From 0a1c3190e8edef7bd85fab509f2bb21fe489efc6 Mon Sep 17 00:00:00 2001 From: "Marco A. Lopez-Sanchez" Date: Tue, 13 Feb 2024 20:26:23 +0100 Subject: [PATCH] orthotropic_models first implementation of orthotropic models --- src/example_orthotropic.ipynb | 292 ++++++++++++++++++++++++++++++++++ src/orthotropic_models.py | 87 +++++++--- 2 files changed, 361 insertions(+), 18 deletions(-) create mode 100644 src/example_orthotropic.ipynb diff --git a/src/example_orthotropic.ipynb b/src/example_orthotropic.ipynb new file mode 100644 index 0000000..febebee --- /dev/null +++ b/src/example_orthotropic.ipynb @@ -0,0 +1,292 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mineral Elastic Database v.2024.2.01 imported\n" + ] + } + ], + "source": [ + "# import some general scientific Python libraries\n", + "import matplotlib.pyplot as plt\n", + "#from matplotlib import tri\n", + "import numpy as np\n", + "\n", + "# import required PyRockWave modules\n", + "import elastic_database as edb\n", + "import orthotropic_models as om\n", + "import coordinates as c" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\n", + "\n", + "Mineral Name: Forsterite\n", + "Reference Source: https://doi.org/10.1016/j.epsl.2015.06.045\n", + "Crystal System: Orthorhombic\n", + "Pressure (GPa): 0.0\n", + "Temperature (°C): 627\n", + "Density (g/cm3): 3.246\n", + "\n", + "Elastic Tensor (Cij) in GPa:\n", + "[[296.02 38.36 58.15 0. 0. 0. ]\n", + " [ 38.36 179.72 75.03 0. 0. 0. ]\n", + " [ 58.15 75.03 210.01 0. 0. 0. ]\n", + " [ 0. 0. 0. 56.42 0. 0. ]\n", + " [ 0. 0. 0. 0. 71.04 0. ]\n", + " [ 0. 0. 0. 0. 0. 71.01]]\n", + "\n", + "Tensor decomposition (Browaeys & Chevrot approach):\n", + " Isotropy = 73.6 %\n", + " Anisotropy = 26.4 %\n", + "\n", + "Anisotropy indexes:\n", + " Universal Elastic Anisotropy: 0.342\n", + " Kube's Anisotropy Index (proportional): 0.139\n", + "\n", + "Calculated elastic average properties:\n", + "Unit:GPa Bulk_modulus Shear_modulus Poisson_ratio\n", + " Voigt 114.314 73.975 0.234\n", + " Hill 112.838 71.777 0.238\n", + " Reuss 111.361 69.579 0.241\n", + "\n", + "Isotropic seismic properties:\n", + "Unit:km/s Vp Vs Vp/vs\n", + " Voigt 8.100 4.774 1.697\n", + " Hill 8.015 4.702 1.704\n", + " Reuss 7.930 4.630 1.713" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "olivine = edb.forsterite_Mao()\n", + "olivine" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# generate a set of wavevectors\n", + "wavevectors = c.equispaced_S2_grid(n=60000, hemisphere='upper')" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " polar_ang azimuthal_ang Vp\n", + "0 0.000000 0.000000 8.043512\n", + "1 0.028863 0.000000 8.122328\n", + "2 0.029435 3.883222 8.118228\n", + "3 0.029995 1.483259 8.093394\n", + "4 0.030546 5.366481 8.115295\n", + "... ... ... ...\n", + "59995 1.570721 2.080495 8.521190\n", + "59996 1.570738 5.963717 9.542909\n", + "59997 1.570755 3.563754 9.516389\n", + "59998 1.570771 1.163791 8.233013\n", + "59999 1.570788 5.047013 8.027458\n", + "\n", + "[60000 rows x 3 columns]" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model = om.orthotropic_azimuthal_anisotropy(olivine, wavevectors)\n", + "\n", + "model" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(subplot_kw={'projection': 'polar'}, constrained_layout=True)\n", + "\n", + "ax.set_theta_direction(-1)\n", + "ax.set_xticks(np.arange(0, 2*np.pi, np.pi/4))\n", + "ax.set_xticklabels(['a', '45', '-c', '45', '-a', '45', 'c', '45'], fontsize=14)\n", + "ax.set_yticks([])\n", + "ax.set_title('orthotropic anisotropy model', fontsize=20)\n", + "\n", + "cm = ax.scatter(model['azimuthal_ang'],\n", + " model['polar_ang'],\n", + " c=model['Vp'],\n", + " s=15,\n", + " cmap='Spectral_r')\n", + "\n", + "# add color bar\n", + "cbar = fig.colorbar(cm, ax=ax, shrink=0.7, location='right')\n", + "cbar.set_label('Vp (km/s)', fontsize=20)\n", + "cbar.ax.tick_params(labelsize=16)\n", + "\n", + "# rough contour (artifact, see https://github.com/matplotlib/matplotlib/issues/19492)\n", + "cs = ax.tricontour(model['azimuthal_ang'],\n", + " model['polar_ang'],\n", + " model['Vp'],\n", + " levels=2,\n", + " linestyles=\"solid\", colors=\"k\", linewidths=2.0)\n", + "_ =ax.clabel(cs, cs.levels, inline=True, fontsize=10)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "main", + "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": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/src/orthotropic_models.py b/src/orthotropic_models.py index 1c6e64d..392de69 100644 --- a/src/orthotropic_models.py +++ b/src/orthotropic_models.py @@ -34,7 +34,7 @@ # Function definitions def Tsvankin_params(cij: np.ndarray, density: float): - """Estimate the Tsvankin paramenters for + """Estimate the Tsvankin parameters for weak azimuthal orthotropic anisotropy. Parameters @@ -47,33 +47,72 @@ def Tsvankin_params(cij: np.ndarray, density: float): Returns ------- - [float, float, (float, float, float, float, float, float, float)] - Tuple/List containing Vp0, Vs0, epsilon, delta, and gamma. + [float, float, float, float, float, float, float, float, float] + List containing Vp0, Vs0, epsilon, delta, and gamma. """ # unpack some elastic constants for readibility c11, c22, c33, c44, c55, c66 = np.diag(cij) c12, c13, c23 = cij[0, 1], cij[0, 2], cij[1, 2] - # estimate polar speeds + # estimate the vertically propagating speeds Vp0 = np.sqrt(c33 / density) Vs0 = np.sqrt(c55 / density) # estimate Tsvankin dimensionless parameters + # VTI parameters in the YZ plane epsilon1 = (c22 - c33) / (2 * c33) delta1 = ((c23 + c44)**2 - (c33 - c44)**2) / (2*c33 * (c33 - c44)) gamma1 = (c66 - c55) / (2 * c55) + # VTI parameters in the XZ plane epsilon2 = (c11 - c33) / (2 * c33) delta2 = ((c13 + c55)**2 - (c33 - c55)**2) / (2*c33 * (c33 - c55)) gamma2 = (c66 - c44) / (2 * c44) + # VTI parameter in the XZ plane delta3 = (c12 + c66)**2 - (c11 - c66)**2 / (2*c11 * (c11 - c66)) - return Vp0, Vs0, (epsilon1, delta1, gamma1, epsilon2, delta2, gamma2, delta3) + return Vp0, Vs0, epsilon1, delta1, gamma1, epsilon2, delta2, gamma2, delta3 + + +def HaoStovas_params(cij: np.ndarray, density: float): + """Estimate the Hao and Stovas (2016) parameters modified + from Alkhalifah (2003) for azimuthal orthotropic anisotropy. + + Parameters + ---------- + cij : numpy.ndarray + The elastic stiffness tensor of the material + in GPa. + density : float + The density of the material in g/cm3. + + Returns + ------- + [float, float, float, float, float, float] + TList containing the parameters + """ + + # unpack some elastic constants for readibility + c11, c22, c33, c44, c55, c66 = np.diag(cij) + c12, c13, c23 = cij[0, 1], cij[0, 2], cij[1, 2] + + # estimate the vertically propagating P-speed + Vp0 = np.sqrt(c33 / density) + + # estimate Hao-Stovas-Alkhalifah dimensionless parameters + epsilon1 = np.sqrt((c22*(c33 - c44)) / (c23**2 + 2*c23*c44 + c33*c44)) + epsilon2 = np.sqrt((c11*(c33 - c55)) / (c13**2 + 2*c13*c55 + c33*c55)) + epsilon3 = np.sqrt((c22*(c11 - c66)) / (c12**2 + 2*c12*c66 + c11*c66)) + r1 = (c23**2 + 2*c23*c44 + c33*c44) / (c33*(c33 - c44)) + r2 = (c13**2 + 2*c13*c55 + c33*c55) / (c33*(c33 - c55)) + + return Vp0, epsilon1, epsilon2, epsilon3, r1, r2 def orthotropic_azimuthal_anisotropy(elastic, wavevectors): """The simplest realistic case of azimuthal anisotropy is that of orthorhombic anisotropy (a.k.a. orthotropic). + See https://doi.org/10.3389/feart.2023.1261033 Parameters ---------- @@ -93,25 +132,37 @@ def orthotropic_azimuthal_anisotropy(elastic, wavevectors): # extract azimuths and polar angles azimuths, polar = wavevectors - # get Tsvankin parameters - Vp0, Vs0, *params = Tsvankin_params(elastic.Cij, elastic.density) - epsilon1, delta1, gamma1, epsilon2, delta2, gamma2, delta3 = params + # get Hao and Stovas parameters + Vp0, ε1, ε2, ε3, r1, r2 = HaoStovas_params(elastic.Cij, elastic.density) + + # estimate α(φ) and β(φ) + alphaPhi = _calc_alphaPhi(azimuths, ε1, ε2, ε3, r1, r2) + betaPhi = r1 * np.sin(azimuths)**2 + r2 * np.cos(azimuths)**2 - alphaPhi - # estimate phase wavespeeds as a function of propagation polar angle - sin_theta = np.sin(polar) - cos_theta = np.cos(polar) - Vp = Vp0 * (1 + delta2 * sin_theta**2 * cos_theta**2 + epsilon2 * sin_theta**4) - # TODO - # Vsv = Vs0 * (1 + (Vp0 / Vs0)**2 * (epsilon - delta) * sin_theta**2 * cos_theta**2) - # Vsh = Vs0 * (1 + gamma * sin_theta**2) + # estimate phase wavespeeds as a function of propagation + # polar (θ) and azimuth (φ) angles + Vp = np.sqrt( + 0.5 * Vp0**2 * (np.cos(polar)**2 + alphaPhi * np.sin(polar)**2) + + 0.5 * Vp0**2 * np.sqrt((np.cos(polar)**2 + alphaPhi * np.sin(polar))**2 + + (4 * betaPhi * np.cos(polar)**2 * np.sin(polar**2))) + ) # reshape and store arrays data = {'polar_ang': polar, 'azimuthal_ang': azimuths, - 'Vp': Vp, - 'Vsv': Vsv, - 'Vsh': Vsh} + 'Vp': Vp + } return pd.DataFrame(data) + +def _calc_alphaPhi(azimuths, ε1, ε2, ε3, r1, r2): + first_term = 0.5 * ((r2 * ε2**2 * np.cos(azimuths)**2) + (r1 * ε1**2 * np.sin(azimuths)**2)) + a = (r2 * ε2**2 * np.cos(azimuths)**2) + (r1 * ε1**2 * np.sin(azimuths)**2) + b = (1/ε3**2) * r1 * r2 * ε1**2 * ε2**2 * np.sin(2*azimuths)**2 + second_term = 0.5 * np.sqrt(a**2 + b) + + return first_term + second_term + + # End of file