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    "# Lecture 23.4: Theory of stress and strain — material response: elastic constants\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45349](https://nanohub.org/resources/45349) — [video](https://nanohub.org/resources/45364) · [slides](https://nanohub.org/resources/45363)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- The same force stretches rubber, GaAs and steel by very different amounts: Hooke's law $\\sigma = E\\varepsilon$ with Young's modulus $E$, which comes from the stiffness of the bonds.\n",
    "- The Poisson effect: a bar pulled along $x$ gets thinner sideways, $\\varepsilon_{yy} = \\varepsilon_{zz} = -\\nu\\varepsilon_{xx}$, and its volume changes by $(1-2\\nu)\\varepsilon_{xx}$.\n",
    "- Hooke's law of a cubic crystal in Voigt notation: $C_{11}$ and $C_{12}$ for stretching, $C_{44}$ for shear; the signs of shear stress and why $\\sigma_{xy} = \\sigma_{yx}$.\n",
    "- Imposing stress and observing strain in three simple cases: the bulk modulus $B = (C_{11}+2C_{12})/3$, the Poisson ratio $\\nu = C_{12}/(C_{11}+C_{12})$, and the thin-film ratio $\\varepsilon_\\perp/\\varepsilon_\\parallel = -2C_{12}/C_{11}$.\n",
    "- Where the constants come from: pressure with X-rays, pulled bars, strained layers and sound speeds, fitted together with more data than unknowns.\n",
    "\n",
    "**In this notebook**\n",
    "\n",
    "You build the 6 × 6 stiffness matrix of GaAs and InAs with `elasticity.cubic_stiffness`, compute Young's modulus along every direction (the crystal is not isotropic), pull a finite-element GaAs bar with free and with held sides to read off $E$, $\\nu$, $C_{11}$ and $C_{12}$, check the torque balance behind $\\sigma_{xy} = \\sigma_{yx}$, solve the three stress cases of the lecture with the compliance matrix, compute the sound speeds of GaAs from its density, and fit $C_{11}$, $C_{12}$ and $C_{44}$ back from five noisy synthetic measurements."
   ]
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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",
    "from scipy.optimize import least_squares\n",
    "from opennemo.models import kp\n",
    "from opennemo.models import mechanics as M\n",
    "from opennemo.solvers import elasticity as E\n",
    "from opennemo.solvers.poisson import Grid\n",
    "\n",
    "style.use(notebook=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d6303a5b",
   "metadata": {},
   "source": [
    "## 1. Same force, different stretch: Young's modulus\n",
    "\n",
    "Pull with the same force on rods of rubber, GaAs and steel of the same size: the rubber stretches a lot,\n",
    "the semiconductor much less and the steel even less. Inside, the atoms are held together by bonds that act\n",
    "like springs, $F = k\\,\\Delta x$; stiffer bonds give a smaller displacement, and so a smaller strain. For a\n",
    "rod this is Hooke's law,\n",
    "\n",
    "$$\n",
    "\\sigma = E\\,\\varepsilon ,\n",
    "$$\n",
    "\n",
    "with Young's modulus $E$, the stiffness of the material. Because $\\varepsilon$ has no units, $E$ has the\n",
    "units of stress. Strain is the geometry, what we see; stress is the force, what we apply. The material\n",
    "properties connect the two.\n",
    "\n",
    "![Slide 3: rubber, GaAs and steel under the same force, and Young's modulus](attachment:slide_003.png)\n",
    "\n",
    "*Slide 3. The same force stretches rods of rubber, GaAs and steel by different amounts (exaggerated).\n",
    "Young's moduli: rubber 0.01–0.1 GPa, InAs and GaAs along [100] 51 and 86 GPa, steel about 200 GPa. A\n",
    "stress of 1 GPa strains GaAs by about 1.2 %.*\n",
    "\n",
    "The values for the semiconductors carry a direction, [100], because a crystal is not isotropic: the bonds\n",
    "point along definite directions, and the stiffness depends on how the pull is oriented relative to them.\n",
    "In terms of the elastic constants introduced below, a cubic crystal has\n",
    "\n",
    "$$\n",
    "\\frac{1}{E(\\mathbf{n})} = S_{11} - 2\\left(S_{11} - S_{12} - \\tfrac12 S_{44}\\right)\n",
    "\\left(n_x^2 n_y^2 + n_y^2 n_z^2 + n_z^2 n_x^2\\right),\n",
    "$$\n",
    "\n",
    "where $S = C^{-1}$ is the compliance matrix and $\\mathbf{n}$ the unit vector along the pull. Along [100]\n",
    "this reduces to $E = (C_{11} - C_{12})(C_{11} + 2C_{12})/(C_{11} + C_{12})$. The measured constants are\n",
    "those of the Vurgaftman set in open-nemo (`kp.material`)."
   ],
   "attachments": {
    "slide_003.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "a0219b32",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:33.490494Z",
     "iopub.status.busy": "2026-10-24T22:06:33.490391Z",
     "iopub.status.idle": "2026-10-24T22:06:33.496936Z",
     "shell.execute_reply": "2026-10-24T22:06:33.496628Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "GaAs stiffness matrix C (GPa), Voigt order xx, yy, zz, yz, xz, xy:\n",
      " [[122.1  56.6  56.6   0.    0.    0. ]\n",
      " [ 56.6 122.1  56.6   0.    0.    0. ]\n",
      " [ 56.6  56.6 122.1   0.    0.    0. ]\n",
      " [  0.    0.    0.   60.    0.    0. ]\n",
      " [  0.    0.    0.    0.   60.    0. ]\n",
      " [  0.    0.    0.    0.    0.   60. ]]\n",
      "GaAs: E[100] = 86.2 GPa (formula 86.2),  E[110] = 123.0,  E[111] = 143.4 GPa;  strain at 1 GPa along [100]: 1.16 %\n",
      "InAs: E[100] = 51.4 GPa (formula 51.4),  E[110] = 79.3,  E[111] = 96.7 GPa;  strain at 1 GPa along [100]: 1.94 %\n"
     ]
    }
   ],
   "source": [
    "mats = {name: kp.material(name) for name in (\"GaAs\", \"InAs\")}\n",
    "C = {name: E.cubic_stiffness(m.c11, m.c12, m.c44) for name, m in mats.items()}   # 6x6, GPa\n",
    "print(\"GaAs stiffness matrix C (GPa), Voigt order xx, yy, zz, yz, xz, xy:\\n\", np.round(C[\"GaAs\"], 1))\n",
    "\n",
    "def young(Cm, n):\n",
    "    Sm = np.linalg.inv(Cm)\n",
    "    n = np.asarray(n, float) / np.linalg.norm(n)\n",
    "    q = n[0]**2 * n[1]**2 + n[1]**2 * n[2]**2 + n[2]**2 * n[0]**2\n",
    "    return 1 / (Sm[0, 0] - 2 * (Sm[0, 0] - Sm[0, 1] - 0.5 * Sm[3, 3]) * q)\n",
    "\n",
    "for name, m in mats.items():\n",
    "    e100 = (m.c11 - m.c12) * (m.c11 + 2 * m.c12) / (m.c11 + m.c12)\n",
    "    print(f\"{name}: E[100] = {young(C[name], [1, 0, 0]):.1f} GPa (formula {e100:.1f}),  \"\n",
    "          f\"E[110] = {young(C[name], [1, 1, 0]):.1f},  E[111] = {young(C[name], [1, 1, 1]):.1f} GPa;  \"\n",
    "          f\"strain at 1 GPa along [100]: {100 / young(C[name], [1, 0, 0]):.2f} %\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a555a543",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:33.497955Z",
     "iopub.status.busy": "2026-10-24T22:06:33.497888Z",
     "iopub.status.idle": "2026-10-24T22:06:33.755165Z",
     "shell.execute_reply": "2026-10-24T22:06:33.754566Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1100x462 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "phi = np.linspace(0, 2 * np.pi, 361)\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(10, 4.2), gridspec_kw={\"width_ratios\": [1.2, 1]})\n",
    "ref = {\"rubber\": (0.01, 0.1), \"steel\": (200, 200)}\n",
    "names = [\"rubber\", \"InAs [100]\", \"GaAs [100]\", \"GaAs [111]\", \"steel\"]\n",
    "vals = [0.05, young(C[\"InAs\"], [1, 0, 0]), young(C[\"GaAs\"], [1, 0, 0]), young(C[\"GaAs\"], [1, 1, 1]), 200]\n",
    "ax1.barh(names, vals, color=[style.CONTEXT, style.OPEN_NEMO, style.OPEN_NEMO, style.OPEN_NEMO, style.CONTEXT])\n",
    "ax1.errorbar([0.05], [0], xerr=[[0.04], [0.05]], fmt=\"none\", color=\"k\", capsize=3)\n",
    "ax1.set_xscale(\"log\")\n",
    "ax1.set_xlabel(\"Young's modulus E (GPa)\")\n",
    "ax1.set_title(\"Same force, different stretch\")\n",
    "for name, col in ((\"GaAs\", style.OPEN_NEMO), (\"InAs\", style.REFERENCE)):\n",
    "    Ephi = np.array([young(C[name], [np.cos(p), np.sin(p), 0]) for p in phi])\n",
    "    ax2.plot(Ephi * np.cos(phi), Ephi * np.sin(phi), color=col, label=name)\n",
    "ax2.set_aspect(\"equal\")\n",
    "ax2.set_xlabel(\"E along x (GPa)\")\n",
    "ax2.set_ylabel(\"E along y (GPa)\")\n",
    "ax2.set_title(\"E(n) for pulls in the (001) plane\")\n",
    "ax2.legend(fontsize=8)\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eff30a6e",
   "metadata": {},
   "source": [
    "GaAs has $E = 86.2$ GPa along [100] and 123.0 GPa along [110]; InAs 51.4 GPa along [100]. A stress of 1 GPa\n",
    "along [100] stretches GaAs by 1.16 %, the slide's 1.2 % (and InAs by 1.94 %). The polar plot shows the anisotropy: GaAs is\n",
    "stiffest along the face diagonals in the (001) plane (and stiffer still along [111], 143.4 GPa), where a\n",
    "pull bends bonds less and stretches them more.\n",
    "\n",
    "## 2. Pull in one direction, shrink in the others: the Poisson effect\n",
    "\n",
    "A bar pulled along $x$ gets longer along the pull and thinner sideways. The bonds tilt towards the pull and\n",
    "draw the atoms closer together sideways. For a pull along $x$ with free sides the Poisson ratio $\\nu$\n",
    "describes the sideways strain,\n",
    "\n",
    "$$\n",
    "\\varepsilon_{yy} = \\varepsilon_{zz} = -\\nu\\,\\varepsilon_{xx},\n",
    "\\qquad\n",
    "\\frac{\\Delta V}{V} = (1 - 2\\nu)\\,\\varepsilon_{xx} .\n",
    "$$\n",
    "\n",
    "Rubber has $\\nu \\approx 0.5$: its volume stays the same. Cork has $\\nu \\approx 0$: it does not widen when\n",
    "squeezed, which is why it can be pushed into a bottle. GaAs and InAs pulled along [100] have 0.32 and 0.35.\n",
    "The number of atoms is fixed, but the volume can change under internal forces, and a deformed solid stores\n",
    "energy. Because these responses depend on direction, a small set of *elastic constants* is needed for the\n",
    "bookkeeping.\n",
    "\n",
    "![Slide 4: the Poisson effect](attachment:slide_004.png)\n",
    "\n",
    "*Slide 4. A bar pulled along $x$ (green before, black after, exaggerated) becomes longer and thinner;\n",
    "the table lists Poisson ratios from rubber (0.5) to cork (0.0).*\n",
    "\n",
    "Lecture 23.3 pulled a finite-element GaAs rod with free sides. The same experiment gives both $E$ and\n",
    "$\\nu$, and a second run with the sides *held* (periodic in $y$ and $z$, so their size cannot change) gives\n",
    "the bookkeeping constants directly: then $\\sigma_{xx} = C_{11}\\varepsilon_{xx}$ and the force needed to\n",
    "hold the sides is $\\sigma_{yy} = \\sigma_{zz} = C_{12}\\varepsilon_{xx}$."
   ],
   "attachments": {
    "slide_004.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "e0019765",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:33.756831Z",
     "iopub.status.busy": "2026-10-24T22:06:33.756713Z",
     "iopub.status.idle": "2026-10-24T22:06:33.805492Z",
     "shell.execute_reply": "2026-10-24T22:06:33.805043Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "GaAs, free sides: E = 86.2 GPa, ν = 0.3167 (C12/(C11+C12) = 0.3167), ΔV/V = 0.0367 % = (1−2ν) ε_xx\n",
      "GaAs, held sides: σ_xx/ε_xx = 122.1 GPa (C11 = 122.1),  σ_yy/ε_xx = 56.6 GPa (C12 = 56.6)\n",
      "InAs, free sides: E = 51.4 GPa, ν = 0.3521 (C12/(C11+C12) = 0.3521), ΔV/V = 0.0296 % = (1−2ν) ε_xx\n",
      "InAs, held sides: σ_xx/ε_xx = 83.3 GPa (C11 = 83.3),  σ_yy/ε_xx = 45.3 GPa (C12 = 45.3)\n"
     ]
    }
   ],
   "source": [
    "def pull(Cm, held_sides, length=10.0, width=2.0, stretch=0.01):\n",
    "    g = Grid(np.linspace(0, length, 21), np.linspace(0, width, 5), np.linspace(0, width, 5))\n",
    "    el = E.Elasticity(g, Cm, periodic=(False, held_sides, held_sides))\n",
    "    X = g.nodes\n",
    "    el.fix(np.isclose(X[:, 0], 0), (0,), 0.0)\n",
    "    el.fix(np.isclose(X[:, 0], length), (0,), stretch)\n",
    "    el.fix(np.flatnonzero(np.all(np.isclose(X, 0), axis=1)), (1, 2), 0.0)\n",
    "    el.fix(np.flatnonzero(np.all(np.isclose(X, [0, width, 0]), axis=1)), (2,), 0.0)\n",
    "    r = el.solve()\n",
    "    return r.strain.mean(axis=0), r.stress.mean(axis=0)\n",
    "\n",
    "for name, m in mats.items():\n",
    "    eps, sig = pull(C[name], held_sides=False)\n",
    "    nu, Ey = -eps[1, 1] / eps[0, 0], sig[0, 0] / eps[0, 0]\n",
    "    print(f\"{name}, free sides: E = {Ey:.1f} GPa, ν = {nu:.4f} \"\n",
    "          f\"(C12/(C11+C12) = {m.c12 / (m.c11 + m.c12):.4f}), \"\n",
    "          f\"ΔV/V = {100 * np.trace(eps):.4f} % = (1−2ν) ε_xx\")\n",
    "    eps, sig = pull(C[name], held_sides=True)\n",
    "    print(f\"{name}, held sides: σ_xx/ε_xx = {sig[0, 0] / eps[0, 0]:.1f} GPa (C11 = {m.c11:.1f}),  \"\n",
    "          f\"σ_yy/ε_xx = {sig[1, 1] / eps[0, 0]:.1f} GPa (C12 = {m.c12:.1f})\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6308b14c",
   "metadata": {},
   "source": [
    "With free sides the bar gives $E = 86.2$ GPa and $\\nu = 0.3167$ for GaAs (51.4 GPa and 0.3521 for InAs),\n",
    "exactly the closed-form values; a 0.1 % stretch increases the volume by $(1-2\\nu)\\,0.1\\,\\% = 0.0367\\,\\%$.\n",
    "With the sides held, the stress along the pull is $C_{11}\\varepsilon_{xx}$ and a sideways stress\n",
    "$C_{12}\\varepsilon_{xx}$ is needed to keep the bar from narrowing: $C_{12} > 0$ means the cell wants to\n",
    "shrink sideways, the Poisson effect again.\n",
    "\n",
    "## 3. Hooke's law of a cubic crystal: $C_{11}$, $C_{12}$ and $C_{44}$\n",
    "\n",
    "Imposing one stretch at a time and superposing (the theory is linear) gives\n",
    "\n",
    "$$\n",
    "\\sigma_{xx} = C_{11}\\varepsilon_{xx} + C_{12}(\\varepsilon_{yy} + \\varepsilon_{zz}),\n",
    "$$\n",
    "\n",
    "and the same for $y$ and $z$; cubic symmetry makes $x$, $y$ and $z$ equivalent, so two constants serve\n",
    "every axis. Shear needs care with signs. On a small square, the stress times the outward normal of a face\n",
    "is the force per area on it, the *traction* $t_i = \\sum_j \\sigma_{ij} n_j$. Opposite faces have opposite\n",
    "normals, so their forces are opposite and the net force vanishes. The top/bottom pair, however, turns the\n",
    "square one way and the side pair the other, and the square stays at rest only if the two torques cancel,\n",
    "which requires $\\sigma_{xy} = \\sigma_{yx}$.\n",
    "\n",
    "![Slide 6: signs of the shear stresses on a small square](attachment:slide_006.png)\n",
    "\n",
    "*Slide 6. Thick arrows: force per area on each face; thin arrows: outward normals. The top and bottom\n",
    "forces turn the square clockwise, the side forces counter-clockwise; there is no rotation only if\n",
    "$\\sigma_{xy} = \\sigma_{yx}$.*\n",
    "\n",
    "The torque balance can be checked by summing $\\mathbf{r} \\times \\mathbf{t}\\,A$ over the four faces of a unit\n",
    "square:"
   ],
   "attachments": {
    "slide_006.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "057b9e20",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:33.806969Z",
     "iopub.status.busy": "2026-10-24T22:06:33.806813Z",
     "iopub.status.idle": "2026-10-24T22:06:33.810214Z",
     "shell.execute_reply": "2026-10-24T22:06:33.809675Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "σ_xy = 1.0, σ_yx = 1.0 GPa: net force [0. 0.] , net torque +0.00 (GPa · area · length)\n",
      "σ_xy = 1.0, σ_yx = 0.5 GPa: net force [0. 0.] , net torque -0.50 (GPa · area · length)\n"
     ]
    }
   ],
   "source": [
    "faces = {\"top\": [0, 1], \"bottom\": [0, -1], \"right\": [1, 0], \"left\": [-1, 0]}       # outward normals\n",
    "\n",
    "def net_torque(s_xy, s_yx, side=1.0):\n",
    "    sig = np.array([[0.0, s_xy], [s_yx, 0.0]])        # σ_ij: force along i on the face with normal j\n",
    "    force, torque = np.zeros(2), 0.0\n",
    "    for n in faces.values():\n",
    "        n = np.array(n, float)\n",
    "        t = sig @ n                                    # traction on that face (GPa)\n",
    "        r = 0.5 * side * n                             # face centre\n",
    "        force += t * side\n",
    "        torque += (r[0] * t[1] - r[1] * t[0]) * side\n",
    "    return force, torque\n",
    "\n",
    "for s_xy, s_yx in ((1.0, 1.0), (1.0, 0.5)):\n",
    "    f, tq = net_torque(s_xy, s_yx)\n",
    "    print(f\"σ_xy = {s_xy}, σ_yx = {s_yx} GPa: net force {f} , net torque {tq:+.2f} (GPa · area · length)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b9500f42",
   "metadata": {},
   "source": [
    "With $\\sigma_{xy} = \\sigma_{yx}$ both the net force and the net torque vanish; with $\\sigma_{yx} =\n",
    "\\sigma_{xy}/2$ a torque of magnitude 0.5 (in units of GPa times area times length) is left over and the square would\n",
    "spin. Shear is described by a third constant. A shear strain changes angles, not lengths: the side edges\n",
    "tilt by $\\theta \\approx 2\\varepsilon_{xy}$ (Lecture 23.2), and\n",
    "\n",
    "$$\n",
    "\\sigma_{xy} = 2C_{44}\\,\\varepsilon_{xy},\n",
    "$$\n",
    "\n",
    "with the same $C_{44}$ for $yz$ and $xz$. In a cubic crystal stretching along the cube axes and shear are\n",
    "independent. Altogether, in Voigt's notation (xx → 1, yy → 2, zz → 3, yz → 4, xz → 5, xy → 6; W. Voigt,\n",
    "*Lehrbuch der Kristallphysik*, 1910),\n",
    "\n",
    "$$\n",
    "\\begin{pmatrix}\\sigma_{xx}\\\\ \\sigma_{yy}\\\\ \\sigma_{zz}\\\\ \\sigma_{yz}\\\\ \\sigma_{xz}\\\\ \\sigma_{xy}\\end{pmatrix}\n",
    "=\n",
    "\\begin{pmatrix}\n",
    "C_{11} & C_{12} & C_{12} & 0 & 0 & 0\\\\\n",
    "C_{12} & C_{11} & C_{12} & 0 & 0 & 0\\\\\n",
    "C_{12} & C_{12} & C_{11} & 0 & 0 & 0\\\\\n",
    "0 & 0 & 0 & C_{44} & 0 & 0\\\\\n",
    "0 & 0 & 0 & 0 & C_{44} & 0\\\\\n",
    "0 & 0 & 0 & 0 & 0 & C_{44}\n",
    "\\end{pmatrix}\n",
    "\\begin{pmatrix}\\varepsilon_{xx}\\\\ \\varepsilon_{yy}\\\\ \\varepsilon_{zz}\\\\ 2\\varepsilon_{yz}\\\\ 2\\varepsilon_{xz}\\\\ 2\\varepsilon_{xy}\\end{pmatrix},\n",
    "$$\n",
    "\n",
    "the matrix printed in Section 1. The factor 2 on the shear strains is the engineering shear angle. For\n",
    "GaAs $C_{11} = 122.1$, $C_{12} = 56.6$ and $C_{44} = 60.0$ GPa; for InAs 83.3, 45.3 and 39.6 GPa. The general\n",
    "form $\\sigma_{ij} = \\sum_{kl} C_{ijkl}\\varepsilon_{kl}$ applies to any crystal; cubic symmetry leaves only these\n",
    "three independent numbers.\n",
    "\n",
    "## 4. Imposing stress, observing strain: three simple cases\n",
    "\n",
    "So far a strain was imposed and the stress needed to hold it was computed. Experiments work the other way:\n",
    "they apply a known stress (a measurable force) and observe the strain. That means inverting Hooke's law,\n",
    "$\\boldsymbol{\\varepsilon} = S\\boldsymbol{\\sigma}$ with $S = C^{-1}$. Three cases are simple:\n",
    "\n",
    "- (a) pressure from all sides, $\\sigma_{ij} = -p\\,\\delta_{ij}$: $-p = B\\,\\mathrm{Tr}\\,\\boldsymbol{\\varepsilon}$ with the\n",
    "  bulk modulus $B = (C_{11} + 2C_{12})/3$;\n",
    "- (b) pull along $x$ with free sides: $\\varepsilon_{yy} = \\varepsilon_{zz} = -\\nu\\,\\varepsilon_{xx}$ with\n",
    "  $\\nu = C_{12}/(C_{11} + C_{12})$;\n",
    "- (c) squeeze in $x$ and $y$ with the top free, $\\sigma_{zz} = C_{11}\\varepsilon_{zz} + 2C_{12}\\varepsilon_{xx} = 0$:\n",
    "  $\\varepsilon_\\perp/\\varepsilon_\\parallel = -2C_{12}/C_{11}$. This is a thin film on a thick substrate: the\n",
    "  substrate imposes the in-plane size, the top surface is free, and a film squeezed in-plane grows taller\n",
    "  out of plane (Lecture 23.5).\n",
    "\n",
    "![Slide 9: three ways to impose stress and observe strain](attachment:slide_009.png)\n",
    "\n",
    "*Slide 9. (a) Hydrostatic pressure gives the bulk modulus $B$, (b) a pull with free sides the Poisson\n",
    "ratio $\\nu$, (c) an in-plane squeeze with a free top the ratio $-2C_{12}/C_{11}$. GaAs: 78.4 GPa, 0.32,\n",
    "−0.93; InAs: 57.9 GPa, 0.35, −1.09.*\n",
    "\n",
    "The cell below solves the three cases with the full compliance matrix (case (c) by imposing $\\sigma_{zz} =\n",
    "0$ with the in-plane strain given) and compares with the closed forms."
   ],
   "attachments": {
    "slide_009.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "cc1ce437",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:33.811494Z",
     "iopub.status.busy": "2026-10-24T22:06:33.811399Z",
     "iopub.status.idle": "2026-10-24T22:06:33.814775Z",
     "shell.execute_reply": "2026-10-24T22:06:33.814445Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                 B (GPa)                 ν               ε⊥/ε∥\n",
      "GaAs       78.4 ( 78.4)    0.3167 (0.3167)    -0.9271 (-0.9271)\n",
      "InAs       57.9 ( 57.9)    0.3521 (0.3521)    -1.0868 (-1.0868)\n"
     ]
    }
   ],
   "source": [
    "v2t = E.voigt_to_strain\n",
    "print(f\"{'':6s}{'B (GPa)':>18s}{'ν':>18s}{'ε⊥/ε∥':>20s}\")\n",
    "for name, m in mats.items():\n",
    "    Sm = np.linalg.inv(C[name])\n",
    "    p = 1.0                                                      # (a) 1 GPa of pressure\n",
    "    eps_a = Sm @ np.array([-p, -p, -p, 0, 0, 0])\n",
    "    B_num = -p / eps_a[:3].sum()\n",
    "    eps_b = Sm @ np.array([1.0, 0, 0, 0, 0, 0])                  # (b) 1 GPa pull along x\n",
    "    nu_num = -eps_b[1] / eps_b[0]\n",
    "    e_par = -0.01                                                # (c) ε_xx = ε_yy given, σ_zz = 0\n",
    "    e_perp = -(C[name][2, 0] + C[name][2, 1]) * e_par / C[name][2, 2]\n",
    "    print(f\"{name:6s}{B_num:9.1f} ({(m.c11 + 2 * m.c12) / 3:5.1f})\"\n",
    "          f\"{nu_num:10.4f} ({m.c12 / (m.c11 + m.c12):.4f})\"\n",
    "          f\"{e_perp / e_par:11.4f} ({-2 * m.c12 / m.c11:.4f})\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1abceb88",
   "metadata": {},
   "source": [
    "The numerical inversions reproduce the closed forms (in brackets): $B$ = 78.4 and 57.9 GPa, $\\nu$ = 0.3167\n",
    "and 0.3521, $\\varepsilon_\\perp/\\varepsilon_\\parallel$ = −0.9271 and −1.0868 for GaAs and InAs, the slide's\n",
    "table. The last ratio is the one that will matter most: an InAs film squeezed in-plane by 1 % grows by\n",
    "1.09 % out of plane, a GaAs film by 0.93 %.\n",
    "\n",
    "## 5. Where do $C_{11}$, $C_{12}$ and $C_{44}$ come from?\n",
    "\n",
    "No single experiment measures the elastic constants. Several measure easy combinations of them:\n",
    "\n",
    "| Experiment | Measured quantity | Relation to C |\n",
    "|---|---|---|\n",
    "| hydrostatic pressure + X-ray lattice constant | bulk modulus $B$ | $B = (C_{11} + 2C_{12})/3$ |\n",
    "| pull a bar along [100], strain gauges | Poisson ratio $\\nu$ | $\\nu = C_{12}/(C_{11} + C_{12})$ |\n",
    "| X-ray diffraction of a strained (001) layer | $\\varepsilon_\\perp/\\varepsilon_\\parallel$ | $-2C_{12}/C_{11}$ |\n",
    "| longitudinal sound wave along [100] | speed $v_L$ | $\\rho v_L^2 = C_{11}$ |\n",
    "| transverse sound wave along [100] | speed $v_T$ | $\\rho v_T^2 = C_{44}$ |\n",
    "\n",
    "Here $\\rho$ is the mass density; the sound speeds come from ultrasound or Brillouin scattering. The density\n",
    "follows from the crystal itself: a zincblende cubic cell of edge $a$ holds four Ga and four As atoms."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "bcc26c66",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:33.816421Z",
     "iopub.status.busy": "2026-10-24T22:06:33.816221Z",
     "iopub.status.idle": "2026-10-24T22:06:33.818888Z",
     "shell.execute_reply": "2026-10-24T22:06:33.818423Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "GaAs: a = 5.6532 Å, ρ = 5.318 g/cm³, v_L = 4.79 km/s, v_T = 3.36 km/s\n"
     ]
    }
   ],
   "source": [
    "amu = 1.66053907e-27                                             # kg\n",
    "gaas = mats[\"GaAs\"]\n",
    "a_m = gaas.lattice_constant * 1e-9\n",
    "rho = 4 * (M.ATOMIC_MASS[\"Ga\"] + M.ATOMIC_MASS[\"As\"]) * amu / a_m**3                     # kg/m^3\n",
    "vL, vT = np.sqrt(gaas.c11 * 1e9 / rho), np.sqrt(gaas.c44 * 1e9 / rho)\n",
    "print(f\"GaAs: a = {10 * gaas.lattice_constant:.4f} Å, ρ = {rho / 1000:.3f} g/cm³, \"\n",
    "      f\"v_L = {vL / 1000:.2f} km/s, v_T = {vT / 1000:.2f} km/s\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d3678765",
   "metadata": {},
   "source": [
    "The density is 5.318 g/cm³ and the longitudinal sound speed along [100] is 4.79 km/s, the slide's 4.8 km/s;\n",
    "the transverse wave is slower, 3.36 km/s, because $C_{44} < C_{11}$.\n",
    "\n",
    "Five measurements for three unknowns: the constants are *fitted*, and the excess data is a consistency\n",
    "check, because each experiment has its own error. The cell below plays this game. It generates the five\n",
    "\"measured\" quantities from the GaAs constants, adds 1 % random error to each, and fits $C_{11}$, $C_{12}$ and\n",
    "$C_{44}$ to them by least squares (each residual normalised by its 1 % uncertainty)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "c48f2def",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:33.820211Z",
     "iopub.status.busy": "2026-10-24T22:06:33.820111Z",
     "iopub.status.idle": "2026-10-24T22:06:33.824849Z",
     "shell.execute_reply": "2026-10-24T22:06:33.824459Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "B (GPa)    measured    78.4343   fitted    78.1554\n",
      "ν          measured     0.3177   fitted     0.3169\n",
      "ε⊥/ε∥      measured    -0.9246   fitted    -0.9277\n",
      "v_L (m/s)  measured  4749.1331   fitted  4782.5482\n",
      "v_T (m/s)  measured  3343.7834   fitted  3343.7834\n",
      "C11: fitted  121.6 ±  1.2 GPa   (true 122.1)\n",
      "C12: fitted   56.4 ±  0.6 GPa   (true 56.6)\n",
      "C44: fitted   59.5 ±  1.2 GPa   (true 60.0)\n",
      "χ² = 0.80 for 5 − 3 = 2 degrees of freedom\n"
     ]
    }
   ],
   "source": [
    "def observables(c):\n",
    "    c11, c12, c44 = c\n",
    "    return np.array([(c11 + 2 * c12) / 3, c12 / (c11 + c12), -2 * c12 / c11,\n",
    "                     np.sqrt(c11 * 1e9 / rho), np.sqrt(c44 * 1e9 / rho)])\n",
    "\n",
    "labels = [\"B (GPa)\", \"ν\", \"ε⊥/ε∥\", \"v_L (m/s)\", \"v_T (m/s)\"]\n",
    "true = np.array([gaas.c11, gaas.c12, gaas.c44])\n",
    "rng = np.random.default_rng(7)\n",
    "meas = observables(true) * (1 + 0.01 * rng.standard_normal(5))\n",
    "fit = least_squares(lambda c: (observables(c) - meas) / (0.01 * np.abs(meas)), x0=[100.0, 50.0, 50.0])\n",
    "cov = np.linalg.inv(fit.jac.T @ fit.jac)\n",
    "for lab, mv, fv in zip(labels, meas, observables(fit.x)):\n",
    "    print(f\"{lab:10s} measured {mv:10.4f}   fitted {fv:10.4f}\")\n",
    "for name, t, f, s in zip((\"C11\", \"C12\", \"C44\"), true, fit.x, np.sqrt(np.diag(cov))):\n",
    "    print(f\"{name}: fitted {f:6.1f} ± {s:4.1f} GPa   (true {t:.1f})\")\n",
    "print(f\"χ² = {2 * fit.cost:.2f} for 5 − 3 = 2 degrees of freedom\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d9f90321",
   "metadata": {},
   "source": [
    "The fit returns $C_{11} = 121.6 \\pm 1.2$, $C_{12} = 56.4 \\pm 0.6$ and $C_{44} = 59.5 \\pm 1.2$ GPa against the\n",
    "true 122.1, 56.6 and 60.0, and a $\\chi^2$ of 0.80 for two degrees of freedom: the five measurements are\n",
    "consistent with one set of three constants. Had one experiment a systematic error, $\\chi^2$ would be large\n",
    "and the constants biased, which is exactly why several independent measurements are made. Note also that\n",
    "$C_{44}$ rests on a single observable, the transverse sound speed.\n",
    "\n",
    "An atomistic model must reproduce these same constants. Lecture 23.1 computed them with the Keating\n",
    "valence force field and found $C_{11}$ and $C_{12}$ close but $C_{44}$ too low; the elastic constants are\n",
    "the bridge that lets continuum and atomistic models be compared.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- Elastic constants link strain (geometry, visible) and stress (forces, invisible). In one dimension\n",
    "  $\\sigma = E\\varepsilon$; GaAs has $E = 86.2$ GPa along [100] (1 GPa → 1.16 % strain), 143.4 GPa along\n",
    "  [111]: a crystal is anisotropic.\n",
    "- A pulled bar narrows: $\\nu = C_{12}/(C_{11} + C_{12})$ = 0.3167 for GaAs, 0.3521 for InAs; its volume\n",
    "  changes by $(1 - 2\\nu)\\varepsilon_{xx}$.\n",
    "- A cubic crystal needs three constants: $C_{11}$ and $C_{12}$ for stretching, $C_{44}$ for shear,\n",
    "  arranged in Voigt's 6 × 6 matrix; $\\sigma_{xy} = \\sigma_{yx}$ because the torques must cancel.\n",
    "- Imposed stresses give $B = (C_{11} + 2C_{12})/3$ (78.4 and 57.9 GPa), $\\nu$, and the thin-film ratio\n",
    "  $\\varepsilon_\\perp/\\varepsilon_\\parallel = -2C_{12}/C_{11}$ (−0.93 and −1.09).\n",
    "- The constants are fitted to several measurements, including sound speeds ($v_L = 4.79$ km/s in GaAs);\n",
    "  more data than unknowns is a consistency check.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Plot $E(\\mathbf{n})$ of GaAs in the (1$\\bar{1}$0) plane, which contains [001], [111] and [110]. Where is\n",
    "   it largest? Compute the Zener anisotropy ratio $2C_{44}/(C_{11} - C_{12})$ of GaAs and InAs; an isotropic\n",
    "   material has 1.\n",
    "2. Repeat the fit of Section 5 with a 5 % systematic error on the bulk modulus only. How do $\\chi^2$ and\n",
    "   the fitted constants change? Which constant is affected most?\n",
    "3. Compute $v_L$ and $v_T$ along [100] for InAs (density from `M.ATOMIC_MASS[\"In\"]`) and compare with\n",
    "   GaAs.\n",
    "4. Pull the finite-element bar of Section 2 along [110] instead of [100] by rotating the stiffness matrix\n",
    "   (or by computing $E$[110] with `young`) and compare $E$.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Strain along different directions](../../book/03_strain/03_01_strain_types_and_directions.ipynb)\n",
    "- [Benchmark: III–V valence force fields and phonons](../../book/15_benchmarks/15_08_literature/15_08_02_phonons_strain_and_polarization/15_08_02_03_iii_v_evff_phonons.ipynb)\n",
    "- [Benchmark: valence force fields, phonons and relaxation against NEMO5](../../book/15_benchmarks/15_01_nemo5/15_01_03_strain_and_phonons/15_01_03_03_phonons_and_relaxation.ipynb)\n",
    "- W. Voigt, *Lehrbuch der Kristallphysik*, Teubner, Leipzig (1910).\n",
    "- I. Vurgaftman, J. R. Meyer and L. R. Ram-Mohan, J. Appl. Phys. 89, 5815 (2001).\n",
    "- J. F. Nye, *Physical Properties of Crystals*, Oxford University Press (1957)."
   ]
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