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Created March 24, 2023 01:01
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nk_pr_797.ipynb
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{
"nbformat": 4,
"nbformat_minor": 0,
"metadata": {
"colab": {
"provenance": [],
"authorship_tag": "ABX9TyOKrTNt7nfAnPSqHF3oz+sK",
"include_colab_link": true
},
"kernelspec": {
"name": "python3",
"display_name": "Python 3"
},
"language_info": {
"name": "python"
}
},
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
"<a href=\"https://colab.research.google.com/gist/danibene/14df8d8facc9dac3796d0ba276409eb7/nk_pr_797.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "B3wrG-KynaK2",
"outputId": "97a0b83e-3ae8-478f-f753-90da73c8e38d"
},
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
"Requirement already satisfied: neurokit2 in /usr/local/lib/python3.9/dist-packages (0.2.3)\n",
"Requirement already satisfied: scipy in /usr/local/lib/python3.9/dist-packages (from neurokit2) (1.10.1)\n",
"Requirement already satisfied: scikit-learn>=1.0.0 in /usr/local/lib/python3.9/dist-packages (from neurokit2) (1.2.2)\n",
"Requirement already satisfied: pandas in /usr/local/lib/python3.9/dist-packages (from neurokit2) (1.4.4)\n",
"Requirement already satisfied: numpy in /usr/local/lib/python3.9/dist-packages (from neurokit2) (1.22.4)\n",
"Requirement already satisfied: matplotlib in /usr/local/lib/python3.9/dist-packages (from neurokit2) (3.7.1)\n",
"Requirement already satisfied: joblib>=1.1.1 in /usr/local/lib/python3.9/dist-packages (from scikit-learn>=1.0.0->neurokit2) (1.1.1)\n",
"Requirement already satisfied: threadpoolctl>=2.0.0 in /usr/local/lib/python3.9/dist-packages (from scikit-learn>=1.0.0->neurokit2) (3.1.0)\n",
"Requirement already satisfied: fonttools>=4.22.0 in /usr/local/lib/python3.9/dist-packages (from matplotlib->neurokit2) (4.39.2)\n",
"Requirement already satisfied: importlib-resources>=3.2.0 in /usr/local/lib/python3.9/dist-packages (from matplotlib->neurokit2) (5.12.0)\n",
"Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.9/dist-packages (from matplotlib->neurokit2) (1.4.4)\n",
"Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.9/dist-packages (from matplotlib->neurokit2) (0.11.0)\n",
"Requirement already satisfied: pillow>=6.2.0 in /usr/local/lib/python3.9/dist-packages (from matplotlib->neurokit2) (8.4.0)\n",
"Requirement already satisfied: pyparsing>=2.3.1 in /usr/local/lib/python3.9/dist-packages (from matplotlib->neurokit2) (3.0.9)\n",
"Requirement already satisfied: python-dateutil>=2.7 in /usr/local/lib/python3.9/dist-packages (from matplotlib->neurokit2) (2.8.2)\n",
"Requirement already satisfied: packaging>=20.0 in /usr/local/lib/python3.9/dist-packages (from matplotlib->neurokit2) (23.0)\n",
"Requirement already satisfied: contourpy>=1.0.1 in /usr/local/lib/python3.9/dist-packages (from matplotlib->neurokit2) (1.0.7)\n",
"Requirement already satisfied: pytz>=2020.1 in /usr/local/lib/python3.9/dist-packages (from pandas->neurokit2) (2022.7.1)\n",
"Requirement already satisfied: zipp>=3.1.0 in /usr/local/lib/python3.9/dist-packages (from importlib-resources>=3.2.0->matplotlib->neurokit2) (3.15.0)\n",
"Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.9/dist-packages (from python-dateutil>=2.7->matplotlib->neurokit2) (1.16.0)\n"
]
}
],
"source": [
"!pip install neurokit2"
]
},
{
"cell_type": "code",
"source": [
"from math import cos, pi\n",
"import numpy as np\n",
"import pandas as pd\n",
"import matplotlib.pyplot as plt\n",
"import neurokit2 as nk"
],
"metadata": {
"id": "Izw2z08PnwIi"
},
"execution_count": 2,
"outputs": []
},
{
"cell_type": "code",
"source": [
"def ecg_interpolatepeaks(ecg_peaks):\n",
" \"\"\"**Interpolate R-peaks in an ECG signal**\n",
"\n",
" Trigonometrically interpolates between R-peaks. This approach considers the intrinsic \n",
" periodical property of heartbeats, instead of a mere linear interpolation between IBIs.\n",
" As a period can only be calculated with a known start and ending, the entries before the\n",
" first R-peak and the entries after the last R-peak will be NaN. The length of the orginal\n",
" time series is preserved.\n",
"\n",
" Parameters\n",
" ----------\n",
" ecg_peaks : tuple\n",
" Takes the output of ecg_peaks().\n",
"\n",
" Returns\n",
" ----------\n",
" rpeaks_cip : pd.Series\n",
" A cosine interpolation of the R-peaks between the values 1 and 0 for y, where 1 stands\n",
" for an R-peak and 0 stands for the center point between two subsequent R-peaks.\n",
" \"\"\"\n",
" def cosine(x, x1, x2):\n",
" # Returns cosine value (y) [0,1] for given time step (x) in one period (T) based on\n",
" # the interval between x1 and x2.\n",
" # Args:\n",
" # x (float): time step\n",
" # x1 (float): period start (y=1)\n",
" # x2 (float): period end (y=1)\n",
" # Returns:\n",
" # val (float): cosine value [0,1]\n",
"\n",
" T = x2-x1\n",
" val = 0.5+0.5*cos(2.0 * pi * (x - x1) / T)\n",
" return val\n",
"\n",
" length = len(ecg_peaks[0])\n",
" rpeaks_idx = ecg_peaks[1][\"ECG_R_Peaks\"]\n",
" num_rpeaks = len(rpeaks_idx)\n",
"\n",
" # Interpolation\n",
" # add NaNs for the time steps before the first R-peak\n",
" rpeaks_cip = [np.nan]*(rpeaks_idx[0])\n",
" for i in range(num_rpeaks):\n",
" if i == num_rpeaks-1:\n",
" break\n",
" x1 = rpeaks_idx[i]\n",
" x2 = rpeaks_idx[i+1]\n",
" T = x2-x1\n",
" def f(x): return cosine(x, x1, x2)\n",
" # span interval with corresponding number of time steps (see next comment why T+1)\n",
" x = np.linspace(x1, x2, T+1)\n",
" y = [f(x) for x in x]\n",
" # period must not end with y=1 as it also starts with a 1 and we want only one R-peak\n",
" rpeaks_cip = rpeaks_cip + y[:-1]\n",
" # the last period ends with a 1\n",
" rpeaks_cip.append(1)\n",
" # add NaNs for the time steps after the last R-peak\n",
" rpeaks_cip = rpeaks_cip + [np.nan]*(length-rpeaks_idx[-1]-1)\n",
"\n",
" return pd.Series(rpeaks_cip)"
],
"metadata": {
"id": "i3Zlto0h1JVt"
},
"execution_count": 3,
"outputs": []
},
{
"cell_type": "code",
"source": [
"def peaks_to_continuous(peaks):\n",
" # Initialize a new array with length equal to the maximum value in peaks, filled with NaNs\n",
" new_arr = np.full(max(peaks)+1, np.nan)\n",
" \n",
" # Loop through each peak index in peaks\n",
" for i, peak in enumerate(peaks):\n",
" # Set the current peak index to 1\n",
" new_arr[peak] = 1\n",
" \n",
" # If this isn't the first peak, set the midpoint between the previous peak and this peak to 0\n",
" if i > 0:\n",
" midpoint = (peak + peaks[i-1]) / 2\n",
" new_arr[int(midpoint)] = 0\n",
" \n",
" # Return the new array\n",
" return new_arr"
],
"metadata": {
"id": "M8irROcwqvUj"
},
"execution_count": 4,
"outputs": []
},
{
"cell_type": "code",
"source": [
"def ecg_interpolatepeaks2(ecg_peaks):\n",
" \"\"\"Transform ECG peaks to continuous signal and interpolate using monotone cubic method\"\"\"\n",
" return nk.signal_interpolate(peaks_to_continuous(ecg_peaks[1][\"ECG_R_Peaks\"]), method=\"monotone_cubic\")"
],
"metadata": {
"id": "3SJnpQ5itRRs"
},
"execution_count": 5,
"outputs": []
},
{
"cell_type": "code",
"source": [
"import numpy as np\n",
"import neurokit2 as nk\n",
"import matplotlib.pyplot as plt \n",
"\n",
"# Generate singals\n",
"ecg = nk.ecg_simulate(heart_rate=80)\n",
"ecg_peaks = nk.ecg_peaks(ecg)\n",
"ecg_peaks_interpolated = ecg_interpolatepeaks(ecg_peaks)\n",
"ecg_peaks_interpolated2 = ecg_interpolatepeaks2(ecg_peaks)\n",
"\n",
"\n",
"ecg_rate = nk.ecg_rate(ecg_peaks)\n",
"\n",
"# Plot signals\n",
"fig, axs = plt.subplots(5,1, figsize=(7,7), dpi=100)\n",
"axs[0].set_title('ECG signal from ecg_simulate()')\n",
"axs[0].plot(ecg)\n",
"axs[1].set_title('R-peaks from ecg_peaks()')\n",
"axs[1].plot(ecg_peaks[0])\n",
"axs[2].set_title('Interpolated R-peaks from ecg_interpolatepeaks()')\n",
"axs[2].plot(ecg_peaks_interpolated)\n",
"axs[2].set_xlabel('Time [ms]')\n",
"axs[3].set_title('Interpolated R-peaks from ecg_interpolatepeaks2(), using monotone_cubic')\n",
"axs[3].plot(ecg_peaks_interpolated2)\n",
"axs[3].set_xlabel('Time [ms]')\n",
"[axs[i].set_xlim([0,len(ecg)]) for i in range(4)]\n",
"axs[4].set_title('Signal rate (per minute) for periods from ecg_rate()')\n",
"axs[4].plot(ecg_rate)\n",
"axs[4].set_xticks(list(range(len(ecg_rate))))\n",
"axs[4].set_xlabel('Period [idx]')\n",
"fig.tight_layout()"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 707
},
"id": "R2rrCCWW1Q6V",
"outputId": "e8e0bbc7-cc50-4628-988b-698edbd2dfcf"
},
"execution_count": 6,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 700x700 with 5 Axes>"
],
"image/png": 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\n"
},
"metadata": {
"needs_background": "light"
}
}
]
}
]
}
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