed boundary conditions the periodic sides describe a lateral array of identical dots, and the\n",
    "free top a cap of finite thickness. The lecture varies both: the substrate below the wetting layer is\n",
    "large (here 40 nm), the cap $c$ is 11.87, 17.52 or 23.18 nm, and the edge-to-edge distance between\n",
    "neighbouring dots $b$ goes from 10 to 30 nm (the period is $D + b$; the lecture goes to 35 nm).\n",
    "\n",
    "![Slide 7: ground state of a dot array against cap thickness and dot distance](attachment:slide_007_crop.png)\n",
    "*Slide 7: electron ground state of a lateral dot array for three cap thicknesses c against the\n",
    "edge-to-edge distance b between the dots: a few meV of variation, not monotonic for the thinnest cap.*"
   ],
   "attachments": {
    "slide_007_crop.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "f8481c00",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:22:33.135143Z",
     "iopub.status.busy": "2026-10-24T22:22:33.135052Z",
     "iopub.status.idle": "2026-10-24T22:22:54.816234Z",
     "shell.execute_reply": "2026-10-24T22:22:54.815842Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "cap 11.87 nm: e1 = 1.29609, 1.29749, 1.29771, 1.29743 eV for b = [10, 15, 20, 30] nm (range 1.6 meV, maximum at b = 20 nm)\n",
      "cap 17.52 nm: e1 = 1.29687, 1.29913, 1.30016, 1.30082 eV for b = [10, 15, 20, 30] nm (range 4.0 meV, maximum at b = 30 nm)\n",
      "cap 23.18 nm: e1 = 1.29688, 1.29918, 1.30035, 1.30139 eV for b = [10, 15, 20, 30] nm (range 4.5 meV, maximum at b = 30 nm)\n",
      "(21.6 s)\n",
      "notebook run time: 69 s\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "t0 = time.time()\n",
    "CAPS, GAPS = [11.87, 17.52, 23.18], [10, 15, 20, 30]\n",
    "array_e = {c: np.array([flat_levels(solve_flat(\"mixed\", D + b, -WL - 40.0, c), holes=False)[\"e\"][0]\n",
    "                        for b in GAPS]) for c in CAPS}\n",
    "for c in CAPS:\n",
    "    print(f\"cap {c:5.2f} nm: e1 = \" + \", \".join(f\"{e:.5f}\" for e in array_e[c]) + f\" eV for b = {GAPS} nm \"\n",
    "          f\"(range {1e3 * np.ptp(array_e[c]):.1f} meV, maximum at b = {GAPS[int(np.argmax(array_e[c]))]} nm)\")\n",
    "print(f\"({time.time() - t0:.1f} s)\")\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.8))\n",
    "for k, c in enumerate(CAPS):\n",
    "    ax.plot(GAPS, array_e[c], marker=\"os^\"[k], color=style.sweep(3)[k], label=f\"cap c = {c} nm\")\n",
    "ax.set(xlabel=\"edge-to-edge distance between dots b (nm)\", ylabel=\"electron ground state (eV)\",\n",
    "       title=\"lateral dot array, mixed boundary conditions\")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()\n",
    "print(f\"notebook run time: {time.time() - T_START:.0f} s\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a18b15c",
   "metadata": {},
   "source": [
    "The levels of the array move by only a few meV (1.6 to 4.5 meV) over these geometries, but in an\n",
    "instructive way. For the two thicker caps the electron level rises monotonically with the distance\n",
    "between the dots: close neighbours stretch the GaAs between them, the dots are less compressed, and their\n",
    "conduction band is lower. For the thinnest cap (11.87 nm) the level rises up to b = 20 nm and then falls\n",
    "again by 0.3 meV: the strain also relaxes through the nearby free top surface, and the two relaxation\n",
    "paths compete. The lecture finds the same non-monotonic curve for its thinnest cap at 1.310–1.316 eV; the\n",
    "model's levels are lower by about 15 meV, its trends the same.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- The strain boundary conditions decide the trend: free surfaces underestimate the strain and the\n",
    "  electron energy and approach the result from below, fixed surfaces overestimate them and approach it\n",
    "  from above. Extending only the vertical buffer gives nearly the free result.\n",
    "- For a flat InAs dot on a wetting layer, mixed boundary conditions (substrate fixed, periodic sides,\n",
    "  free top) converge in much smaller domains than fixed ones: the free top lets the strain relax.\n",
    "- A vertically extended strain domain converges faster than a laterally extended one.\n",
    "- In a dot array the cap thickness and the distance between dots shift the ground state by a few meV,\n",
    "  non-monotonically for a thin cap, where strain relaxes through the surface.\n",
    "- The lecture's summary: strain creates the dots, it is long-ranged and reaches further vertically, so\n",
    "  dots stack on top of each other, while the wavefunctions stay confined to a few nanometres around the\n",
    "  dot.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Add hole levels to §1 (`holes=True`). Do the four boundary conditions order the hole levels the same\n",
    "   way as the electron levels?\n",
    "2. Stack two flat dots vertically, 10 nm apart, in the mixed domain of §2 (`flat` shifted by 10 nm along\n",
    "   $z$, combined with `|`). How does the strain under the upper dot differ from that under the lower one?\n",
    "3. Repeat §4 with a 4 nm cap. Is the dependence on the distance between dots stronger, and why?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 24.1: introduction](24_1_long_range_strain_introduction.ipynb),\n",
    "  [24.2: expanding the strain domain](24_2_expanding_the_strain_domain.ipynb),\n",
    "  [24.3: reducing the electronic domain](24_3_reducing_the_electronic_domain.ipynb)\n",
    "- [Lecture 23.5: a thin layer on a substrate](../09_stress_and_strain/23_5_thin_layer_on_a_substrate.ipynb)\n",
    "- [Strain profiles of a dot](../../book/15_benchmarks/15_03_nemo3d/15_03_03_dot_strain_profiles.ipynb)\n",
    "- [InAs dot with wetting layer, NEMO 3-D (Usman et al. 2009)](../../book/15_benchmarks/15_03_nemo3d/15_03_02_usman2009_dot.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, S. Ahmed, N. Kharche, M. Korkusinski, M. Usman, M. Prada and T. B. Boykin, \"Atomistic\n",
    "  simulation of realistically sized nanodevices using NEMO 3-D — Part II: Applications\", IEEE Trans.\n",
    "  Electron Devices 54, 2090 (2007).\n",
    "- M. Usman, H. Ryu, I. Woo, D. S. Ebert and G. Klimeck, \"Moving toward nano-TCAD through multimillion-atom\n",
    "  quantum-dot simulations matching experimental data\", IEEE Trans. Nanotechnol. 8, 330 (2009)."
   ]
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