{ "cells": [ { "cell_type": "markdown", "id": "ed553aa6-80ab-40fc-b149-a9385460a5bb", "metadata": {}, "source": [ "# Regularity conditions for tensor components in polar coordinates" ] }, { "cell_type": "code", "execution_count": 1, "id": "ac21c3b8-3d09-42ef-8c7b-7d8e07332bc6", "metadata": {}, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload 2\n", "\n", "import numpy as np\n", "import sympy as sp\n", "import matplotlib.pyplot as plt\n", "import plotting_utils as plottings\n", "from IPython.display import display" ] }, { "cell_type": "markdown", "id": "9d9abca3-e797-4712-8766-d2df456aa989", "metadata": {}, "source": [ "Utilities for symbolic manipulation" ] }, { "cell_type": "code", "execution_count": 2, "id": "5bb7069f-f39a-4a13-aeda-8f063cd0500c", "metadata": {}, "outputs": [], "source": [ "s = sp.Symbol(\"s\")\n", "p = sp.Symbol(r\"\\phi\")\n", "x = sp.Symbol(\"x\")\n", "y = sp.Symbol(\"y\")\n", "\n", "A = sp.Symbol(\"A\")\n", "A_x = sp.Symbol(\"A_x\")\n", "A_y = sp.Symbol(\"A_y\")\n", "A_s = sp.Symbol(\"A_s\")\n", "A_p = sp.Symbol(r\"A_{\\phi}\")\n", "A_xx = sp.Symbol(\"A_{xx}\")\n", "A_xy = sp.Symbol(\"A_{xy}\")\n", "A_yx = sp.Symbol(\"A_{yx}\")\n", "A_yy = sp.Symbol(\"A_{yy}\")\n", "A_ss = sp.Symbol(\"A_{ss}\")\n", "A_sp = sp.Symbol(r\"A_{s\\phi}\")\n", "A_ps = sp.Symbol(r\"A_{\\phi s}\")\n", "A_pp = sp.Symbol(r\"A_{\\phi\\phi}\")\n", "\n", "\n", "cart2polar_map = {\n", " x: s*sp.cos(p),\n", " y: s*sp.sin(p)\n", "}\n", "\n", "polar2cart_map = {\n", " s: sp.sqrt(x**2 + y**2),\n", " sp.exp(+sp.I*p): (x + sp.I*y)/sp.sqrt(x**2 + y**2),\n", " sp.exp(-sp.I*p): (x - sp.I*y)/sp.sqrt(x**2 + y**2)\n", "}" ] }, { "cell_type": "markdown", "id": "577f36db-4053-442e-9eb4-f85645887e7c", "metadata": {}, "source": [ "---\n", "## Scalar\n", "\n", "The regularity condition for scalar (Lewis and Bellan [1990](https://doi.org/10.1063/1.529009)):\n", "$$\n", "A = \\sum_{m=-\\infty}^{+\\infty} s^{|m|} p(s^2) e^{im\\phi}\n", "$$\n", "\n", "### Example: a singular scalar field showing necessity of the conditions\n", "\n", "The following field (containing only $|m|=1$)" ] }, { "cell_type": "code", "execution_count": 3, "id": "d4f03233-d342-4be1-ace1-9460c30e7f21", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A = \\cos{\\left(\\phi \\right)}$" ], "text/plain": [ "Eq(A, cos(\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A = \\frac{e^{i \\phi}}{2} + \\frac{e^{- i \\phi}}{2}$" ], "text/plain": [ "Eq(A, exp(I*\\phi)/2 + exp(-I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_val = sp.cos(p)\n", "display(sp.Eq(A, A_val))\n", "display(sp.Eq(A, A_val.rewrite(sp.exp)))" ] }, { "cell_type": "markdown", "id": "dedd3e1b-eb78-481b-b1b0-878514eb665a", "metadata": {}, "source": [ "does not have the leading order behaviour $s^1$ required.\n", "\n", "As we convert it to Cartesian coordinates, it takes the following form in Cartesian coordinates" ] }, { "cell_type": "code", "execution_count": 4, "id": "3f002019-a79e-407b-b1c1-e3a353945ff0", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A = \\frac{x}{\\sqrt{x^{2} + y^{2}}}$" ], "text/plain": [ "Eq(A, x/sqrt(x**2 + y**2))" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sp.Eq(A, A_val.rewrite(sp.exp).subs(polar2cart_map).simplify())" ] }, { "cell_type": "markdown", "id": "218befec-dea9-49dd-9098-e838b0dbe1a4", "metadata": {}, "source": [ "The field is thus singular, even discontinous at the origin.\n", "\n", "The visualization of the field is as follows" ] }, { "cell_type": "code", "execution_count": 5, "id": "f03e55ee-66d4-47e6-ba6d-1e6392209840", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 446.4x360 with 2 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "A_numerical = sp.lambdify((s, p), A_val)\n", "fig, ax = plottings.polar_singularity_scalar(sfunc=A_numerical)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "7b771758-4fca-4881-90b3-0b341e25892a", "metadata": {}, "source": [ "### Example: confirmation of the conditions\n", "\n", "Now we simplify modify the field by adding a $s^1$ prefactor" ] }, { "cell_type": "code", "execution_count": 6, "id": "9f1881e6-eaa0-4929-9ed0-498c749e769f", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A = s \\cos{\\left(\\phi \\right)}$" ], "text/plain": [ "Eq(A, s*cos(\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A = \\frac{s e^{i \\phi}}{2} + \\frac{s e^{- i \\phi}}{2}$" ], "text/plain": [ "Eq(A, s*exp(I*\\phi)/2 + s*exp(-I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_val = s*sp.cos(p)\n", "display(sp.Eq(A, A_val))\n", "display(sp.Eq(A, A_val.rewrite(sp.exp).expand()))" ] }, { "cell_type": "markdown", "id": "df94eb4a-ff23-4421-aa99-5404e5a778d3", "metadata": {}, "source": [ "As we convert it to Cartesian coordinates, it takes the following form in Cartesian coordinates" ] }, { "cell_type": "code", "execution_count": 7, "id": "0a6f7d24-d484-4619-9447-c5867d8456cc", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A = x$" ], "text/plain": [ "Eq(A, x)" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sp.Eq(A, A_val.rewrite(sp.exp).subs(polar2cart_map).simplify())" ] }, { "cell_type": "markdown", "id": "bb9ac46b-8541-41bd-b9d7-9d029e8ac5da", "metadata": {}, "source": [ "The field is thus regular:" ] }, { "cell_type": "code", "execution_count": 8, "id": "e810127f-2368-4046-bba7-7ef8a817335f", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 446.4x360 with 2 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "A_numerical = sp.lambdify((s, p), A_val)\n", "fig, ax = plottings.polar_singularity_scalar(sfunc=A_numerical)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "1825d6de-a92c-4b43-9db2-8ebac3020e36", "metadata": {}, "source": [ "---\n", "## Vector\n", "\n", "The regularity condition for vector (Lewis and Bellan [1990](https://doi.org/10.1063/1.529009)):\n", "$$\n", "\\begin{aligned}\n", "A_s &= sp(s^2) + \\sum_{m\\neq 0} \\left(\\lambda_m s^{|m|-1} + s^{|m|+1}p(s^2)\\right) e^{im\\phi},\\\\\n", "A_\\phi &= sp(s^2) + \\sum_{m\\neq 0} \\left(i\\mathrm{sgn}(m)\\lambda_m s^{|m|-1} + s^{|m|+1}p(s^2)\\right) e^{im\\phi}\n", "\\end{aligned}\n", "$$" ] }, { "cell_type": "code", "execution_count": 9, "id": "10539753-6063-43c2-b295-35cfa3591fe8", "metadata": {}, "outputs": [], "source": [ "def rotate_polar2cart_vec(F_s, F_p):\n", " return F_s*sp.cos(p) - F_p*sp.sin(p), F_s*sp.sin(p) + F_p*sp.cos(p)" ] }, { "cell_type": "markdown", "id": "f041f3a8-a3aa-45af-8fe5-29737f1a134b", "metadata": {}, "source": [ "### (Counter)Example: Lewis-Bellan relations are not necessary for one component to be regular\n", "\n", "Consider the following vector field" ] }, { "cell_type": "code", "execution_count": 10, "id": "42615de8-05aa-49f3-b371-1ca2668ea046", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{s} = \\frac{1 - \\cos{\\left(2 \\phi \\right)}}{s}$" ], "text/plain": [ "Eq(A_s, (1 - cos(2*\\phi))/s)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi} = \\frac{\\sin{\\left(2 \\phi \\right)}}{s}$" ], "text/plain": [ "Eq(A_{\\phi}, sin(2*\\phi)/s)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s} = - \\frac{e^{2 i \\phi}}{2 s} + \\frac{1}{s} - \\frac{e^{- 2 i \\phi}}{2 s}$" ], "text/plain": [ "Eq(A_s, -exp(2*I*\\phi)/(2*s) + 1/s - exp(-2*I*\\phi)/(2*s))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi} = - \\frac{i e^{2 i \\phi}}{2 s} + \\frac{i e^{- 2 i \\phi}}{2 s}$" ], "text/plain": [ "Eq(A_{\\phi}, -I*exp(2*I*\\phi)/(2*s) + I*exp(-2*I*\\phi)/(2*s))" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_s_val = (1 - sp.cos(2*p))/s\n", "A_p_val = sp.sin(2*p)/s\n", "A_s_exp = A_s_val.rewrite(sp.exp).expand()\n", "A_p_exp = A_p_val.rewrite(sp.exp).expand()\n", "display(sp.Eq(A_s, A_s_val))\n", "display(sp.Eq(A_p, A_p_val))\n", "display(sp.Eq(A_s, A_s_exp))\n", "display(sp.Eq(A_p, A_p_exp))" ] }, { "cell_type": "markdown", "id": "ab8e53a3-51d6-4a5a-b2e1-51c2252ae824", "metadata": {}, "source": [ "which does not fulfill the Lewis-Bellan relations at all (even the Fourier coefficients are singular!).\n", "\n", "Nevertheless, as we convert it to Cartesian coordinates, it takes the following form in Cartesian coordinates" ] }, { "cell_type": "code", "execution_count": 11, "id": "27cc6be1-fdd2-43dc-b400-130c5f802f45", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{x} = 0$" ], "text/plain": [ "Eq(A_x, 0)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{y} = \\frac{2 y}{x^{2} + y^{2}}$" ], "text/plain": [ "Eq(A_y, 2*y/(x**2 + y**2))" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_x_val, A_y_val = rotate_polar2cart_vec(A_s_exp, A_p_exp)\n", "display(sp.Eq(A_x, A_x_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_y, A_y_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))" ] }, { "cell_type": "markdown", "id": "dc123fb8-58ab-4bd0-82df-a6ab05fd96a2", "metadata": {}, "source": [ "The field is of course singular, even blows up at the origin for $A_y$, but the $A_x$ component is however perfectly regular. Therefore, Lewis and Bellan shouldn't have jumped to their conclusion by deriving only the $A_x$ component (eq. 14 in their paper)." ] }, { "cell_type": "code", "execution_count": 12, "id": "703d08b1-8572-4fc1-b426-1f7702c776f4", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 864x360 with 3 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "A_s_numerical = sp.lambdify((s, p), A_s_val)\n", "A_p_numerical = sp.lambdify((s, p), A_p_val)\n", "fig, ax = plottings.polar_singularity_vector(vfunc_s=A_s_numerical, vfunc_p=A_p_numerical)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "86ee8f5d-e51d-4c7b-83f0-4b54ade7afef", "metadata": {}, "source": [ "### Example: a singular vector field showing necessity of the conditions\n", "\n", "We look at a field whose Fourier coefficients have the correct prefactor in $s$, but have the wrong configuration of coefficients" ] }, { "cell_type": "code", "execution_count": 13, "id": "f56ab142-9d19-41bd-bc16-536db3c69505", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{s} = \\cos{\\left(\\phi \\right)}$" ], "text/plain": [ "Eq(A_s, cos(\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi} = \\sin{\\left(\\phi \\right)}$" ], "text/plain": [ "Eq(A_{\\phi}, sin(\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s} = \\frac{e^{i \\phi}}{2} + \\frac{e^{- i \\phi}}{2}$" ], "text/plain": [ "Eq(A_s, exp(I*\\phi)/2 + exp(-I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi} = - \\frac{i e^{i \\phi}}{2} + \\frac{i e^{- i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{\\phi}, -I*exp(I*\\phi)/2 + I*exp(-I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_s_val = sp.cos(p)\n", "A_p_val = sp.sin(p)\n", "A_s_exp = A_s_val.rewrite(sp.exp).expand()\n", "A_p_exp = A_p_val.rewrite(sp.exp).expand()\n", "display(sp.Eq(A_s, A_s_val))\n", "display(sp.Eq(A_p, A_p_val))\n", "display(sp.Eq(A_s, A_s_exp))\n", "display(sp.Eq(A_p, A_p_exp))" ] }, { "cell_type": "markdown", "id": "d73799e0-37e4-40e4-ae4e-bbfc0edbdcd8", "metadata": {}, "source": [ "As we convert it to Cartesian coordinates, it takes the following form in Cartesian coordinates" ] }, { "cell_type": "code", "execution_count": 14, "id": "f02d4eed-acb4-4a63-8b12-22367c0f93b9", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{x} = \\frac{x^{2} - y^{2}}{x^{2} + y^{2}}$" ], "text/plain": [ "Eq(A_x, (x**2 - y**2)/(x**2 + y**2))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{y} = \\frac{2 x y}{x^{2} + y^{2}}$" ], "text/plain": [ "Eq(A_y, 2*x*y/(x**2 + y**2))" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_x_val, A_y_val = rotate_polar2cart_vec(A_s_exp, A_p_exp)\n", "display(sp.Eq(A_x, A_x_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_y, A_y_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))" ] }, { "cell_type": "markdown", "id": "a6e83884-e464-45ee-8565-e9fe8d0f6674", "metadata": {}, "source": [ "The field is singular and discontinous at the origin:" ] }, { "cell_type": "code", "execution_count": 15, "id": "19e85017-5499-4bbd-969f-91f6418d19f4", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 864x360 with 3 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "A_s_numerical = sp.lambdify((s, p), A_s_val)\n", "A_p_numerical = sp.lambdify((s, p), A_p_val)\n", "fig, ax = plottings.polar_singularity_vector(vfunc_s=A_s_numerical, vfunc_p=A_p_numerical)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "d170affc-c473-4718-b050-2a877abc24a9", "metadata": {}, "source": [ "### Example: confirmation of the conditions\n", "\n", "Now we simply change the sign of $A_\\phi$ so that the Fourier coefficients are indeed $i\\mathrm{sgn}(m)$ of the $A_s$ coefficients at the lowest order" ] }, { "cell_type": "code", "execution_count": 16, "id": "e612f293-2120-4f7d-932c-15e4cadefbf9", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{s} = \\cos{\\left(\\phi \\right)}$" ], "text/plain": [ "Eq(A_s, cos(\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi} = - \\sin{\\left(\\phi \\right)}$" ], "text/plain": [ "Eq(A_{\\phi}, -sin(\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s} = \\frac{e^{i \\phi}}{2} + \\frac{e^{- i \\phi}}{2}$" ], "text/plain": [ "Eq(A_s, exp(I*\\phi)/2 + exp(-I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi} = \\frac{i e^{i \\phi}}{2} - \\frac{i e^{- i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{\\phi}, I*exp(I*\\phi)/2 - I*exp(-I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_s_val = sp.cos(p)\n", "A_p_val = -sp.sin(p)\n", "A_s_exp = A_s_val.rewrite(sp.exp).expand()\n", "A_p_exp = A_p_val.rewrite(sp.exp).expand()\n", "display(sp.Eq(A_s, A_s_val))\n", "display(sp.Eq(A_p, A_p_val))\n", "display(sp.Eq(A_s, A_s_exp))\n", "display(sp.Eq(A_p, A_p_exp))" ] }, { "cell_type": "markdown", "id": "ad965057-6fa1-42b1-afdd-d3afa4536a5e", "metadata": {}, "source": [ "The field components are perfectly regular in Cartesian coordinates" ] }, { "cell_type": "code", "execution_count": 17, "id": "02beff55-36c0-42b4-8fbb-d201983a62b7", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{x} = 1$" ], "text/plain": [ "Eq(A_x, 1)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{y} = 0$" ], "text/plain": [ "Eq(A_y, 0)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_x_val, A_y_val = rotate_polar2cart_vec(A_s_exp, A_p_exp)\n", "display(sp.Eq(A_x, A_x_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_y, A_y_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))" ] }, { "cell_type": "code", "execution_count": 18, "id": "8bbdbd1a-d43f-4000-b4f1-f52dd1aaeb90", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 864x360 with 3 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "A_s_numerical = sp.lambdify((s, p), A_s_val)\n", "A_p_numerical = sp.lambdify((s, p), A_p_val)\n", "fig, ax = plottings.polar_singularity_vector(vfunc_s=A_s_numerical, vfunc_p=A_p_numerical)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "bec7d8d6-da14-44f2-8ebc-53d616985aa4", "metadata": {}, "source": [ "---\n", "## Rank-2 tensor\n", "\n", "Holdenried-Chernoff ([2021](https://www.research-collection.ethz.ch/handle/20.500.11850/509840)) derives the following,\n", "$$\n", "A_{ij} = \\left[A_{ij}^{00} + O(s^2)\\right] + \\sum_{|m|=1} \\left[A_{ij}^{m0} s + O(s^3)\\right] e^{im\\phi} + \\sum_{|m|\\geq 2} \\left[A_{ij}^{m0} s^{|m|-2} + A_{ij}^{m1} s^{|m|} + O(s^{|m|+2})\\right] e^{im\\phi}\n", "$$\n", "where the following relations apply\n", "$$\n", "m = 0: \n", "\\left\\{\\begin{aligned}\n", " &A_{ss}^{00} = A_{\\phi\\phi}^{00} \\\\ \n", " &A_{s\\phi}^{00} = -A_{\\phi s}^{00}\n", "\\end{aligned}\\right.,\\qquad \n", "|m| \\geq 2:\n", "\\left\\{\\begin{aligned}\n", "&A_{ss}^{m0} = - A_{\\phi\\phi}^{m0}\\\\\n", "&A_{s\\phi}^{m0} = A_{\\phi s}^{m0} \\\\ \n", "&A_{s\\phi}^{m0} = i \\mathrm{sgn}(m) A_{ss}^{m0}\n", "\\end{aligned}\\right.\n", "$$\n", "\n", "I show that these relations are not exhaustive, and two other conditions are required to make the conditions sufficient. The complete relations are\n", "$$\n", "m = 0: \n", "\\left\\{\\begin{aligned}\n", " &A_{ss}^{00} = A_{\\phi\\phi}^{00} \\\\ \n", " &A_{s\\phi}^{00} = -A_{\\phi s}^{00}\n", "\\end{aligned}\\right.,\\qquad \n", "|m| = 1: \n", "A_{s\\phi}^{m0} + A_{\\phi s}^{m0} = i\\mathrm{sgn}(m) \\left(A_{ss}^{m0} - A_{\\phi\\phi}^{m0}\\right),\\qquad\n", "|m| \\geq 2:\n", "\\left\\{\\begin{aligned}\n", "&A_{ss}^{m0} = - A_{\\phi\\phi}^{m0}\\\\\n", "&A_{s\\phi}^{m0} = A_{\\phi s}^{m0} \\\\ \n", "&A_{s\\phi}^{m0} = i \\mathrm{sgn}(m) A_{ss}^{m0} \\\\ \n", "&A_{s\\phi}^{m1} + A_{\\phi s}^{m1} = i\\mathrm{sgn}(m)\\left(A_{ss}^{m1} - A_{\\phi\\phi}^{m1}\\right)\n", "\\end{aligned}\\right.\n", "$$" ] }, { "cell_type": "code", "execution_count": 19, "id": "9c51a5bb-4541-4089-8813-5e034f3afc85", "metadata": {}, "outputs": [], "source": [ "def rotate_polar2cart_tensor2(F_ss, F_sp, F_ps, F_pp):\n", " F_xx = sp.cos(p)**2*F_ss + sp.sin(p)**2*F_pp - sp.sin(p)*sp.cos(p)*(F_sp + F_ps)\n", " F_yy = sp.sin(p)**2*F_ss + sp.cos(p)**2*F_pp + sp.sin(p)*sp.cos(p)*(F_sp + F_ps)\n", " F_xy = sp.sin(p)*sp.cos(p)*(F_ss - F_pp) + sp.cos(p)**2*F_sp - sp.sin(p)**2*F_ps\n", " F_yx = sp.sin(p)*sp.cos(p)*(F_ss - F_pp) + sp.cos(p)**2*F_ps - sp.sin(p)**2*F_sp\n", " return F_xx, F_xy, F_yx, F_yy" ] }, { "cell_type": "markdown", "id": "cf74f541-9a94-40d8-aa80-c5073b7beac0", "metadata": {}, "source": [ "### Example: a singular field showing necessity of the |m|=1 condition\n", "\n", "The old conditions involve no additional requirements at $|m|=1$. To test if the new condition is really necessary, let us look at a field" ] }, { "cell_type": "code", "execution_count": 20, "id": "b5e5b0d3-7e6f-4ff6-8e7b-f4c6fd576787", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{ss} = s \\cos{\\left(\\phi \\right)}$" ], "text/plain": [ "Eq(A_{ss}, s*cos(\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s\\phi} = \\frac{s \\cos{\\left(\\phi \\right)}}{2}$" ], "text/plain": [ "Eq(A_{s\\phi}, s*cos(\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi s} = \\frac{s \\cos{\\left(\\phi \\right)}}{2}$" ], "text/plain": [ "Eq(A_{\\phi s}, s*cos(\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi\\phi} = 0$" ], "text/plain": [ "Eq(A_{\\phi\\phi}, 0)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{ss} = \\frac{s e^{i \\phi}}{2} + \\frac{s e^{- i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{ss}, s*exp(I*\\phi)/2 + s*exp(-I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s\\phi} = \\frac{s e^{i \\phi}}{4} + \\frac{s e^{- i \\phi}}{4}$" ], "text/plain": [ "Eq(A_{s\\phi}, s*exp(I*\\phi)/4 + s*exp(-I*\\phi)/4)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi s} = \\frac{s e^{i \\phi}}{4} + \\frac{s e^{- i \\phi}}{4}$" ], "text/plain": [ "Eq(A_{\\phi s}, s*exp(I*\\phi)/4 + s*exp(-I*\\phi)/4)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi\\phi} = 0$" ], "text/plain": [ "Eq(A_{\\phi\\phi}, 0)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_ss_val = s*sp.cos(p)\n", "A_pp_val = sp.S.Zero\n", "A_sp_val = A_ps_val = s*sp.cos(p)/2\n", "display(sp.Eq(A_ss, A_ss_val))\n", "display(sp.Eq(A_sp, A_sp_val))\n", "display(sp.Eq(A_ps, A_ps_val))\n", "display(sp.Eq(A_pp, A_pp_val))\n", "\n", "A_ss_exp = A_ss_val.rewrite(sp.exp).expand()\n", "A_sp_exp = A_sp_val.rewrite(sp.exp).expand()\n", "A_ps_exp = A_ps_val.rewrite(sp.exp).expand()\n", "A_pp_exp = A_pp_val.rewrite(sp.exp).expand()\n", "display(sp.Eq(A_ss, A_ss_exp))\n", "display(sp.Eq(A_sp, A_sp_exp))\n", "display(sp.Eq(A_ps, A_ps_exp))\n", "display(sp.Eq(A_pp, A_pp_exp))" ] }, { "cell_type": "markdown", "id": "e36d4e8f-17a5-4a85-960d-71d0aa4bb389", "metadata": {}, "source": [ "This field does have all the correct prefactors $s^1$ at $|m|=1$, but $A_{s\\phi}^{m0} + A_{\\phi s}^{m0} \\neq i \\mathrm{sgn}(m) (A_{ss}^{m0} - A_{\\phi\\phi}^{m0})$. As we convert it to Cartesian coordinates, it takes the following form in Cartesian coordinates" ] }, { "cell_type": "code", "execution_count": 21, "id": "8d5b295f-be65-463b-9cd7-833e67276c0d", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{xx} = \\frac{x^{2} \\left(x - y\\right)}{x^{2} + y^{2}}$" ], "text/plain": [ "Eq(A_{xx}, x**2*(x - y)/(x**2 + y**2))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{xy} = \\frac{x \\left(x^{2} + 2 x y - y^{2}\\right)}{2 \\left(x^{2} + y^{2}\\right)}$" ], "text/plain": [ "Eq(A_{xy}, x*(x**2 + 2*x*y - y**2)/(2*(x**2 + y**2)))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{yx} = \\frac{x \\left(x^{2} + 2 x y - y^{2}\\right)}{2 \\left(x^{2} + y^{2}\\right)}$" ], "text/plain": [ "Eq(A_{yx}, x*(x**2 + 2*x*y - y**2)/(2*(x**2 + y**2)))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{yy} = \\frac{x y \\left(x + y\\right)}{x^{2} + y^{2}}$" ], "text/plain": [ "Eq(A_{yy}, x*y*(x + y)/(x**2 + y**2))" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_xx_val, A_xy_val, A_yx_val, A_yy_val = rotate_polar2cart_tensor2(A_ss_exp, A_sp_exp, A_ps_exp, A_pp_exp)\n", "display(sp.Eq(A_xx, A_xx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_xy, A_xy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_yx, A_yx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_yy, A_yy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))" ] }, { "cell_type": "markdown", "id": "d299be04-6374-4276-8279-c05bccd4f8a6", "metadata": {}, "source": [ "Different from previous examples, this field is not only bounded, but also at least continuous. However, its derivative is undefined at the origin.\n", "\n", "The whole function is not continuously differentiable, so it is still singular." ] }, { "cell_type": "code", "execution_count": 22, "id": "f69a6738-873e-49a1-b1b0-d804105fd8d7", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 792x720 with 5 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "A_ss_numerical = sp.lambdify((s, p), A_ss_val)\n", "A_sp_numerical = sp.lambdify((s, p), A_sp_val)\n", "A_ps_numerical = sp.lambdify((s, p), A_ps_val)\n", "A_pp_numerical = sp.lambdify((s, p), A_pp_val)\n", "fig, ax = plottings.polar_singularity_rank2tensor(\n", " tfunc_ss=A_ss_numerical, tfunc_sp=A_sp_numerical,\n", " tfunc_ps=A_ps_numerical, tfunc_pp=A_pp_numerical\n", ")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "a672ca7b-a65c-4f2b-a14b-36793951e5ab", "metadata": {}, "source": [ "### Example: confirmation of the |m|=1 condition\n", "\n", "Now we change slightly the $A_{ss}$ component from $\\cos$ to $\\sin$:" ] }, { "cell_type": "code", "execution_count": 23, "id": "07bdd32c-0b15-4706-a1e2-724fab956658", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{ss} = s \\sin{\\left(\\phi \\right)}$" ], "text/plain": [ "Eq(A_{ss}, s*sin(\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s\\phi} = \\frac{s \\cos{\\left(\\phi \\right)}}{2}$" ], "text/plain": [ "Eq(A_{s\\phi}, s*cos(\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi s} = \\frac{s \\cos{\\left(\\phi \\right)}}{2}$" ], "text/plain": [ "Eq(A_{\\phi s}, s*cos(\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi\\phi} = 0$" ], "text/plain": [ "Eq(A_{\\phi\\phi}, 0)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{ss} = - \\frac{i s e^{i \\phi}}{2} + \\frac{i s e^{- i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{ss}, -I*s*exp(I*\\phi)/2 + I*s*exp(-I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s\\phi} = \\frac{s e^{i \\phi}}{4} + \\frac{s e^{- i \\phi}}{4}$" ], "text/plain": [ "Eq(A_{s\\phi}, s*exp(I*\\phi)/4 + s*exp(-I*\\phi)/4)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi s} = \\frac{s e^{i \\phi}}{4} + \\frac{s e^{- i \\phi}}{4}$" ], "text/plain": [ "Eq(A_{\\phi s}, s*exp(I*\\phi)/4 + s*exp(-I*\\phi)/4)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi\\phi} = 0$" ], "text/plain": [ "Eq(A_{\\phi\\phi}, 0)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_ss_val = s*sp.sin(p)\n", "A_pp_val = sp.S.Zero\n", "A_sp_val = A_ps_val = s*sp.cos(p)/2\n", "display(sp.Eq(A_ss, A_ss_val))\n", "display(sp.Eq(A_sp, A_sp_val))\n", "display(sp.Eq(A_ps, A_ps_val))\n", "display(sp.Eq(A_pp, A_pp_val))\n", "\n", "A_ss_exp = A_ss_val.rewrite(sp.exp).expand()\n", "A_sp_exp = A_sp_val.rewrite(sp.exp).expand()\n", "A_ps_exp = A_ps_val.rewrite(sp.exp).expand()\n", "A_pp_exp = A_pp_val.rewrite(sp.exp).expand()\n", "display(sp.Eq(A_ss, A_ss_exp))\n", "display(sp.Eq(A_sp, A_sp_exp))\n", "display(sp.Eq(A_ps, A_ps_exp))\n", "display(sp.Eq(A_pp, A_pp_exp))" ] }, { "cell_type": "markdown", "id": "d4525871-900d-4f51-87bf-60c63f40742d", "metadata": {}, "source": [ "Now this field satisfies $A_{s\\phi}^{m0} + A_{\\phi s}^{m0} = i \\mathrm{sgn}(m) (A_{ss}^{m0} - A_{\\phi\\phi}^{m0})$. As we convert it to Cartesian coordinates, it takes the form" ] }, { "cell_type": "code", "execution_count": 24, "id": "7532017e-6b2c-4e55-85e2-bacabfcd3ea2", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{xx} = 0$" ], "text/plain": [ "Eq(A_{xx}, 0)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{xy} = \\frac{x}{2}$" ], "text/plain": [ "Eq(A_{xy}, x/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{yx} = \\frac{x}{2}$" ], "text/plain": [ "Eq(A_{yx}, x/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{yy} = y$" ], "text/plain": [ "Eq(A_{yy}, y)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_xx_val, A_xy_val, A_yx_val, A_yy_val = rotate_polar2cart_tensor2(A_ss_exp, A_sp_exp, A_ps_exp, A_pp_exp)\n", "display(sp.Eq(A_xx, A_xx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_xy, A_xy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_yx, A_yx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_yy, A_yy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))" ] }, { "cell_type": "markdown", "id": "a9361113-2efc-4aa8-9a37-0a35e71b0be1", "metadata": {}, "source": [ "And the whole field becomes perfect regular." ] }, { "cell_type": "code", "execution_count": 25, "id": "0ced9c32-4903-42ca-b2da-e5f65f32f944", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 792x720 with 5 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "A_ss_numerical = sp.lambdify((s, p), A_ss_val)\n", "A_sp_numerical = sp.lambdify((s, p), A_sp_val)\n", "A_ps_numerical = sp.lambdify((s, p), A_ps_val)\n", "A_pp_numerical = sp.lambdify((s, p), A_pp_val)\n", "fig, ax = plottings.polar_singularity_rank2tensor(\n", " tfunc_ss=A_ss_numerical, tfunc_sp=A_sp_numerical,\n", " tfunc_ps=A_ps_numerical, tfunc_pp=A_pp_numerical\n", ")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "b6b5816c-fb3c-4a87-aaf1-08681ffb6b0b", "metadata": {}, "source": [ "### Example: a singular field showing necessity of the 2nd-order condition for |m|>1\n", "\n", "The old conditions involve no additional requirements at the second order for $|m|\\geq 2$. To test if the new condition is really necessary, let us look at a field" ] }, { "cell_type": "code", "execution_count": 26, "id": "b0751c82-4ab6-4d52-a6db-568c536a75ed", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{ss} = \\left(s^{2} + 1\\right) \\sin{\\left(2 \\phi \\right)}$" ], "text/plain": [ "Eq(A_{ss}, (s**2 + 1)*sin(2*\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s\\phi} = \\left(s^{2} + 1\\right) \\cos{\\left(2 \\phi \\right)}$" ], "text/plain": [ "Eq(A_{s\\phi}, (s**2 + 1)*cos(2*\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi s} = \\left(s^{2} + 1\\right) \\cos{\\left(2 \\phi \\right)}$" ], "text/plain": [ "Eq(A_{\\phi s}, (s**2 + 1)*cos(2*\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi\\phi} = \\left(s^{2} - 1\\right) \\sin{\\left(2 \\phi \\right)}$" ], "text/plain": [ "Eq(A_{\\phi\\phi}, (s**2 - 1)*sin(2*\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{ss} = - \\frac{i s^{2} e^{2 i \\phi}}{2} + \\frac{i s^{2} e^{- 2 i \\phi}}{2} - \\frac{i e^{2 i \\phi}}{2} + \\frac{i e^{- 2 i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{ss}, -I*s**2*exp(2*I*\\phi)/2 + I*s**2*exp(-2*I*\\phi)/2 - I*exp(2*I*\\phi)/2 + I*exp(-2*I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s\\phi} = \\frac{s^{2} e^{2 i \\phi}}{2} + \\frac{s^{2} e^{- 2 i \\phi}}{2} + \\frac{e^{2 i \\phi}}{2} + \\frac{e^{- 2 i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{s\\phi}, s**2*exp(2*I*\\phi)/2 + s**2*exp(-2*I*\\phi)/2 + exp(2*I*\\phi)/2 + exp(-2*I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi s} = \\frac{s^{2} e^{2 i \\phi}}{2} + \\frac{s^{2} e^{- 2 i \\phi}}{2} + \\frac{e^{2 i \\phi}}{2} + \\frac{e^{- 2 i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{\\phi s}, s**2*exp(2*I*\\phi)/2 + s**2*exp(-2*I*\\phi)/2 + exp(2*I*\\phi)/2 + exp(-2*I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi\\phi} = - \\frac{i s^{2} e^{2 i \\phi}}{2} + \\frac{i s^{2} e^{- 2 i \\phi}}{2} + \\frac{i e^{2 i \\phi}}{2} - \\frac{i e^{- 2 i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{\\phi\\phi}, -I*s**2*exp(2*I*\\phi)/2 + I*s**2*exp(-2*I*\\phi)/2 + I*exp(2*I*\\phi)/2 - I*exp(-2*I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_ss_val = (+1 + s**2)*sp.sin(2*p)\n", "A_pp_val = (-1 + s**2)*sp.sin(2*p)\n", "A_sp_val = A_ps_val = (1 + s**2)*sp.cos(2*p)\n", "display(sp.Eq(A_ss, A_ss_val))\n", "display(sp.Eq(A_sp, A_sp_val))\n", "display(sp.Eq(A_ps, A_ps_val))\n", "display(sp.Eq(A_pp, A_pp_val))\n", "\n", "A_ss_exp = A_ss_val.rewrite(sp.exp).expand()\n", "A_sp_exp = A_sp_val.rewrite(sp.exp).expand()\n", "A_ps_exp = A_ps_val.rewrite(sp.exp).expand()\n", "A_pp_exp = A_pp_val.rewrite(sp.exp).expand()\n", "display(sp.Eq(A_ss, A_ss_exp))\n", "display(sp.Eq(A_sp, A_sp_exp))\n", "display(sp.Eq(A_ps, A_ps_exp))\n", "display(sp.Eq(A_pp, A_pp_exp))" ] }, { "cell_type": "markdown", "id": "7a0f8501-97a2-4f2b-9087-1e531c3084bb", "metadata": {}, "source": [ "This field have all the correct prefactors at $|m|=2$, and the lowest order coefficient in $s$ satisfy the conditions required by Holdenried-Chernoff (2021), but the second-order relation is not satisfied, i.e. $A_{s\\phi}^{m1} + A_{\\phi s}^{m1} \\neq i \\mathrm{sgn}(m) (A_{ss}^{m1} - A_{\\phi\\phi}^{m1})$. As we convert it to Cartesian coordinates, it takes the form" ] }, { "cell_type": "code", "execution_count": 27, "id": "5e9000ce-7007-4dd5-b6e8-13535134d1c5", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{xx} = \\frac{4 x y^{3}}{x^{2} + y^{2}}$" ], "text/plain": [ "Eq(A_{xx}, 4*x*y**3/(x**2 + y**2))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{xy} = \\frac{x^{4} - 2 x^{2} y^{2} + x^{2} + y^{4} + y^{2}}{x^{2} + y^{2}}$" ], "text/plain": [ "Eq(A_{xy}, (x**4 - 2*x**2*y**2 + x**2 + y**4 + y**2)/(x**2 + y**2))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{yx} = \\frac{x^{4} - 2 x^{2} y^{2} + x^{2} + y^{4} + y^{2}}{x^{2} + y^{2}}$" ], "text/plain": [ "Eq(A_{yx}, (x**4 - 2*x**2*y**2 + x**2 + y**4 + y**2)/(x**2 + y**2))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{yy} = \\frac{4 x^{3} y}{x^{2} + y^{2}}$" ], "text/plain": [ "Eq(A_{yy}, 4*x**3*y/(x**2 + y**2))" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_xx_val, A_xy_val, A_yx_val, A_yy_val = rotate_polar2cart_tensor2(A_ss_exp, A_sp_exp, A_ps_exp, A_pp_exp)\n", "display(sp.Eq(A_xx, A_xx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_xy, A_xy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_yx, A_yx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_yy, A_yy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))" ] }, { "cell_type": "markdown", "id": "0a807dd5-7e31-41fa-be1e-10bc6febfd53", "metadata": {}, "source": [ "The field is again bounded and continuous, but is not continuously differentiable, and hence still singular." ] }, { "cell_type": "code", "execution_count": 28, "id": "2e7fc4f4-3d0b-47f0-94cd-7c1f9b7ae686", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 792x720 with 5 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "A_ss_numerical = sp.lambdify((s, p), A_ss_val)\n", "A_sp_numerical = sp.lambdify((s, p), A_sp_val)\n", "A_ps_numerical = sp.lambdify((s, p), A_ps_val)\n", "A_pp_numerical = sp.lambdify((s, p), A_pp_val)\n", "fig, ax = plottings.polar_singularity_rank2tensor(\n", " tfunc_ss=A_ss_numerical, tfunc_sp=A_sp_numerical,\n", " tfunc_ps=A_ps_numerical, tfunc_pp=A_pp_numerical\n", ")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "4f581bd0-62a3-4504-82eb-e7781266fab9", "metadata": {}, "source": [ "### Example: confirmation of the 2nd-order condition for |m|>1\n", "\n", "We only need to flip the sign for the second order term in $A_{\\phi\\phi}$ to construct a field which completely abides by the newly derived regularity conditions, even at second order:" ] }, { "cell_type": "code", "execution_count": 29, "id": "02358229-7a19-49ac-ac3f-569366830163", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{ss} = \\left(s^{2} + 1\\right) \\sin{\\left(2 \\phi \\right)}$" ], "text/plain": [ "Eq(A_{ss}, (s**2 + 1)*sin(2*\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s\\phi} = \\left(s^{2} + 1\\right) \\cos{\\left(2 \\phi \\right)}$" ], "text/plain": [ "Eq(A_{s\\phi}, (s**2 + 1)*cos(2*\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi s} = \\left(s^{2} + 1\\right) \\cos{\\left(2 \\phi \\right)}$" ], "text/plain": [ "Eq(A_{\\phi s}, (s**2 + 1)*cos(2*\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi\\phi} = \\left(- s^{2} - 1\\right) \\sin{\\left(2 \\phi \\right)}$" ], "text/plain": [ "Eq(A_{\\phi\\phi}, (-s**2 - 1)*sin(2*\\phi))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{ss} = - \\frac{i s^{2} e^{2 i \\phi}}{2} + \\frac{i s^{2} e^{- 2 i \\phi}}{2} - \\frac{i e^{2 i \\phi}}{2} + \\frac{i e^{- 2 i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{ss}, -I*s**2*exp(2*I*\\phi)/2 + I*s**2*exp(-2*I*\\phi)/2 - I*exp(2*I*\\phi)/2 + I*exp(-2*I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{s\\phi} = \\frac{s^{2} e^{2 i \\phi}}{2} + \\frac{s^{2} e^{- 2 i \\phi}}{2} + \\frac{e^{2 i \\phi}}{2} + \\frac{e^{- 2 i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{s\\phi}, s**2*exp(2*I*\\phi)/2 + s**2*exp(-2*I*\\phi)/2 + exp(2*I*\\phi)/2 + exp(-2*I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi s} = \\frac{s^{2} e^{2 i \\phi}}{2} + \\frac{s^{2} e^{- 2 i \\phi}}{2} + \\frac{e^{2 i \\phi}}{2} + \\frac{e^{- 2 i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{\\phi s}, s**2*exp(2*I*\\phi)/2 + s**2*exp(-2*I*\\phi)/2 + exp(2*I*\\phi)/2 + exp(-2*I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{\\phi\\phi} = \\frac{i s^{2} e^{2 i \\phi}}{2} - \\frac{i s^{2} e^{- 2 i \\phi}}{2} + \\frac{i e^{2 i \\phi}}{2} - \\frac{i e^{- 2 i \\phi}}{2}$" ], "text/plain": [ "Eq(A_{\\phi\\phi}, I*s**2*exp(2*I*\\phi)/2 - I*s**2*exp(-2*I*\\phi)/2 + I*exp(2*I*\\phi)/2 - I*exp(-2*I*\\phi)/2)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_ss_val = (+1 + s**2)*sp.sin(2*p)\n", "A_pp_val = (-1 - s**2)*sp.sin(2*p)\n", "A_sp_val = A_ps_val = (1 + s**2)*sp.cos(2*p)\n", "display(sp.Eq(A_ss, A_ss_val))\n", "display(sp.Eq(A_sp, A_sp_val))\n", "display(sp.Eq(A_ps, A_ps_val))\n", "display(sp.Eq(A_pp, A_pp_val))\n", "\n", "A_ss_exp = A_ss_val.rewrite(sp.exp).expand()\n", "A_sp_exp = A_sp_val.rewrite(sp.exp).expand()\n", "A_ps_exp = A_ps_val.rewrite(sp.exp).expand()\n", "A_pp_exp = A_pp_val.rewrite(sp.exp).expand()\n", "display(sp.Eq(A_ss, A_ss_exp))\n", "display(sp.Eq(A_sp, A_sp_exp))\n", "display(sp.Eq(A_ps, A_ps_exp))\n", "display(sp.Eq(A_pp, A_pp_exp))" ] }, { "cell_type": "markdown", "id": "5c3befa3-f882-4dca-a9b9-8873171fedf9", "metadata": {}, "source": [ "As we convert it to Cartesian coordinates, it takes the form" ] }, { "cell_type": "code", "execution_count": 30, "id": "aa09a3e3-835c-4f7d-9b22-7651449f96fc", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle A_{xx} = 0$" ], "text/plain": [ "Eq(A_{xx}, 0)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{xy} = x^{2} + y^{2} + 1$" ], "text/plain": [ "Eq(A_{xy}, x**2 + y**2 + 1)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{yx} = x^{2} + y^{2} + 1$" ], "text/plain": [ "Eq(A_{yx}, x**2 + y**2 + 1)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/latex": [ "$\\displaystyle A_{yy} = 0$" ], "text/plain": [ "Eq(A_{yy}, 0)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "A_xx_val, A_xy_val, A_yx_val, A_yy_val = rotate_polar2cart_tensor2(A_ss_exp, A_sp_exp, A_ps_exp, A_pp_exp)\n", "display(sp.Eq(A_xx, A_xx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_xy, A_xy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_yx, A_yx_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))\n", "display(sp.Eq(A_yy, A_yy_val.rewrite(sp.exp).expand().subs(polar2cart_map).simplify()))" ] }, { "cell_type": "markdown", "id": "a4786854-3763-4c28-84e0-d05a7277248f", "metadata": {}, "source": [ "The field is now polynomial and undoubtedly regular throughout the domain" ] }, { "cell_type": "code", "execution_count": 31, "id": "429bf39d-19a1-4499-9847-6d510bf8ab93", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 792x720 with 5 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "A_ss_numerical = sp.lambdify((s, p), A_ss_val)\n", "A_sp_numerical = sp.lambdify((s, p), A_sp_val)\n", "A_ps_numerical = sp.lambdify((s, p), A_ps_val)\n", "A_pp_numerical = sp.lambdify((s, p), A_pp_val)\n", "fig, ax = plottings.polar_singularity_rank2tensor(\n", " tfunc_ss=A_ss_numerical, tfunc_sp=A_sp_numerical,\n", " tfunc_ps=A_ps_numerical, tfunc_pp=A_pp_numerical\n", ")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "id": "d9272599-9014-484d-aebf-e71aebac2e36", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python3 (geomag)", "language": "python", "name": "geomag" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.13" } }, "nbformat": 4, "nbformat_minor": 5 }