blob: e2701066e206f648e0868432d0687af3d89136e3 [file] [log] [blame]
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# MOSDBDiscrete\n",
"In this module, we will have a brief overview of the `MOSDBDiscrete` class, which manages a transistor characterization database and provide methods for designers to query transistor small signal parameters."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## MOSDBDiscrete example\n",
"To use the transistor characterization database, evaluate the following cell, which defines two methods, `query()` and `plot_data()`."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"%matplotlib inline\n",
"\n",
"import os\n",
"import pprint\n",
"\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"# noinspection PyUnresolvedReferences\n",
"from mpl_toolkits.mplot3d import Axes3D\n",
"from matplotlib import cm\n",
"from matplotlib import ticker\n",
"\n",
"from verification_ec.mos.query import MOSDBDiscrete\n",
"\n",
"interp_method = 'spline'\n",
"spec_file = os.path.join(os.environ['BAG_WORK_DIR'], 'demo_data', 'mos_char_nch', 'specs.yaml')\n",
"env_default = 'tt'\n",
"intent = 'standard'\n",
"\n",
"\n",
"def query(vgs=None, vds=None, vbs=0.0, vstar=None, env_list=None):\n",
" \"\"\"Get interpolation function and plot/query.\"\"\"\n",
"\n",
" spec_list = [spec_file]\n",
" if env_list is None:\n",
" env_list = [env_default]\n",
"\n",
" # initialize transistor database from simulation data\n",
" nch_db = MOSDBDiscrete(spec_list, interp_method=interp_method)\n",
" # set process corners\n",
" nch_db.env_list = env_list\n",
" # set layout parameters\n",
" nch_db.set_dsn_params(intent=intent)\n",
" # returns a dictionary of smal-signal parameters\n",
" return nch_db.query(vbs=vbs, vds=vds, vgs=vgs, vstar=vstar)\n",
"\n",
"\n",
"def plot_data(name='ibias', bounds=None, unit_val=None, unit_label=None):\n",
" \"\"\"Get interpolation function and plot/query.\"\"\"\n",
" env_list = [env_default]\n",
" vbs = 0.0\n",
" nvds = 41\n",
" nvgs = 81\n",
" spec_list = [spec_file]\n",
"\n",
" print('create transistor database')\n",
" nch_db = MOSDBDiscrete(spec_list, interp_method=interp_method)\n",
" nch_db.env_list = env_list\n",
" nch_db.set_dsn_params(intent=intent)\n",
"\n",
" f = nch_db.get_function(name)\n",
" vds_min, vds_max = f.get_input_range(1)\n",
" vgs_min, vgs_max = f.get_input_range(2)\n",
" if bounds is not None:\n",
" if 'vgs' in bounds:\n",
" v0, v1 = bounds['vgs']\n",
" if v0 is not None:\n",
" vgs_min = max(vgs_min, v0)\n",
" if v1 is not None:\n",
" vgs_max = min(vgs_max, v1)\n",
" if 'vds' in bounds:\n",
" v0, v1 = bounds['vds']\n",
" if v0 is not None:\n",
" vds_min = max(vds_min, v0)\n",
" if v1 is not None:\n",
" vds_max = min(vds_max, v1)\n",
"\n",
" # query values.\n",
" vds_test = (vds_min + vds_max) / 2\n",
" vgs_test = (vgs_min + vgs_max) / 2\n",
" pprint.pprint(nch_db.query(vbs=vbs, vds=vds_test, vgs=vgs_test))\n",
"\n",
" vbs_vec = [vbs]\n",
" vds_vec = np.linspace(vds_min, vds_max, nvds, endpoint=True)\n",
" vgs_vec = np.linspace(vgs_min, vgs_max, nvgs, endpoint=True)\n",
" vbs_mat, vds_mat, vgs_mat = np.meshgrid(vbs_vec, vds_vec, vgs_vec, indexing='ij', copy=False)\n",
" arg = np.stack((vbs_mat, vds_mat, vgs_mat), axis=-1)\n",
" ans = f(arg)\n",
"\n",
" vds_mat = vds_mat.reshape((nvds, nvgs))\n",
" vgs_mat = vgs_mat.reshape((nvds, nvgs))\n",
" ans = ans.reshape((nvds, nvgs, len(env_list)))\n",
"\n",
" formatter = ticker.ScalarFormatter(useMathText=True)\n",
" formatter.set_scientific(True)\n",
" formatter.set_powerlimits((-2, 3))\n",
" if unit_label is not None:\n",
" zlabel = '%s (%s)' % (name, unit_label)\n",
" else:\n",
" zlabel = name\n",
" for idx, env in enumerate(env_list):\n",
" fig = plt.figure(idx + 1)\n",
" ax = fig.add_subplot(111, projection='3d')\n",
" cur_val = ans[..., idx]\n",
" if unit_val is not None:\n",
" cur_val = cur_val / unit_val\n",
" ax.plot_surface(vds_mat, vgs_mat, cur_val, rstride=1, cstride=1, linewidth=0, cmap=cm.cubehelix)\n",
" ax.set_title('%s (corner=%s)' % (name, env))\n",
" ax.set_xlabel('Vds (V)')\n",
" ax.set_ylabel('Vgs (V)')\n",
" ax.set_zlabel(zlabel)\n",
" ax.w_zaxis.set_major_formatter(formatter)\n",
"\n",
" plt.show()\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Querying Small-Signal Parameters\n",
"To lookup transistor small signal parameters given a bias point, use the `query()` method by evaluating the following cell. Feel free to play around with the numbers."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"{'cdb': 6.248976739750922e-17,\n",
" 'cdd': 2.0328230225209543e-16,\n",
" 'cds': -2.4163000626635453e-17,\n",
" 'cgb': 9.966702597590937e-19,\n",
" 'cgd': 1.6495553548122168e-16,\n",
" 'cgg': 3.6228642234598553e-16,\n",
" 'cgs': 1.9633421660500474e-16,\n",
" 'csb': 1.1021134465725374e-16,\n",
" 'css': 2.82382560635623e-16,\n",
" 'gb': 1.983603067386341e-05,\n",
" 'gds': 4.719944723025589e-06,\n",
" 'gm': 9.49214016617884e-05,\n",
" 'ibias': 1.2299113540770929e-05,\n",
" 'vstar': 0.25914310841286414,\n",
" 'vgs': 0.4,\n",
" 'vds': 0.5,\n",
" 'vbs': 0.0}"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"query(vgs=0.4, vds=0.5, vbs=0.0)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Plotting Small-Signal Parameters\n",
"`MOSDBDiscrete` stores each small signal parameter as a continuous function interpolated from simulation data. This makes it easy to manipulate those functions directly (such as using an optimization solver). For a simple example, the `plot_data()` method simply plots the functions versus $V_{gs}$ and $V_{ds}$. Evaluate the following cell to see plots of various different small signal parameters."
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"create transistor database\n",
"{'cdb': 6.40259557187212e-17,\n",
" 'cdd': 2.0379145885397679e-16,\n",
" 'cds': -3.5466715265482257e-17,\n",
" 'cgb': 1.5429673845401091e-18,\n",
" 'cgd': 1.7523221840073783e-16,\n",
" 'cgg': 3.827084324971782e-16,\n",
" 'cgs': 2.0593324671190025e-16,\n",
" 'csb': 1.0744529426477165e-16,\n",
" 'css': 2.7791182571118964e-16,\n",
" 'gb': 3.648119000000001e-05,\n",
" 'gds': 7.598960000000004e-06,\n",
" 'gm': 0.00016568942500000004,\n",
" 'ibias': 3.931712000000002e-05,\n",
" 'vbs': 0.0,\n",
" 'vds': 0.5025,\n",
" 'vgs': 0.6040000000000001,\n",
" 'vstar': 0.4745881639700302}\n"
]
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"\n",
"plot_data(name='ibias')"
]
}
],
"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": "3.6.5"
}
},
"nbformat": 4,
"nbformat_minor": 2
}