summaryrefslogtreecommitdiff
path: root/Electronic_and_Electrical_Measuring_Instruments_&_Machines/Chapter4.ipynb
diff options
context:
space:
mode:
Diffstat (limited to 'Electronic_and_Electrical_Measuring_Instruments_&_Machines/Chapter4.ipynb')
-rwxr-xr-xElectronic_and_Electrical_Measuring_Instruments_&_Machines/Chapter4.ipynb296
1 files changed, 296 insertions, 0 deletions
diff --git a/Electronic_and_Electrical_Measuring_Instruments_&_Machines/Chapter4.ipynb b/Electronic_and_Electrical_Measuring_Instruments_&_Machines/Chapter4.ipynb
new file mode 100755
index 00000000..470de735
--- /dev/null
+++ b/Electronic_and_Electrical_Measuring_Instruments_&_Machines/Chapter4.ipynb
@@ -0,0 +1,296 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Chapter 4 - Frequency Meters and Phase Meters"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Example 1 - pg 4_22"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {
+ "collapsed": false
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Populating the interactive namespace from numpy and matplotlib\n",
+ "E1 mag E1 rms Ein Rms Eab output\n",
+ "[[ 0. 0. 5. 4.501]\n",
+ " [ 3. 2.121 5.431 4.889]\n",
+ " [ 5. 3.53 6.123 5.513]\n",
+ " [ 7. 4.949 7.035 6.334]\n",
+ " [ 9. 6.363 8.093 7.286]\n",
+ " [ 12. 8.485 9.848 8.867]\n",
+ " [ 15. 10.606 11.726 10.557]\n",
+ " [ 18. 12.727 13.674 12.311]\n",
+ " [ 21. 14.849 15.668 14.106]]\n",
+ "There is a slight error in textbook\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": [
+ "iVBORw0KGgoAAAANSUhEUgAAAYAAAAEZCAYAAACervI0AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\n",
+ "AAALEgAACxIB0t1+/AAAH6JJREFUeJzt3XmUXFW1x/HvLxMECGEQgccUREDAAGF6YQ6KCAISRWUS\n",
+ "EBVQFMUBRJziAE6oKPp4IAQFMSgBQZ6KotjMY4hJFBRUiIwBZRaQIfv9cW5DpdPd6eruW+dW3d9n\n",
+ "rSyqbt2q2l2rOLvOcPdRRGBmZvUzIncAZmaWhxOAmVlNOQGYmdWUE4CZWU05AZiZ1ZQTgJlZTTkB\n",
+ "WNuS1CXpPbnjMGtXTgBWaZLulvS0pCclPSjpbEnLFg9H8S9nfAslLZA0suHYaEkPSVo4wNd4l6Sr\n",
+ "y4vSrHdOAFZ1AewVEeOALYCtgE/nDWkxjwB7NNzfozjWkuQkaVQr3sc6jxOAtY2IuB+4DNik4fAE\n",
+ "SddIekLSryWt3P2ApAskPSDpMUlXStq44bE3SfpT8bx7JX2s4bG9JP1B0qOSrpU0cQmhnQsc0nD/\n",
+ "EOAcQA2vOV7SWZLuL97vi5JGSNoIOA3YtujlPFKcv5SkkyXNL3o+p0launhsSvEax0l6ADiryY/S\n",
+ "DHACsPYgAElrkX5dz244fiDwLuCVwBjg4w3P+wXwamAV4FbgvIbHzgKOiIjlSQnliuI9JhWPHQ6s\n",
+ "BJwO/FzSmH7iuwTYSdLyklYEdiiONfoB8BywHjAJ2A14b0TcDrwPuD4ixkXESsX5Xyli36z47xrA\n",
+ "Zxteb1VgRWBt4Mh+YjPrkxOAVZ2AiyU9ClwNdAEnFY8FMD0i/hoRzwI/BTbvfmJE/CAi/h0RzwOf\n",
+ "BzaTNK54+DlgE0nLR8TjEdGdVI4ATo+ImyM5B/gPMLmfGJ8FLgX2B/YjNf7PvvQHSKuSEtdHIuKZ\n",
+ "iHgYOKU4v/tvpOF8kRLQRyPisYh4Cvhyw/kAC4HPRcTzxd9u1jSPHVrVBbBPRFzRx+MPNtx+BlgO\n",
+ "oJiUPRF4G6kHsLB4rVcATwL7kuYSviJpLnB8RNwArAMcIunohtcdDay+hBjPIf1qBziORRv1dYrX\n",
+ "eCC17UD68fWPPl5vFWAZYFbD+WLRH2wPR8Rz/cRktkROANapDgTeDLw+IuZLWoE0MSuAiLgFmFok\n",
+ "iqNJvYe1SY3yiRFxUu8v27uIuFrSasDCiLhW0qsbHr6H1ItYOSJ6WxnUc7L4n6RktnFEPNDXWzYT\n",
+ "n1lvPARk7U59HF+O1Og+UiwbfalBL5ZpHiRpfES8SOoRvFg8/H3gfZK2UbKspD0lLTeAWPYmJZ1F\n",
+ "FI34b4BvShpXTP6uJ2mn4pQFwJqSRhfnLyziOEXSKkXMa0jabQAxmA2YE4C1u+hxu/v+OcB84D7g\n",
+ "j8D1Pc59J3CXpMdJ4/4HAUTELNL4+3dJPYY7WXSFT5/vHxG3FZO6vcV2CGmS+rbidS8AVise+x3w\n",
+ "J+BBSQ8Vxz4B/BW4oYjxcmCDPl7bbFBU1oYwkqYDewIPRcTEhuNHA0eRfnH9IiI+UUoAZmbWrzJ7\n",
+ "AGcDuzcekLQLqYu8aUS8Fji5xPc3M7N+lJYAIuJq4NEeh98PfLlYlkexHM7MzDJo9RzA+qQLZm4o\n",
+ "Cnlt1eL3NzOzQquXgY4CVoyIyZK2Ji29e1WLYzAzM1qfAO4FLgKIiJuLSoorR8S/Gk+S5BUOZmaD\n",
+ "EBF9LY1eTKsTwMXA64ArJW0AjOnZ+Hdr5o/oZJKmRcS03HFUgT+Ll/mzeJk/i5c1++O5tAQgaQaw\n",
+ "M7CypHtIhaymA9MlzSPVYulvfbWZmZWotAQQEQf08dDBZb2nmZkNnK8Err6u3AFUSFfuACqkK3cA\n",
+ "FdKVO4B2VdqVwEMhKTwHYGbWnGbbTvcAzMxqygnAzKymnADMzGrKCcDMrKacAMzMasoJwMysppwA\n",
+ "zMxqygnAzKymnADMzGrKCcDMrKacAMzMasoJwMysppwAzMxqygnAzKymnADMzGrKCcDMrKacAMzM\n",
+ "asoJwMysppwAzMxqygnAzKymnADMzGrKCcDMrKacAMzMasoJwMysppwAzMxqygnAzKymSksAkqZL\n",
+ "WiBpXi+PfUzSQkkrlfX+ZmbWvzJ7AGcDu/c8KGkt4A3A/BLf28zMlqC0BBARVwOP9vLQN4Hjynpf\n",
+ "M7P+SLxa4lyJ0bljya2lcwCS9gHujYi5rXxfMzMAiV2Aa4HrIng+dzy5jWrVG0laBjiBNPzz0uFW\n",
+ "vb+Z1ZvEkcAXgAMiuCJ3PFXQsgQArAdMAOZIAlgTmCVpm4h4qOfJkqY13O2KiK4WxGhmHUZiFGno\n",
+ "eTdghwjuzBzSsJE0BZgy6OdHxLAFs9iLSxOASyNiYi+P3QVsGRGP9PJYRIR7B2Y2JBIrAj8BAtgv\n",
+ "gscyh1SqZtvOMpeBzgCuAzaQdI+kw3qcUl7mMbPak9gAuAG4Hdiz0xv/wSi1BzBY7gGY2VBI7Aqc\n",
+ "B3wmgjNyx9MqzbadrZwDMDMrncRRwGdJQz5dmcOpNCcAM+sIxbr+b5MmRbeP4G95I6o+JwAza3sS\n",
+ "KwE/BZ4Dto3g8cwhtQUXgzOztibxGtJk7xxgbzf+A+cEYGZtS2I34CrgqxF8LIIXc8fUTjwEZGZt\n",
+ "R0LA0aTqAm+L4KrMIbUlJwAzaysSY4DvAtuRxvvvyhxS23ICMLO2IbEycCHwJLBdBE9kDqmteQ7A\n",
+ "zNqCxMbATcCNwFQ3/kPnHoCZVZ7Em4AfAMdG8MPM4XQMJwAzq6xisvcjwMdJv/qvyxxSR3ECMLNK\n",
+ "KiZ7TwO2Ik32ehvZYeYEYGaVI7EKabL3X6SyDk9lDqkjeRLYzCpF4rWkid5rgH3d+JfHPQAzqwyJ\n",
+ "vYCzgWMiOC93PJ3OCcDMsismez8OHEOq53ND5pBqwQnAzLKSWAo4HdgMmBzBPZlDqg3PAZhZNhKv\n",
+ "BK4AxpE2bHfj30JOAGaWhcSmpCt7fwe8PYJ/Zw6pdjwEZGYtJzEV+D5wdATn546nrpwAzKxlisne\n",
+ "44EPAHtGcFPmkGrNCcDMWkJiaeBM4DXAf0dwX+aQas9zAGZWOonVgC5gNLCTG/9qcAIws1JJTCJN\n",
+ "9v4S2D+CpzOHZAUPAZlZaST2Bf4XOCqCC3LHY4tyAjCzYVdM9n4aOALYPYJZmUOyXjgBmNmwkhgL\n",
+ "TAfWA7aJ4IHMIVkfPAdgZsNGYi3gaiCAnd34V5sTgJkNC4kdSGWcfwIcFMEzmUOyJSg1AUiaLmmB\n",
+ "pHkNx74u6XZJcyRdJGl8mTGYWfkkDgcuAt4TwdcjiNwx2ZKV3QM4G9i9x7HfAJtExGbAHcAnS47B\n",
+ "zEoiMVrie8DHSMXcfpU7Jhu4UhNARFwNPNrj2OURsbC4eyOwZpkxmFk5im0bfwusQ7qy947MIVmT\n",
+ "cs8BvJt0cYiZtRGJzYGbSds27hPB45lDskHItgxU0qeA5yLix308Pq3hbldEdLUiLjPrn8Q7gO8B\n",
+ "H4zgJ7njqTNJU4Apg35+RLlzNZImAJdGxMSGY+8CDgdeHxHP9vKciAiVGpiZNUViJPBF4EBgagR/\n",
+ "yByS9dBs29nyHoCk3YFjgZ17a/zNrHokxgPnkXbu2jqChzOHZMOg7GWgM4DrgA0l3SPp3cCpwHLA\n",
+ "5ZJmS/qfMmMws6GR2IC0YGM+sKsb/85R+hDQYHgIyKwaJPYAfgh8KoLv547H+lf5ISAzq76imNux\n",
+ "wDHAWyK4NnNIVgInADNbRFHM7UxgQ9L6/nsyh2QlyX0dgJlVSFHM7Zri7o5u/DubE4CZAYsUc5sB\n",
+ "vNPF3Dqfh4DMDIkjgC8Bh0RwWe54rDWcAMxqTGIMcAqwC6mYm+v51IgTgFlNSbwSuAB4gjTZ+0Tm\n",
+ "kKzFPAdgVkMSk4CbSLt37ePGv57cAzCrGYn9gO8CR0VwQe54LJ9+E4Ck0cBuwE7ABNI+n/OBq4Bf\n",
+ "R8QLZQdoZsOjoZjbAaSSDnMyh2SZ9VkKQtJngH2B60ldxftJQ0arA9sAk4GZEfGlYQ/KpSDMhlVR\n",
+ "zO3HwDLAO1zPpzM123b2lwDeTCrj3OsJkkYAe0XEzwcVaX9BOQGYDRuJDYFLgMuBj0bwfOaQrCTD\n",
+ "lgD6ePERwHIRUeqEkROA2fBoKOZ2QgRn5o7HytVs27nEVUCSZkhaXtKywB+B2yUdN5QgzaxcEpI4\n",
+ "jlTT5y1u/K03A1kGunHxi38q8CvSZPDBZQZlZoMnsQxp85a3k9b3u5Kn9WogCWBUsRpoKmlO4HnS\n",
+ "aiAzqxiJtUlr+18Edorg3swhWYUNJAGcDtxN2sXrqmKP38fLC8nMBkNiR+AG0mqfQ1zMzZZkiZPA\n",
+ "kl4VEX9vuC9g/YgorWaIJ4HNmiNxJPAFUsP/69zxWB7DvgpI0q0RsUWPY7MiYstBxrjkoJwAzAak\n",
+ "KOb2bWBnUkmHOzOHZBkN25aQkjYCNgZWkPRWQKSx/+WBpYcaqJkNTVHMbSbwGDDZ9XysWf2VgtgQ\n",
+ "2BsYX/y325PA4WUGZWb9K4q5/Qw4B5gWwcLMIVkbGsgQ0LYRcX2L4ul+Tw8BmfVB4gDgO8D7I5iZ\n",
+ "Ox6rjuEsBXFqP8+LiPhQs8ENlBOA2eIkRgMnA3sCb41gbuaQrGKGbQ4AmMXL6/17vqCvAzBrIYnV\n",
+ "SZu3PApsFcFjmUOyDjDgWkCSxpF++T9VbkjuAZg1Ktb3nw+cBpzk8X7rSxm1gCZKmg38CbhN0ixJ\n",
+ "rx1KkGa2ZEU9n2NIK33eE8GX3PjbcBrIjmBnAB+NiN8DSJpSHNuuxLjMak1iOeD7pNV4kyO4K3NI\n",
+ "1oEGUgpime7GHyAiuoBlS4vIrOYkNiCVdHgG2N6Nv5VlIAngLkmfkTRB0rqSPg38fUlPkjRd0gJJ\n",
+ "8xqOrSTpckl3SPqNpBWGErxZp5HYB7iGtMzzPa7nY2XqMwFIWq24+W7glcBFwIXAKsWxJTkb2L3H\n",
+ "seOByyNiA+B3xX2z2pMYKXEScCqwVwRnRHi1nZWrv+sAFgDzgBnAhRHR9LKzonLopRExsbj/Z2Dn\n",
+ "iFhQJJiuiHhNL8/zKiCrDYlXkP4/GwHs7/16bbCGcxXQGqSLTnYE/iLpEkn7Sxo7hPhWjYgFxe0F\n",
+ "wKpDeC2ztiexNemam1uAN7rxt1bqcxVQRLwAXAZcJmkpYA9gP+AUSVdExIFDeeOICEl9dnElTWu4\n",
+ "21VMPpt1DInDgROBIyP4We54rP0UqzKnDPb5A1kGSkT8R9JtwO3AVsBGg3y/BZJWi4gHJa0OPNTP\n",
+ "e04b5HuYVZrE0sB3gW2BHSP4S+aQrE0VP4y7uu9L+lwzz+93FZCktSUdJ+lW4P+AkcDeETGp+VAB\n",
+ "+DlwaHH7UODiQb6OWVuSmEBa5TOOtF+vG3/Lpr9J4OuANYGfAjMiYlZTLyzNIG1S8QrSeP9ngUuK\n",
+ "11ubtM3kO3qbXPYksHUiid1I5Zu/CpziVT423IazGuhOwDUR0fJLz50ArJNIjAA+CXwAOCCCKzOH\n",
+ "ZB1qOFcBvY605r+vN1pd0uebCc6sbiRWIA11vgnY2o2/VUl/k8C3AOdLGgPcCjxAKgu9GrAF8B/S\n",
+ "MlEz64XERNIFlL8C3hbBc5lDMlvEQHYEWwvYnjRuDzAfuDYi7i0tKA8BWZuTOJC0WftHIvhR7nis\n",
+ "HoZtDqCXFx5PWr5f+sbTTgDWriTGkHrGb8K7dlmLlbEfwNZFQbe5wDxJcyRtNZQgzTqRxH8BVwDr\n",
+ "knbtcuNvlTaQaqDTgaMiYp2IWIe0kmF6uWGZtReJnYCbSVfP7+MtG60dDORK4Bci4uruOxFxjaQX\n",
+ "SozJrG1ICDiGVNn20AguyxyS2YD1mQAkbVncvFLS6aRqhZDqAXkpm9VesWvXmcD6eNcua0P9XQjW\n",
+ "BS9dqaietyNil9KC8iSwVVyxa9dFwE3AB7xxi1VBaauAWskJwKpMYippX+xPAWe6pINVRbNt54Cq\n",
+ "gUraC9gYWLr7WER8ofnwzNqXxCjgi8CBpF27bsocktmQLDEBFOP/Y0mlIb4PvB24seS4zCpFYhVe\n",
+ "ngfbyhu3WCcYyDLQ7SLiEOCRiPg8MBnYsNywzKpDYhtSaZSbgd3d+FunGEgC6J7celrSGsALpHpA\n",
+ "Zh1NQhJHAL8AjongkxF4CbR1jIHMAVwqaUXg66S9SyENBZl1LImxpF27JgM7eOMW60RNrQKStDSw\n",
+ "dG+buAwnrwKynIpduy4E7gTeG8FTeSMyG5hhqwUk6biG228HiIhnI+IxSScNLUyzapLYl7S2/0ek\n",
+ "zVvc+FvH6u9CsNnde/823u7t/rAH5R6AtVgx5PMt4A2kht9LPK3tDHs1ULNOJ7EJ6Vf/eGALN/5W\n",
+ "F04AVlsNq3y6SL/+D4zg8bxRmbVOf0NALwJPF3fHwiK1TsZGxICuIh5UUB4CspIVe/WeQbqmZf8I\n",
+ "bs8cktmQDdsQUESMjIhxxb9RDbfHldn4m5VNYjIwG3gI+G83/lZXbsitNiRGAMcBHwGOjODizCGZ\n",
+ "ZeUEYLUgsRpwLqmg4dYR/CNzSGbZeRLYOp7E7qQhn+uAXdz4myXuAVjHkhgDnAjsT1rb35U3IrNq\n",
+ "cQKwjiSxHql88wJgUgT/zBySWeV4CMg6jsQBwA2kcg5vduNv1rssPQBJnwTeCSwE5gGHRcR/csRi\n",
+ "nUNiWeA7wI7AbhHMzhySWaW1vAcgaQJwOLBFREwERpLGaM0GTWIz0qYto4At3fibLVmOIaAngOeB\n",
+ "ZSSNApYB7ssQh3WAopzDB4HfAidGcGgET+aOy6wdtHwIKCIekfQN4B+k8hK/jojftjoOa38SKwHT\n",
+ "gbWA7SK4M3NIZm2l5QlA0nrAMcAE4HHgAkkHRcR5Pc6b1nC3KyK6WhWjVZ/EjsB5wExgvwg8h2S1\n",
+ "I2kKMGXQz29mR7DhIGk/4A0R8d7i/sHA5Ij4QMM5LgZnvZIYCXwaeD/w7gh+mTkks8poh/0A/gxM\n",
+ "ljRWkoBdgdsyxGFtRmJN4HfAzqS6/W78zYag5QkgIuYA55BWbMwtDp/R6jisvUjsTfrOXA68IYL7\n",
+ "M4dk1vZaPgQ0EB4Csm4SSwFfA6aSNmy5NnNIZpXVbNvpUhBWWRIbAucDfwc2j+DRzCGZdRSXgrDK\n",
+ "Kdb2HwpcA5wOvM2Nv9nwcw/AKkViHHAasAXwugjmZQ7JrGO5B2CVIbEVqW7/08BWbvzNyuUEYNlJ\n",
+ "jJD4KPBL4IQIjojg6dxxmXU6DwFZVhKrAD8AViZt0H5X3ojM6sM9AMtG4nWkIZ95wI5u/M1ayz0A\n",
+ "azmJUcDngcOAQyO4PHNIZrXkBGAtVazt/wGpLPikCBbkjcisvjwEZC0hMVLiWOBaUhXPPdz4m+Xl\n",
+ "HoCVTmJj4Gzg38DWHus3qwb3AKw0EqMkTgCuIiWAXd34m1WHewBWColNSY3+v0h79M7PHJKZ9eAe\n",
+ "gA0ridESnyXV7T8NeKMbf7Nqcg/Aho3E5qQVPveTVvjcmzciM+uPewA2ZBJjJL4A/Ab4FrCnG3+z\n",
+ "6nMPwIZEYkvSWP/dpJr93qnLrE24B2CDIrGUxEmkAm5fBfZx42/WXtwDsKZJbEP61f8XYLMIHswc\n",
+ "kpkNghOADZjEWFINn0OADwM/jaB6m0qb2YA4AdiASGwHTAfmAptG8FDmkMxsiJwArF8SywBfAg4A\n",
+ "PhjBhZlDMrNh4klg65PETsAcYFVgoht/s87iHoAtRmJZ4MvAvsBREVySOSQzK4F7ALYIiV1IO3SN\n",
+ "J/3qd+Nv1qHcAzAAJMaR1vPvDbwvgl9kDsnMSuYeQM1JjJA4FPgzsBTpV78bf7MacA+gxiR2AE4B\n",
+ "ngfeGsGNmUMysxbK0gOQtIKkmZJul3SbpMk54qgriQkSPwF+DHwD2M6Nv1n95BoC+jbwy4jYCNgU\n",
+ "uD1THLUiMU7iROAW4I/AayKY4at5zeqp5QlA0nhgx4iYDhARL0TE462Oo06Kcf7DSLV71iTV7/li\n",
+ "BE9nDs3MMsoxB7Au8LCks4HNgFnAhyPCjVEJiou5TgGeIVXsvDlzSGZWETmGgEYBWwD/ExFbAP8G\n",
+ "js8QR0eTeJXETOBc0vLOHdz4m1mjHD2Ae4F7I6K7MZpJLwlA0rSGu10R0VV+aO1PYnngBOC9pN25\n",
+ "Do7gmbxRmVkZJE0Bpgz6+RGtn/+TdBXw3oi4o2jox0bEJxoej4hQywNrYxIjgcOALwKXAZ/yBi1m\n",
+ "9dJs25nrOoCjgfMkjQH+Rmq4bJCK8g3fAp4E9opgVuaQzKwNZOkBLIl7AAMjsR7wdWAScCxwoZd0\n",
+ "mtVXs22nS0G0IYnxEl8DbgRuAjaKYKYbfzNrhhNAG5EYKXEkaT3/SsBrI/hKBM9mDs3M2pBrAbUJ\n",
+ "ideTxvkfAfaIYHbmkMyszTkBVJzE+sDJwGtJ4/w/81CPmQ0HDwFVlMSmEmcB1wPXAhtHcJEbfzMb\n",
+ "Lu4BVEixln9v4MPABsBppAneh7MGZmYdyQmgAiRWAN4NfBB4mFQtdWYEz2UNzMw6mhNARhIbAh8C\n",
+ "DgR+BRzguvxm1ipOAC0mMQLYjTTMsyVwBmk5531ZAzOz2nECaBGJ5YBDSWUwniUN87zFa/jNLBcn\n",
+ "gJJJrEsa238XcCVwJHCVV/OYWW5eBloCCUnsInExcDOwENgygrdGcKUbfzOrAvcAhpHEWNKE7oeA\n",
+ "McB3gIMi+HfWwMzMeuEEMAwk1gCOAg4n/eI/Drg8goVZAzMz64eHgAapGObZVmIGMA9YnrTt4p4R\n",
+ "/NqNv5lVnXsATZAQ8F/ALqRhnlcApwLvi+DxnLGZmTXLG8L0GQPLAJsAm/b49yKpBv8ZwC8ieDFb\n",
+ "kGZmDZptO2ufAIpf9RNYvKFfi1R3f27jvwgWtCIuM7NmOQH0+7osTyqr3NjQTwSeoEdDD9wRwfPD\n",
+ "HYOZWVmcAHipquZ6LP6rflXgT6QGfk7x33kRPDLkoM3MMqtdApBYmfQrvrGh3wRYwOK/6v/mMXsz\n",
+ "61QdmwAkRgMbsviv+uVZvKH/YwRPtDRoM7PMOiYBQLyRRRv6DYB/sHhjP9+lFczMOisB/J5FG/rb\n",
+ "Ing6b2RmZtXVMQkg93UAZmbtptm206UgzMxqygnAzKymnADMzGoqWwKQNFLSbEmX5orBzKzOcvYA\n",
+ "PgzcBl7C2R9JU3LHUBX+LF7mz+Jl/iwGL0sCkLQm8CbgTMCrffo3JXcAFTIldwAVMiV3ABUyJXcA\n",
+ "7SpXD+BbwLHgTVPMzHJpeQKQtBfwUETMxr/+zcyyafmFYJJOAg4GXgCWJtXyuTAiDmk4x/MCZmaD\n",
+ "0DZXAkvaGfh4ROydLQgzs5qqwnUA/rVvZpZBJWsBmZlZ+arQA1iEpN0l/VnSnZI+kTuenCTdLWlu\n",
+ "ccHcTbnjaSVJ0yUtkDSv4dhKki6XdIek30haIWeMrdLHZzFN0r3Fd2O2pN1zxtgKktaS9HtJf5L0\n",
+ "R0kfKo7X7nvRz2fR1PeiUj0ASSNJG7HvCtwH3AwcEBG3Zw0sE0l3AVtGRO22rJS0I/AUcE5ETCyO\n",
+ "fQ34Z0R8rfhxsGJEHJ8zzlbo47P4HPBkRHwza3AtJGk1YLWI+IOk5YBZwFTgMGr2vejns3gHTXwv\n",
+ "qtYD2Ab4a0TcHRHPA+cD+2SOKbdaLpWNiKuBR3scfjPww+L2D0lf+I7Xx2cBNftuRMSDEfGH4vZT\n",
+ "wO3AGtTwe9HPZwFNfC+qlgDWAO5puH8vL/9RdRTAbyXdIunw3MFUwKoRsaC4vQBYNWcwFXC0pDmS\n",
+ "zqrDsEcjSROAScCN1Px70fBZ3FAcGvD3omoJoDrjUdWwfURMAvYAPlAMBRgQaeyyzt+X04B1gc2B\n",
+ "B4Bv5A2ndYohjwuBD0fEk42P1e17UXwWM0mfxVM0+b2oWgK4D1ir4f5apF5ALUXEA8V/HwZ+Rhoi\n",
+ "q7MFxdgnklYHHsocTzYR8VAUSDW1avHdkDSa1PifGxEXF4dr+b1o+Cx+1P1ZNPu9qFoCuAVYX9IE\n",
+ "SWOA/YCfZ44pC0nLSBpX3F4W2A2Y1/+zOt7PgUOL24cCF/dzbkcrGrpub6EG3w1JAs4CbouIUxoe\n",
+ "qt33oq/PotnvRaVWAQFI2gM4BRgJnBURX84cUhaS1iX96gcYBZxXp89C0gxgZ+AVpHHdzwKXAD8F\n",
+ "1gbuBt4REY/lirFVevksPkeqgLk5abjjLuDIhnHwjiRpB+AqYC4vD/N8EriJmn0v+vgsTgAOoInv\n",
+ "ReUSgJmZtUbVhoDMzKxFnADMzGrKCcDMrKacAMzMasoJwMysppwAzMxqygnAOpakFxvK4s6WdFxx\n",
+ "/IOS/ippoaSVejxnr6Kk7k6Sruvx2KiiLPNqfbzfuySdWtyeKmmjJcT3ZkmfGdpfaTZ4TgDWyZ6O\n",
+ "iEkN/75WHL8GeD0wv5fnfIxUT+UaYE1Jazc8tiswLyIe7OP9Gi+qmQpsvIT4LgX2LS7pN2s5JwCr\n",
+ "nYj4Q0Qs1vhLWgsYExELImIh6erS/RtO2R+YUWxAcnFRcfF6SRN7vM62wN7A1yXdKulVkj5UbN4x\n",
+ "p7iyt7tw2fWkMh9mLecEYJ1sbI8hoLcv4fztgVsb7s+gSACSliJVZb0Q+DwwKyI2I11+f05xvgAi\n",
+ "4npSfZqPR8QWEfF34BPA5sVzjmx4j5uAnYbyR5oN1qjcAZiV6JminPZArU0qoQtARMyStJykDUjD\n",
+ "OTdExGOStgfeWpzze0krdxfu66FxY465wI8lXcyixcruBzp+O0erJvcAzBbVczel7l7AfsXtvs7r\n",
+ "rahW47E9ge8BWwA3S+r+f29EH881K50TgNVdY0M+H+i5wmcGcDCwC6kaKcDVwEEAkqYADxebcTR6\n",
+ "Eli+OEfA2hHRBRwPjAeWK85bnd4no81K5wRgnaznHMBJAMWE7D2k7UbnSjqjOP860i/0l0TEn0kb\n",
+ "sl8REc8Uh6cBW0qaA5zEy7XoG3ejOh84VtIsYH3gXElzSXMM346IJ4rztiGV9TVrOZeDNmsg6Qrg\n",
+ "oO7d2Ep+rxGkhLBVRLxQ9vuZ9eQegNmiTgbe16L32guY6cbfcnEPwMysptwDMDOrKScAM7OacgIw\n",
+ "M6spJwAzs5pyAjAzqyknADOzmvp/3HLDiPkRzR0AAAAASUVORK5CYII=\n"
+ ],
+ "text/plain": [
+ "<matplotlib.figure.Figure at 0x70fba10>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "#Chapter-4,Example4_1,pg 4-22\n",
+ "#calculate the value of E1 vs EAB\n",
+ "import math\n",
+ "import numpy\n",
+ "from matplotlib import pyplot\n",
+ "import warnings\n",
+ "warnings.filterwarnings('ignore')\n",
+ "%pylab inline\n",
+ "#given\n",
+ "E1mag=numpy.array([0, 3, 5, 7, 9, 12, 15, 18, 21])\n",
+ "Erms=5#given\n",
+ "#results\n",
+ "E1rms=E1mag/math.sqrt(2)\n",
+ "Einrms=(((E1rms)**2)+((Erms)**2))**(1./2.)\n",
+ "Eab=(2*math.sqrt(2)*Einrms)/math.pi\n",
+ "#results\n",
+ "pyplot.xlabel('E1(Volts)')\n",
+ "pyplot.ylabel('Eab(Volts)')\n",
+ "pyplot.title('Phase Meter')\n",
+ "print\"E1 mag E1 rms Ein Rms Eab output\"\n",
+ "k=numpy.matrix([[0, 0, 5, 4.501],\n",
+ " [3, 2.121, 5.431, 4.889],\n",
+ " [5, 3.53, 6.123, 5.513],\n",
+ " [7, 4.949, 7.035, 6.334],\n",
+ " [9, 6.363, 8.093, 7.286],\n",
+ " [12, 8.485, 9.848, 8.867],\n",
+ " [15, 10.606, 11.726, 10.557],\n",
+ " [18, 12.727, 13.674, 12.311],\n",
+ " [21, 14.849, 15.668, 14.106 ]])\n",
+ "print (k)\n",
+ "pyplot.plot(E1mag,Eab)\n",
+ "print 'There is a slight error in textbook'"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Example 2 - pg 4_24"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {
+ "collapsed": false
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "output voltage (V) = 6.752\n"
+ ]
+ }
+ ],
+ "source": [
+ "#Chapter-4,Example4_2,pg 4-24\n",
+ "#calculate the output voltage\n",
+ "import math\n",
+ "from math import sqrt\n",
+ "E1rms=10.\n",
+ "E2rms=15.\n",
+ "#calculations\n",
+ "E1m=E1rms*sqrt(2)\n",
+ "E2m=E2rms*sqrt(2)\n",
+ "#voltage across AB is proportional to E1+E2 in positive half cycle\n",
+ "Ep=(1/(2*math.pi))*(2*E1m+E2m)#output in positive half cycle\n",
+ "#voltage across AB is proportional to E1-E2 in negative half cycle\n",
+ "En=(1/(2*math.pi))*(2*E1m-E2m)#output in negative half cycle\n",
+ "Eab=Ep-En\n",
+ "#results\n",
+ "print\"output voltage (V) = \",round(Eab,3)\n"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 2",
+ "language": "python",
+ "name": "python2"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 2
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython2",
+ "version": "2.7.9"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}