blob: 0da7e1f05ede254e3d5d6507f717060652d9d556 [file] [log] [blame]
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# 2.4 GHz VCO Transfer Function\n",
"Plot the transfer function of the VCO over different corners and temperatures"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"%load_ext autoreload\n",
"%autoreload 2"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"from IPython.display import display, Markdown\n",
"import SpiceInterface\n",
"import h5py"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Read in the results file"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[5.88235294e+09 5.88235294e+09 5.88235294e+09 5.26315789e+09\n",
" 5.26315789e+09 5.00000000e+09 5.00000000e+09 4.54545455e+09\n",
" 4.34782609e+09 4.16666667e+09 3.84615385e+09 3.57142857e+09\n",
" 3.33333333e+09 2.94117647e+09 2.63157895e+09 2.32558140e+09\n",
" 2.08333333e+09 1.85185185e+09 1.61290323e+09 1.44927536e+09\n",
" 1.31578947e+09 1.19047619e+09 1.09890110e+09 1.05263158e+09\n",
" 1.03092784e+09 1.02040816e+09 1.03092784e+09 1.02040816e+09\n",
" 1.02040816e+09 1.03092784e+09 1.02040816e+09 1.02040816e+09]\n"
]
}
],
"source": [
"filename = '../tests/vco_2-4GHz_corners.hdf5'\n",
"with h5py.File(filename, 'r') as file:\n",
"\n",
" # grab the data keys\n",
" group_list = list(file.keys())\n",
" \n",
" # get the indexing data\n",
" indexing = {}\n",
" for key in list(file['indexing']):\n",
" indexing[key] = list(file['indexing'][key])\n",
" \n",
" \n",
" \n",
" # get the simulation data\n",
" data = list(file['data']) \n",
" print(data[0][0][0])\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Plot the transfer function"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"vctl = np.linspace(0, 1.8, 32)\n",
"\n",
"for i in range(len(data)):\n",
" for j in range(len(data[0])):\n",
" for k in range(len(data[0][0])):\n",
" \n",
" plt.plot(vctl, [_/1e9 for _ in data[i][j][k]], 'b', alpha=0.4)\n",
"\n",
"plt.ylabel('Frequency (GHz)')\n",
"plt.xlabel('Control Voltage (V)')\n",
"plt.title('VCO Transfer Function')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"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": "3.7.3"
}
},
"nbformat": 4,
"nbformat_minor": 4
}