diff --git a/birefringence-waveform/birefringence_waveform.py b/birefringence-waveform/birefringence_waveform.py
new file mode 100644
index 0000000000000000000000000000000000000000..b9d6e9243ead4fa7096f850694b99372261b0473
--- /dev/null
+++ b/birefringence-waveform/birefringence_waveform.py
@@ -0,0 +1,21 @@
+from pycbc.waveform import get_fd_waveform
+#import numpy as np
+#import pycbc.conversions
+import lal
+import pycbc.waveform
+
+def IMRPhenomParity(parity_Amu, **kwds):
+
+    if 'approximant' in kwds:
+        kwds.pop("approximant")
+    hp, hc = get_fd_waveform(approximant="IMRPhenomXPHM", **kwds)
+
+    temp =  parity_Amu / 1e9 / lal.QE_SI * lal.H_SI * lal.PI * lal.PI / lal.H0_SI
+
+    hp_parity = hp + hc * temp * hp.sample_frequencies **2
+    hc_parity = hc - hp * temp * hp.sample_frequencies **2
+
+    return hp_parity, hc_parity
+
+
+pycbc.waveform.add_custom_waveform('IMRPhenomParity', IMRPhenomParity, 'frequency', force=True)
\ No newline at end of file
diff --git a/birefringence-waveform/plot_waveform.ipynb b/birefringence-waveform/plot_waveform.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..1e55a7697d0a038ecc5715377faa10861df619ca
--- /dev/null
+++ b/birefringence-waveform/plot_waveform.ipynb
@@ -0,0 +1,212 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "0bf66287",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import birefringence_waveform"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "e021c49d",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from pycbc.waveform import get_fd_waveform"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "7a58382b",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "import matplotlib as mpl\n",
+    "import matplotlib.pyplot as plt\n",
+    "\n",
+    "################################################################################\n",
+    "#\n",
+    "#    PLOTTING OPTIONS\n",
+    "#\n",
+    "################################################################################\n",
+    "\n",
+    "\n",
+    "# PLOTTING OPTIONS\n",
+    "fig_width_pt = 3*246.0  # Get this from LaTeX using \\showthe\\columnwidth\n",
+    "inches_per_pt = 1.0/72.27               # Convert pt to inch\n",
+    "golden_mean = (np.sqrt(5)-1.0)/2.0         # Aesthetic ratio\n",
+    "fig_width = fig_width_pt*inches_per_pt  # width in inches\n",
+    "fig_height = fig_width*golden_mean      # height in inches\n",
+    "fig_size =  [fig_width,fig_height]\n",
+    "\n",
+    "params = { 'axes.labelsize': 24,\n",
+    "          'font.family': 'serif',\n",
+    "          'font.serif': 'Computer Modern Raman',\n",
+    "          'font.size': 24,\n",
+    "          'legend.fontsize': 20,\n",
+    "          'xtick.labelsize': 24,\n",
+    "          'ytick.labelsize': 24,\n",
+    "          'axes.grid' : True,\n",
+    "          'text.usetex': True,\n",
+    "          'savefig.dpi' : 100,\n",
+    "          'lines.markersize' : 14,\n",
+    "          'figure.figsize': fig_size}\n",
+    "\n",
+    "mpl.rcParams.update(params)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "79926da0",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "hp,hc = get_fd_waveform(approximant='IMRPhenomParity',parity_Amu=0,mass1=30,mass2=30,f_lower=20,delta_f=1/32)\n",
+    "hpIMR,_ = get_fd_waveform(approximant='IMRPhenomXPHM',mass1=30,mass2=30,f_lower=20,delta_f=1/32)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "c2b5578d",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/yifanwang/lscsoft/py37/lib/python3.7/site-packages/numpy/core/_asarray.py:102: ComplexWarning: Casting complex values to real discards the imaginary part\n",
+      "  return array(a, dtype, copy=False, order=order)\n",
+      "/Users/yifanwang/lscsoft/py37/lib/python3.7/site-packages/numpy/core/_asarray.py:102: ComplexWarning: Casting complex values to real discards the imaginary part\n",
+      "  return array(a, dtype, copy=False, order=order)\n",
+      "/Users/yifanwang/lscsoft/py37/lib/python3.7/site-packages/numpy/core/_asarray.py:102: ComplexWarning: Casting complex values to real discards the imaginary part\n",
+      "  return array(a, dtype, copy=False, order=order)\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "(20.0, 100.0)"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 735.243x454.405 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.plot(hp.sample_frequencies,hp,label='my waveform hp')\n",
+    "plt.plot(hc.sample_frequencies,hc,label='my waveform hc')\n",
+    "plt.plot(hpIMR.sample_frequencies,hpIMR,label='PyCBC',ls='--')\n",
+    "plt.legend()\n",
+    "plt.xlim(20,100)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "838b8a6e",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "hp_no,hc_no = get_fd_waveform(approximant='IMRPhenomParity',parity_Amu=0,mass1=30,mass2=30,f_lower=20,delta_f=1/32)\n",
+    "hp,hc = get_fd_waveform(approximant='IMRPhenomParity',parity_Amu=10,mass1=30,mass2=30,f_lower=20,delta_f=1/32)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "599bf95e",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/yifanwang/lscsoft/py37/lib/python3.7/site-packages/numpy/core/_asarray.py:102: ComplexWarning: Casting complex values to real discards the imaginary part\n",
+      "  return array(a, dtype, copy=False, order=order)\n",
+      "/Users/yifanwang/lscsoft/py37/lib/python3.7/site-packages/numpy/core/_asarray.py:102: ComplexWarning: Casting complex values to real discards the imaginary part\n",
+      "  return array(a, dtype, copy=False, order=order)\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "(20.0, 100.0)"
+      ]
+     },
+     "execution_count": 13,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 735.243x454.405 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.plot(hp_no.sample_frequencies,hp_no,label='GR waveform')\n",
+    "plt.plot(hp.sample_frequencies,hp,label='Pairty violation $A_\\mu$ = 10 $GeV^{-1}$')\n",
+    "plt.legend()\n",
+    "plt.xlim(20,100)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "a84850db",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "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": "3.7.10"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/birefringence-waveform/printwfname.py b/birefringence-waveform/printwfname.py
new file mode 100644
index 0000000000000000000000000000000000000000..ccc8b6e97b9e16867bee61c01c1b717995f60cea
--- /dev/null
+++ b/birefringence-waveform/printwfname.py
@@ -0,0 +1,6 @@
+import birefringence_waveform
+
+from pycbc.waveform import fd_approximants
+
+# List of fd approximants that are currently available
+print(fd_approximants())