{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Tutorial 9a - Bulk elastic anisotropy" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Although much of the SBS literature assumes that the elastic materials are isotropic, anisotropy of the elastic response can be an important effect. In general, anisotropy is often more significant in elastic physics than electromagnetic physics, because of the more involved tensor nature of the elastic theory. For instance, *cubic* materials such as silicon have an isotropic linear electromagnetic response but an anisotropic elastic linear response.\n", "\n", "NumBAT supports arbitrary elastic nonlinearity in calculating elastic modes and the SBS gain of a waveguide. However, even the bulk elastic wave properties of anistropic materials is quite complex. This tutorial explores some of these effects. \n", "\n", "This exercise is most naturally performed interactively and so this example is written as a Jupyter notebook (see Tutorial 9 for an introduction to NumBAT in Jupyter)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Theory\n", "\n", "Bulk wave modes in linear elastic materials are found as eigen-solutions of the elastic wave equation for a uniform material. \n", "Starting from the elastic wave equation\n", "$$\n", "\\nabla \\cdot \\bar{T} + \\omega^2 \\rho(x,y) \\vec U = 0,\n", "$$\n", "and using the constitutive equation\n", "$$\n", "\\bar{T} = \\bar{c} : \\bar{S} \\qquad \\leftrightarrow \\qquad T_{ij} = c_{ijkl} S_{kl},\n", "$$\n", "where $\\bar{c}$ is the stiffness tensor and $\\bar{S}$ the strain tensor, we find\n", "\\begin{align*}\n", "\\nabla \\cdot (\\bar{c} : \\bar{S}) + \\omega^2 \\rho(x,y) \\vec U &= 0 \\\\\n", "\\nabla \\cdot (\\bar{c} : \\nabla_s \\vec{U}) + \\omega^2 \\rho(x,y) \\vec U &= 0 ,\n", "\\end{align*}\n", "where $\\nabla_S$ denotes the *symmetric gradient*.\n", "\n", "## Bulk wave modes\n", "\n", "Looking for plane wave solutions of the form\n", "$$\n", " \\vec U = \\vec u e^{i (\\vec k \\cdot \\vec r -\\Omega t) } + \\vec u^* e^{-i (\\vec k \\cdot \\vec r -\\Omega t) } ,\n", "$$\n", "leads to the 3x3 matrix eigenvalue equation (see Auld. vol 1, chapter 7)\n", "$$\n", "k^2 \\Gamma \\vec u = \\rho \\Omega^2 \\vec u, \n", "$$\n", "or in index form\n", "$$ \n", "(k^2 \\Gamma_{ij} - \\rho \\Omega^2 \\delta_{ij} )u_j = 0,\n", "$$\n", "which is known as the *Christoffel* equation.\n", "\n", "The 3x3 matrix operator $\\Gamma$ is most conveniently written using the compact Voigt notation as follows. Writing the wavevector $\\vec k= k \\hat \\kappa$ in terms of the unit vector $\\hat \\kappa$, we define the matrix\n", "$$\n", "\\mathrm{M}=\n", "\\begin{bmatrix}\n", "\\kappa_x & 0 & 0 & 0 & \\kappa_z & \\kappa_y \\\\\n", "0 & \\kappa_y & 0 & \\kappa_z & 0 & \\kappa_x \\\\\n", " 0 & 0 & \\kappa_z & \\kappa_y & \\kappa_x & 0 .\n", "\\end{bmatrix}\n", "$$\n", "Then one can check by direct multiplication that $\\Gamma$ has the form\n", "$$\n", "\\Gamma(\\vec \\kappa) = \\mathrm{M} C_{IJ} \\mathrm{M}^t,\n", "$$\n", "where $C_{IJ}$ is the 6x6 Voigt matrix for the stiffness tensor.\n", "\n", "Since the stiffness is invariably treated as frequency independent, we can rewrite the Christoffel equation as \n", "$$ \n", "\\left( \\frac{1}{\\rho} \\Gamma_{ij} - \\frac{\\Omega^2}{k^2} \\delta_{ij} \\right) u_j = 0,\n", "$$\n", "and identify the eigenvalue as the square of the phase speed $v = \\Omega/k$:\n", "$$ \n", "\\left( \\frac{1}{\\rho} \\Gamma_{ij}(\\vec \\kappa) - v^2 \\delta_{ij} \\right) u_j = 0.\n", "$$\n", "\n", "If we neglect the viscosity, $\\Gamma$ is a real symmetric matrix, so we are guaranteed to find three propagating wave modes with \n", "real phase velocities $v_i$ and orthogonal polarisation vectors $\\vec u_i$.\n", "\n", "\n", "In isotropic materials, the Christoffel equation has the expected solutions of one longitudinal wave, and two slower shear waves.\n", "In anisotropic materials, the polarisations can be more complicated. However, as $\\Gamma$ is a symmetric matrix, \n", "the three wave modes are always orthogonal." ] }, { "cell_type": "markdown", "metadata": { "vscode": { "languageId": "plaintext" } }, "source": [ "## Group velocity\n", "Continuing to neglect any linear wave damping, we can identify the *group velocity*\n", "$$\n", "\\vec v_g \\equiv \\nabla_{\\vec k} \\Omega,\n", "$$\n", "while the *energy velocity* $\\vec v_e$, defined as the ratio of the power flux and the energy density, is\n", "$$\n", "\\vec v_g \\equiv \\frac{P_e}{u_e} = \\frac{- \\frac{1}{2}\\vec v \\cdot \\bar {T}}{\\bar{S} : \\bar{C} : \\bar{S}}.\n", "$$\n", "\n", "In this way, we can find both the phase velocity and group velocity as functions of the wavevector direction $\\vec \\kappa$.\n", "In the excellent approximation of zero material dispersion, these two velocities are independent of the wave frequency $\\Omega$. This is *not* true in waveguides, where the spatial confinement does lead to signficant dispersion.\n" ] }, { "cell_type": "markdown", "metadata": { "vscode": { "languageId": "plaintext" } }, "source": [ "## Wave surfaces\n", "\n", "To understand the directional dependence of the different wave properties, it is common to plot several scalar quantities\n", "* the *slowness surface*, which is the reciprocal of the wave speed $\\frac{1}{v_p(\\vec \\kappa)}$\n", "* the *normal* or *phase velocity* surface, which is simply the wave speed function $v_p(\\vec \\kappa)$\n", "* the *ray surface*, which is the magnitude of the group velocity $|\\vec v_g(\\vec \\kappa)|$\n", "\n", "Note that while both the phase and group velocities are vectors, since the phase velocity is everywhere parallel to the wavevector direction\n", "$\\vec \\kappa$, it is convenient to simply refer to the wave speed $v_p$ written as a scalar. We can't do this with the group velocity, which for anisotropic materials, is not generally parallel to the wavevector." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload 3\n", "\n", "import sys\n", "import numpy as np\n", "from IPython.display import Image, display\n", "\n", "sys.path.append(\"../backend\")\n", "import numbattools\n", "import materials" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Wave properties of isotropic materials\n", "\n", "Let's start by calculating the above properties for an isotropic medium, say fused silica.\n", "We create the material and print out a few of its basic properties." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Material: SiO2\n", " File: SiO2_2021_Poulton\n", " Source: Poulton\n", " Date: 2021 \n", "\n", "Elastic properties of material SiO2_2021_Poulton\n", " Density: 2200.000 kg/m^3\n", " Ref. index: 1.4500+0.0000j \n", " Crystal class: Isotropic\n", " c11: 78.500 GPa\n", " c12: 16.100 GPa\n", " c44: 31.200 GPa\n", " Young's mod E: 73.020 GPa\n", " Poisson ratio: 0.170\n", " Velocity long.: 5973.426 m/s\n", " Velocity shear: 3765.875 m/s\n" ] } ], "source": [ "mat_a = materials.make_material(\"SiO2_2021_Poulton\")\n", "\n", "print(mat_a, '\\n')\n", "\n", "print(mat_a.elastic_properties())\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Observe that this material has a *crystal class* of *Isotropic*, and that its stiffness values satisfy the constraint\n", "$c_{44} = (c_{11}-c_{12})/2$ which holds for any isotropic material. \n", "\n", "Further, being isotropic, it has a well-defined Young's modulus and Poisson ratio. In fact, for isotropic materials, NumBAT allows the material properties to be specified in terms of those quantities rather than the stiffness values if desired.\n", "\n", "The longitudinal and shear phase speeds are given for propagation along $z$ with $\\vec \\kappa = (0,0,1)$. Of course for this isotropic material, the phase speeds are actually the same in every direction." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can examine the complete material tensors directly and confirm that they have the expected forms for an isotropic material:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "\n", "Stiffness: \n", "Voigt tensor SiO2_2021_Poulton, stiffness c, unit: GPa. \n", "[[78.5 16.1 16.1 0. 0. 0. ]\n", " [16.1 78.5 16.1 0. 0. 0. ]\n", " [16.1 16.1 78.5 0. 0. 0. ]\n", " [ 0. 0. 0. 31.2 0. 0. ]\n", " [ 0. 0. 0. 0. 31.2 0. ]\n", " [ 0. 0. 0. 0. 0. 31.2]]\n", "\n", "\n", "Photoelasticity: \n", "Voigt tensor SiO2_2021_Poulton, photoelasticity p.\n", "[[ 0.121 0.271 0.271 0. 0. 0. ]\n", " [ 0.271 0.121 0.271 0. 0. 0. ]\n", " [ 0.271 0.271 0.121 0. 0. 0. ]\n", " [ 0. 0. 0. -0.075 0. 0. ]\n", " [ 0. 0. 0. 0. -0.075 0. ]\n", " [ 0. 0. 0. 0. 0. -0.075]]\n" ] } ], "source": [ "print('\\n\\nStiffness:', mat_a.stiffness_c_IJ)\n", "\n", "print('\\n\\nPhotoelasticity:', mat_a.photoel_p_IJ)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Crystal rotations" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "NumBAT materials support several mechanisms for applying crystal rotations. This allows modelling of waveguides fabricated using different *cuts* of the same material.\n", "\n", "For an isotropic material, a crystal rotation should have no consequential effect. Let's check that this holds.\n", "\n", "The following code creates a copy of the original material, and then rotates its crystal properties by an angle $\\pi/3$ around the direction of the vector $\\vec n=[1.0,1.0,1.0]$ (which need not be normalised) in the positive right-hand sense." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Elastic properties of material SiO2_2021_Poulton\n", " Density: 2200.000 kg/m^3\n", " Ref. index: 1.4500+0.0000j \n", " Crystal class: Isotropic\n", " c11: 78.500 GPa\n", " c12: 16.100 GPa\n", " c44: 31.200 GPa\n", " Young's mod E: 73.020 GPa\n", " Poisson ratio: 0.170\n", " Velocity long.: 5973.426 m/s\n", " Velocity shear: 3765.875 m/s\n", "\n", "Voigt tensor SiO2_2021_Poulton, stiffness c, unit: GPa. \n", "[[7.8500e+01 1.6100e+01 1.6100e+01 9.5367e-16 5.7220e-15 4.7684e-15]\n", " [1.6100e+01 7.8500e+01 1.6100e+01 5.9605e-15 1.9073e-15 1.2398e-14]\n", " [1.6100e+01 1.6100e+01 7.8500e+01 4.7684e-15 7.6294e-15 9.5367e-16]\n", " [2.8610e-15 8.8215e-15 4.7684e-15 3.1200e+01 1.9073e-15 2.8610e-15]\n", " [1.1444e-14 2.3842e-15 7.6294e-15 2.8610e-15 3.1200e+01 9.5367e-16]\n", " [2.8610e-15 6.9141e-15 9.5367e-16 3.3379e-15 1.9073e-15 3.1200e+01]]\n", "\n", "\n", " Relative change in stiffness tensor: 6.2323e-16\n" ] } ], "source": [ "mat_b = mat_a.copy()\n", "\n", "nvec = np.array([1.0,1.0,1.0])\n", "phi = np.pi/3.\n", "\n", "mat_b.rotate(nvec, phi)\n", "\n", "print(mat_b.elastic_properties())\n", "\n", "print(mat_b.stiffness_c_IJ)\n", "\n", "# Measure the difference in the original and rotated stiffness tensors \n", "\n", "err = np.linalg.norm(mat_b.stiffness_c_IJ.mat - mat_a.stiffness_c_IJ.mat)/np.abs(mat_a.stiffness_c_IJ.mat).max()\n", "print(f'\\n\\n Relative change in stiffness tensor: {err:.4e}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can see that all the properties are unchanged to numerical precision." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Crystal orientation diagram\n", "However, not *everything* is identical in NumBAT's representations of the original and rotated material, even though the two materials are physically the same .\n", "\n", "NumBAT materials include internal *crystal axes* $\\{\\hat{c}_x, \\hat{c}_y, \\hat{c}_z\\}$ that are distinct from the waveguide (laboratory) axes $\\{\\hat{x}, \\hat{y}, \\hat{z}\\}$. In NumBAT calculations, the waveguide cross-section lies in the $\\hat{x}-\\hat{y}$ lab plane and the propagation direction is always along $\\hat{z}$. To ensure a right-handed coordinate set, $\\hat{z}$ should be viewed as pointing *out* of the screen. (It's not often that we need to worry about the distinction between propagation in or out of the screen, but it does play a role in determining the correct relative signs of the different field components).\n", "\n", "The crystal axes define the intrinsic directions for specifying the material stiffness, photoelastic and viscosity tensors.\n", "When a material is first loaded from its `json` file, the two sets of axes coincide, so that the Voigt indices $1..6$ correspond to the pairs $xx$, $yy$, $zz$, $xz$, $yz$, $xy$.\n", "When a rotation is performed, it is the *crystal* axes that change, so that the anisotropic material properties are \"dragged through\" the stationary waveguide structure. \n", "This can be quite confusing. \n", "\n", "To help ensure the correct orientation is selected, both sets of axes can be plotted together using the `Material.make_crystal_axes_plot` as follows:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { 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", 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", "text/plain": [ "" ] }, "metadata": { "image/png": { "width": 300 } }, "output_type": "display_data" } ], "source": [ "prefa = 'tmp_mata'\n", "prefb = 'tmp_matb'\n", "\n", "mat_a.make_crystal_axes_plot(prefa)\n", "mat_b.make_crystal_axes_plot(prefb)\n", "\n", "display(Image(prefa+'-crystal.png', width=300))\n", "\n", "display(Image(prefb+'-crystal.png', width=300))\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Observe that the crystal axes for the first material are in the default orientation aligned with the laboratory axes. The crystal axes for the second material have been rotated as described above. \n", "The blue box gives a sense of the orientation of the waveguide with propagation out of the screen along $\\vec k \\propto \\hat{z}$." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Anistropic materials\n", "\n", "We now turn to anisotropic materials and consider GaAs which is a cubic material.\n", "\n" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Material: GaAs [100]\n", " File: GaAs_1970_Auld\n", " Source: Auld\n", " Date: 1970 \n", "\n", "Elastic properties of material GaAs_1970_Auld\n", " Density: 5307.000 kg/m^3\n", " Ref. index: 3.3702+0.0000j \n", " Crystal class: Cubic\n", " Stiffness c_IJ:\n", "Voigt tensor GaAs_1970_Auld, stiffness c, unit: GPa. \n", "[[118.8 53.8 53.8 0. 0. 0. ]\n", " [ 53.8 118.8 53.8 0. 0. 0. ]\n", " [ 53.8 53.8 118.8 0. 0. 0. ]\n", " [ 0. 0. 0. 59.4 0. 0. ]\n", " [ 0. 0. 0. 0. 59.4 0. ]\n", " [ 0. 0. 0. 0. 0. 59.4]]\n", "\n", " Wave mode 1: v_p=4.7313 km/s, |v_g|=4.7313 km/s, u_j=[ 0.0000 0.0000 1.0000], v_g=[ 0.0000 0.0000 4.7313] km/s\n", " Wave mode 2: v_p=3.3456 km/s, |v_g|=3.3456 km/s, u_j=[ 1.0000 0.0000 0.0000], v_g=[ 0.0000 0.0000 3.3456] km/s\n", " Wave mode 3: v_p=3.3456 km/s, |v_g|=3.3456 km/s, u_j=[ 0.0000 1.0000 0.0000], v_g=[ 0.0000 0.0000 3.3456] km/s\n" ] } ], "source": [ "mat_gaas = materials.make_material(\"GaAs_1970_Auld\")\n", "\n", "print(mat_gaas, '\\n')\n", "\n", "print(mat_gaas.elastic_properties())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "With the default orientation, the separation into longitudinal and shear modes is simple, and the phase and group velocities for each mode are the same. As expected the longitudinal mode is oriented along $z$ and the degenerate shear modes like in the $x$-$y$ plane.\n", "\n", "Things get more interesting if we start rotating the crystal. \n", "\n", "First, let's make a $\\pi/2$ rotation around the $y$ axis:\n" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Elastic properties of material GaAs_1970_Auld\n", " Density: 5307.000 kg/m^3\n", " Ref. index: 3.3702+0.0000j \n", " Crystal class: Cubic\n", " Stiffness c_IJ:\n", "Voigt tensor GaAs_1970_Auld, stiffness c, unit: GPa. \n", "[[ 1.1880e+02 5.3800e+01 5.3800e+01 0.0000e+00 -3.2943e-15 0.0000e+00]\n", " [ 5.3800e+01 1.1880e+02 5.3800e+01 0.0000e+00 0.0000e+00 0.0000e+00]\n", " [ 5.3800e+01 5.3800e+01 1.1880e+02 0.0000e+00 3.2943e-15 0.0000e+00]\n", " [ 0.0000e+00 0.0000e+00 0.0000e+00 5.9400e+01 0.0000e+00 0.0000e+00]\n", " [-3.2943e-15 0.0000e+00 3.2943e-15 0.0000e+00 5.9400e+01 0.0000e+00]\n", " [ 0.0000e+00 0.0000e+00 0.0000e+00 0.0000e+00 0.0000e+00 5.9400e+01]]\n", "\n", " Wave mode 1: v_p=4.7313 km/s, |v_g|=4.7313 km/s, u_j=[ 0.0000 0.0000 1.0000], v_g=[ 0.0000 0.0000 4.7313] km/s\n", " Wave mode 2: v_p=3.3456 km/s, |v_g|=3.3456 km/s, u_j=[ 1.0000 0.0000 0.0000], v_g=[-0.0000 0.0000 3.3456] km/s\n", " Wave mode 3: v_p=3.3456 km/s, |v_g|=3.3456 km/s, u_j=[ 0.0000 1.0000 0.0000], v_g=[ 0.0000 0.0000 3.3456] km/s\n" ] } ], "source": [ "nvec = np.array([0.0,1.0,0.0])\n", "phi = np.pi/2.\n", "\n", "mat_gaas2= mat_gaas.copy()\n", "\n", "mat_gaas2.rotate(nvec, phi)\n", "\n", "print(mat_gaas2.elastic_properties())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Nothing changes! Since the crystal symmetry is cubic, this rotation has left the material unchanged and all the wave properties are the same.\n", "\n", "Now let's try a $\\pi/4$ rotation around the $y$ axis:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Elastic properties of material GaAs_1970_Auld\n", " Density: 5307.000 kg/m^3\n", " Ref. index: 3.3702+0.0000j \n", " Crystal class: Cubic\n", " Stiffness c_IJ:\n", "Voigt tensor GaAs_1970_Auld, stiffness c, unit: GPa. \n", "[[ 1.4570e+02 5.3800e+01 2.6900e+01 0.0000e+00 7.6294e-15 0.0000e+00]\n", " [ 5.3800e+01 1.1880e+02 5.3800e+01 0.0000e+00 0.0000e+00 0.0000e+00]\n", " [ 2.6900e+01 5.3800e+01 1.4570e+02 0.0000e+00 -7.6294e-15 0.0000e+00]\n", " [ 0.0000e+00 0.0000e+00 0.0000e+00 5.9400e+01 0.0000e+00 0.0000e+00]\n", " [-3.8147e-15 0.0000e+00 -1.1444e-14 0.0000e+00 3.2500e+01 0.0000e+00]\n", " [ 0.0000e+00 0.0000e+00 0.0000e+00 0.0000e+00 0.0000e+00 5.9400e+01]]\n", "\n", " Wave mode 1: v_p=5.2397 km/s, |v_g|=5.2397 km/s, u_j=[-0.0000 0.0000 1.0000], v_g=[-0.0000 0.0000 5.2397] km/s\n", " Wave mode 2: v_p=3.3456 km/s, |v_g|=3.3456 km/s, u_j=[ 0.0000 1.0000 0.0000], v_g=[ 0.0000 0.0000 3.3456] km/s\n", " Wave mode 3: v_p=2.4747 km/s, |v_g|=2.4747 km/s, u_j=[ 1.0000 0.0000 0.0000], v_g=[ 0.0000 0.0000 2.4747] km/s\n" ] } ], "source": [ "nvec = np.array([0.0,1.0,0.0])\n", "phi = np.pi/4.\n", "\n", "mat_gaas2= mat_gaas.copy()\n", "\n", "mat_gaas2.rotate(nvec, phi)\n", "\n", "print(mat_gaas2.elastic_properties())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Observe that the polarisation states indicated by the components of the $\\vec u$ vectors are unchanged: there is a longitudinal mode oriented along $z$ and two shear modes with vibrations in the $x$-y$y$ plane. But the shear modes are no longer degenerate: they have different phase and group speeds." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Things get really interesting if we apply a rotation that is not commenusare with the crytal symmetries: a positive $\\pi/3$ rotation around the $[1,1,1]$ direction:" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Elastic properties of material GaAs_1970_Auld\n", " Density: 5307.000 kg/m^3\n", " Ref. index: 3.3702+0.0000j \n", " Crystal class: Cubic\n", " Stiffness c_IJ:\n", "Voigt tensor GaAs_1970_Auld, stiffness c, unit: GPa. \n", "[[150.6815 37.8593 37.8593 7.9704 -3.9852 -3.9852]\n", " [ 37.8593 150.6815 37.8593 -3.9852 7.9704 -3.9852]\n", " [ 37.8593 37.8593 150.6815 -3.9852 -3.9852 7.9704]\n", " [ 7.9704 -3.9852 -3.9852 43.4593 7.9704 7.9704]\n", " [ -3.9852 7.9704 -3.9852 7.9704 43.4593 7.9704]\n", " [ -3.9852 -3.9852 7.9704 7.9704 7.9704 43.4593]]\n", "\n", " Wave mode 1: v_p=5.3341 km/s, |v_g|=5.3484 km/s, u_j=[-0.0400 -0.0400 0.9984], v_g=[-0.2763 -0.2763 5.3341] km/s\n", " Wave mode 2: v_p=3.1034 km/s, |v_g|=3.3219 km/s, u_j=[ 0.7060 0.7060 0.0565], v_g=[ 0.8378 0.8378 3.1034] km/s\n", " Wave mode 3: v_p=2.5860 km/s, |v_g|=2.6583 km/s, u_j=[-0.7071 0.7071 -0.0000], v_g=[-0.4356 -0.4356 2.5860] km/s\n" ] } ], "source": [ "nvec = np.array([1.0,1.0,1.0])\n", "phi = np.pi/3.\n", "\n", "mat_gaas2= mat_gaas.copy()\n", "\n", "mat_gaas2.rotate(nvec, phi)\n", "\n", "print(mat_gaas2.elastic_properties())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now the phase and group velocities are different and the states are hybrid modes with polarisation vectors pointing along irregular directions. Nevertheless, the first mode is close to longitudinal, the second mode is close to shear, and the third is pure shear." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Dispersion diagrams### \n", "We can obtain a much fuller picture by plotting several bulk dispersion properties as a function of the wavevector in 2D and 3D:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "prefix = 'tmpgaas'\n", "\n", "mat_gaas.plot_bulk_dispersion(prefix)\n", "\n", "display(Image(prefix+'-bulkdisp.png'))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These plots respectively show contours of the *slowness* surface $1/v_p(\\vec \\kappa)$ (top-left), the *phase velocity* surface (top-right), the *ray* or group velocity surface (bottom-left) and the full 3D slowness surface (bottom-right).\n", "\n", "The colours in the first three plots correspond to the component of each wave mode's elastic polarisation along the propagation direction, ie $r=\\hat{\\kappa} \\cdot \\hat{u} = \\hat{z} \\cdot \\hat{u}$. The lines and dots also indicate the polarisation states. It is apparent that the pink coloured mode is close to longitudinal and the blue modes are close to transverse (shear). It turns out that for a given wavevector, the group velocity is *normal* to the slowness surface. Tracing around the outer curve quasi-shear mode in the first plot can help to understand the cusps in the corresponding curve of the group velocity plot.\n", "\n", "These plots are always shown in the $x-z$ plane. To see other cuts, we can rotate the crystal. Here is the case for the material that we rotated previously:" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "prefix = 'tmpgaas2'\n", "\n", "\n", "mat_gaas2.plot_bulk_dispersion(prefix)\n", "\n", "display(Image(prefix+'-bulkdisp.png'))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Special crystal orientations" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Rotations can be specified in several ways.\n", "\n", "As well as the angle and unit vector, the coordinate axes can be named directly, and rotation calls can be made successively\n", "to apply sequences of rotations:" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": { "image/png": { "width": 300 } }, "output_type": "display_data" } ], "source": [ "mat_3 = mat_a.copy()\n", "\n", "mat_3.rotate('x-axis', np.pi/4) # Apply a positive pi/4 rotation around the lab x axis\n", "mat_3.rotate('z', np.pi/5) # Now apply a positive pi/5 rotation around the lab z axis\n", "mat_3.rotate('x-axis', -4*np.pi/3) # Now apply a negative -4pi/3 rotation around the lab x axis\n", "\n", "pref='tmp3'\n", "mat_3.make_crystal_axes_plot(pref)\n", "\n", "display(Image(pref+'-crystal.png', width=300))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To return to the starting configuration, use `reset_orientation()` (or just make a new material from scratch)." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": { "image/png": { "width": 300 } }, "output_type": "display_data" } ], "source": [ "mat_3.reset_orientation()\n", "mat_3.make_crystal_axes_plot(pref)\n", "\n", "display(Image(pref+'-crystal.png', width=300))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some materials define special directions which are commonly desired. For example, a number of materials like lithium niobate can be obtained in *x-cut*, *y-cut* or *z-cut* varieties.\n", "\n", "The appropriate orientations can be applied using the above commands, but it is also possible to define specific rotations in the `.json` file.\n", "\n", "For lithium niobate, which has trigonal symmetry, the default orientation is *x-cut*, with the optical symmetry axis $\\hat{c}_z$ pointing along the $\\hat{z}$ direction.\n", "Selecting the *z-cut* orientation moves the $\\hat{c}_z$ axis to point along $-\\hat{y}$ by applying a $\\pi/2$ rotation around the positive $\\hat{x}$ axis:\n" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "" ] }, "metadata": { "image/png": { "width": 300 } }, "output_type": "display_data" } ], "source": [ "mat_LiNb_x = materials.make_material('LiNbO3aniso_2021_Steel')\n", "pref='tmp_linb'\n", "\n", "mat_LiNb_x.make_crystal_axes_plot(pref+'-xcut')\n", "display(Image(pref+'-xcut-crystal.png', width=300))\n", "\n", "\n", "mat_LiNb_z = mat_LiNb_x.copy()\n", "mat_LiNb_z.set_orientation('z-cut') \n", "\n", "mat_LiNb_z.make_crystal_axes_plot(pref+'-zcut')\n", "display(Image(pref+'-zcut-crystal.png', width=300))\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This difference is reflected in the bulk dispersion properties of the two cases. The 3D plots are identical, but the projections in the $x$-$z$ plane are different. The $z$-cut case shows the full 6-fold symmetry of the hexagonal crystal. The orientation of the $x$-cut case leads to a 4-fold symmetry for propagation in the $x$-$z$ plane." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "mat_LiNb_x.plot_bulk_dispersion(pref+'-xcut', label='LiNbO3 x-cut')\n", "\n", "mat_LiNb_z.plot_bulk_dispersion(pref+'-zcut', label='LiNbO3 z-cut')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bulk dispersion and core-cladding guidance" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A useful application of the bulk dispersion curves is as a tool to predict the guidance properties of two media by comparing their slowness curves.\n", "\n", "Consider the first non-fibre conventional waveguide to show SBS: a chalcogenide ($\\mathrm{As}_2\\mathrm{S}_3$) strip waveguide on a silica substrate. \n", "\n" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Elastic properties of material SiO2_2021_Poulton\n", " Density: 2200.000 kg/m^3\n", " Ref. index: 1.4500+0.0000j \n", " Crystal class: Isotropic\n", " c11: 78.500 GPa\n", " c12: 16.100 GPa\n", " c44: 31.200 GPa\n", " Young's mod E: 73.020 GPa\n", " Poisson ratio: 0.170\n", " Velocity long.: 5973.426 m/s\n", " Velocity shear: 3765.875 m/s \n", "\n", "\n", "Elastic properties of material As2S3_2021_Poulton\n", " Density: 3200.000 kg/m^3\n", " Ref. index: 2.4500+0.0000j \n", " Crystal class: Isotropic\n", " c11: 18.900 GPa\n", " c12: 6.000 GPa\n", " c44: 6.400 GPa\n", " Young's mod E: 15.897 GPa\n", " Poisson ratio: 0.242\n", " Velocity long.: 2430.278 m/s\n", " Velocity shear: 1414.214 m/s\n" ] } ], "source": [ "mat_SiO2 = materials.make_material('SiO2_2021_Poulton')\n", "mat_As2S3 = materials.make_material('As2S3_2021_Poulton')\n", "\n", "print(mat_SiO2.elastic_properties(), '\\n\\n')\n", "\n", "print(mat_As2S3.elastic_properties())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Noting that the chalcogenide refractive index is higher, we are motivated by optical guidance to use it as the core material.\n", "\n", "We then note that both the elastic wave velocities for the chalcogenide are lower than the shear velocity for the silica. Consequently, we can expect\n", "the chalcogenide to form a suitable elastic cladding, which is indeed the case and explains why this system successfully showed SBS in 2012.\n", "\n", "For isotropic materials, this is sufficient investigation, but we can confirm the result by comparing the slowness curves for both materials on one plot:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "materials.compare_bulk_dispersion(mat_SiO2, mat_As2S3, 'comp_sio2_as2s3')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The slowness curves for silica are shown in red/orange, those for the chalcogenide are shown in blue and magenta. Since the latter are entirely contained in the former, the chalcogenide is an elastically slow material and forms an ideal cladding." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now consider the silicon/silica or SOI system." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Elastic properties of material SiO2_2021_Poulton\n", " Density: 2200.000 kg/m^3\n", " Ref. index: 1.4500+0.0000j \n", " Crystal class: Isotropic\n", " c11: 78.500 GPa\n", " c12: 16.100 GPa\n", " c44: 31.200 GPa\n", " Young's mod E: 73.020 GPa\n", " Poisson ratio: 0.170\n", " Velocity long.: 5973.426 m/s\n", " Velocity shear: 3765.875 m/s \n", "\n", "\n", "Elastic properties of material Si_1970_Auld\n", " Density: 2332.000 kg/m^3\n", " Ref. index: 3.5000+0.0000j \n", " Crystal class: Cubic\n", " Stiffness c_IJ:\n", "Voigt tensor Si_1970_Auld, stiffness c, unit: GPa. \n", "[[165.7 79.56 79.56 0. 0. 0. ]\n", " [ 79.56 165.7 79.56 0. 0. 0. ]\n", " [ 79.56 79.56 165.7 0. 0. 0. ]\n", " [ 0. 0. 0. 63.9 0. 0. ]\n", " [ 0. 0. 0. 0. 63.9 0. ]\n", " [ 0. 0. 0. 0. 0. 63.9 ]]\n", "\n", " Wave mode 1: v_p=8.4294 km/s, |v_g|=8.4294 km/s, u_j=[ 0.0000 0.0000 1.0000], v_g=[ 0.0000 0.0000 8.4294] km/s\n", " Wave mode 2: v_p=5.2346 km/s, |v_g|=5.2346 km/s, u_j=[ 1.0000 0.0000 0.0000], v_g=[ 0.0000 0.0000 5.2346] km/s\n", " Wave mode 3: v_p=5.2346 km/s, |v_g|=5.2346 km/s, u_j=[ 0.0000 1.0000 0.0000], v_g=[ 0.0000 0.0000 5.2346] km/s\n" ] } ], "source": [ "mat_SiO2 = materials.make_material('SiO2_2021_Poulton')\n", "mat_Si = materials.make_material('Si_1970_Auld')\n", "\n", "print(mat_SiO2.elastic_properties(), '\\n\\n')\n", "\n", "print(mat_Si.elastic_properties())" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "materials.compare_bulk_dispersion(mat_SiO2, mat_Si, 'comp_sio2_si')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here we see that the slowness curves are interleaved but both families of waves are slower in silica than their corresponding modes in silicon. Consequently, we can't guide both sound and light in a conventional SOI waveguide, and all SBS demonstrations in this class of platform have involved special techniques such as undercut waveguides or pillar structures." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A similar case arises with lithium niobate and silica (and a number of other potential substrates). Lithium niobate and silica form an excellent core-cladding combination for light guidance but the elastic wave situation is as follows:" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "materials.compare_bulk_dispersion(mat_SiO2, mat_LiNb_x, 'comp_sio2_linb_x')\n", "\n", "materials.compare_bulk_dispersion(mat_SiO2, mat_LiNb_z, 'comp_sio2_linb_z')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This material combination fails for both common crystal orientations.\n", "\n", "However, as several groups have realised, while these elastic properties forbid total internal reflection elastic guidance\n", "in a conventional waveguide, and it does not forbid efficient elastic guidance as a Rayleigh-like surface mode." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.3" } }, "nbformat": 4, "nbformat_minor": 2 }