diff --git a/assignments/src/MV3500Cohort2021JulySeptember/homework3/Lentz/assignment_3_walkthrough.ipynb b/assignments/src/MV3500Cohort2021JulySeptember/homework3/Lentz/assignment_3_walkthrough.ipynb
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@@ -0,0 +1,1112 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "71d59a8a-b252-4945-8030-5e515ceff87a",
+ "metadata": {},
+ "source": [
+ "Welcome the MV3500 Assignment 3 (Python Version)\n",
+ "\n",
+ "This example simulates the replay of ADSB data collected by FlightAware on 1 Sept, 2021 for N569DS. This aircraft was flying under IFR rules from \n",
+ "KMSN to KEFT and back to KMSN. "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "3a93674e-b56c-4429-8110-cedd9f44885f",
+ "metadata": {},
+ "source": [
+ "First, lets look at the data"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "ab0994fb-62f1-4451-86d8-30f72d73dafb",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pandas as pd\n",
+ "data_frame = pd.read_csv('N569DS_Track_1_Sept_1.csv')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "9c5eb1f8-abf7-4239-b23f-49e67b3c2e0e",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "<div>\n",
+ "<style scoped>\n",
+ " .dataframe tbody tr th:only-of-type {\n",
+ " vertical-align: middle;\n",
+ " }\n",
+ "\n",
+ " .dataframe tbody tr th {\n",
+ " vertical-align: top;\n",
+ " }\n",
+ "\n",
+ " .dataframe thead th {\n",
+ " text-align: right;\n",
+ " }\n",
+ "</style>\n",
+ "<table border=\"1\" class=\"dataframe\">\n",
+ " <thead>\n",
+ " <tr style=\"text-align: right;\">\n",
+ " <th></th>\n",
+ " <th>Time (EDT)</th>\n",
+ " <th>Latitude</th>\n",
+ " <th>Longitude</th>\n",
+ " <th>Course</th>\n",
+ " <th>kts</th>\n",
+ " <th>mph</th>\n",
+ " <th>feet</th>\n",
+ " <th>Rate</th>\n",
+ " <th>Reporting Facility</th>\n",
+ " </tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr>\n",
+ " <th>0</th>\n",
+ " <td>Wed 08:35:24 PM</td>\n",
+ " <td>43.1452</td>\n",
+ " <td>-89.3382</td>\n",
+ " <td>↠315°</td>\n",
+ " <td>86.0</td>\n",
+ " <td>99.0</td>\n",
+ " <td>950</td>\n",
+ " <td>NaN</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>1</th>\n",
+ " <td>Wed 08:35:24 PM Departure (KMSN) @ Wednesday ...</td>\n",
+ " <td>NaN</td>\n",
+ " <td>NaN</td>\n",
+ " <td>NaN</td>\n",
+ " <td>NaN</td>\n",
+ " <td>NaN</td>\n",
+ " <td>NaN</td>\n",
+ " <td>NaN</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>2</th>\n",
+ " <td>Wed 08:35:40 PM</td>\n",
+ " <td>43.1489</td>\n",
+ " <td>-89.3442</td>\n",
+ " <td>↠301°</td>\n",
+ " <td>81.0</td>\n",
+ " <td>93.0</td>\n",
+ " <td>1,225</td>\n",
+ " <td>938.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>3</th>\n",
+ " <td>Wed 08:35:56 PM</td>\n",
+ " <td>43.1499</td>\n",
+ " <td>-89.3525</td>\n",
+ " <td>↠260°</td>\n",
+ " <td>92.0</td>\n",
+ " <td>106.0</td>\n",
+ " <td>1,450</td>\n",
+ " <td>984.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>4</th>\n",
+ " <td>Wed 08:36:12 PM</td>\n",
+ " <td>43.1460</td>\n",
+ " <td>-89.3611</td>\n",
+ " <td>↙ 216°</td>\n",
+ " <td>92.0</td>\n",
+ " <td>106.0</td>\n",
+ " <td>1,750</td>\n",
+ " <td>844.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</div>"
+ ],
+ "text/plain": [
+ " Time (EDT) Latitude Longitude \\\n",
+ "0 Wed 08:35:24 PM 43.1452 -89.3382 \n",
+ "1 Wed 08:35:24 PM Departure (KMSN) @ Wednesday ... NaN NaN \n",
+ "2 Wed 08:35:40 PM 43.1489 -89.3442 \n",
+ "3 Wed 08:35:56 PM 43.1499 -89.3525 \n",
+ "4 Wed 08:36:12 PM 43.1460 -89.3611 \n",
+ "\n",
+ " Course kts mph feet Rate Reporting Facility \n",
+ "0 ↠315° 86.0 99.0 950 NaN FlightAware ADS-B (KMSN) \n",
+ "1 NaN NaN NaN NaN NaN FlightAware ADS-B (KMSN) \n",
+ "2 ↠301° 81.0 93.0 1,225 938.0 FlightAware ADS-B (KMSN) \n",
+ "3 ↠260° 92.0 106.0 1,450 984.0 FlightAware ADS-B (KMSN) \n",
+ "4 ↙ 216° 92.0 106.0 1,750 844.0 FlightAware ADS-B (KMSN) "
+ ]
+ },
+ "execution_count": 2,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data_frame.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "9a576163-61b9-438e-b64c-80543115ebb9",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# drop the rows that don't have position data\n",
+ "data_frame = data_frame.dropna()\n",
+ "data_frame = data_frame.reset_index()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "e2722c1f-7941-4ef5-8439-ebf36d8d242a",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "<div>\n",
+ "<style scoped>\n",
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+ " .dataframe thead th {\n",
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+ "</style>\n",
+ "<table border=\"1\" class=\"dataframe\">\n",
+ " <thead>\n",
+ " <tr style=\"text-align: right;\">\n",
+ " <th></th>\n",
+ " <th>index</th>\n",
+ " <th>Time (EDT)</th>\n",
+ " <th>Latitude</th>\n",
+ " <th>Longitude</th>\n",
+ " <th>Course</th>\n",
+ " <th>kts</th>\n",
+ " <th>mph</th>\n",
+ " <th>feet</th>\n",
+ " <th>Rate</th>\n",
+ " <th>Reporting Facility</th>\n",
+ " </tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr>\n",
+ " <th>0</th>\n",
+ " <td>2</td>\n",
+ " <td>Wed 08:35:40 PM</td>\n",
+ " <td>43.1489</td>\n",
+ " <td>-89.3442</td>\n",
+ " <td>↠301°</td>\n",
+ " <td>81.0</td>\n",
+ " <td>93.0</td>\n",
+ " <td>1,225</td>\n",
+ " <td>938.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>1</th>\n",
+ " <td>3</td>\n",
+ " <td>Wed 08:35:56 PM</td>\n",
+ " <td>43.1499</td>\n",
+ " <td>-89.3525</td>\n",
+ " <td>↠260°</td>\n",
+ " <td>92.0</td>\n",
+ " <td>106.0</td>\n",
+ " <td>1,450</td>\n",
+ " <td>984.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>2</th>\n",
+ " <td>4</td>\n",
+ " <td>Wed 08:36:12 PM</td>\n",
+ " <td>43.1460</td>\n",
+ " <td>-89.3611</td>\n",
+ " <td>↙ 216°</td>\n",
+ " <td>92.0</td>\n",
+ " <td>106.0</td>\n",
+ " <td>1,750</td>\n",
+ " <td>844.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>3</th>\n",
+ " <td>5</td>\n",
+ " <td>Wed 08:36:28 PM</td>\n",
+ " <td>43.1401</td>\n",
+ " <td>-89.3644</td>\n",
+ " <td>↓ 195°</td>\n",
+ " <td>98.0</td>\n",
+ " <td>113.0</td>\n",
+ " <td>1,900</td>\n",
+ " <td>750.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>4</th>\n",
+ " <td>6</td>\n",
+ " <td>Wed 08:36:44 PM</td>\n",
+ " <td>43.1323</td>\n",
+ " <td>-89.3676</td>\n",
+ " <td>↓ 199°</td>\n",
+ " <td>99.0</td>\n",
+ " <td>114.0</td>\n",
+ " <td>2,150</td>\n",
+ " <td>984.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</div>"
+ ],
+ "text/plain": [
+ " index Time (EDT) Latitude Longitude Course kts mph feet \\\n",
+ "0 2 Wed 08:35:40 PM 43.1489 -89.3442 ↠301° 81.0 93.0 1,225 \n",
+ "1 3 Wed 08:35:56 PM 43.1499 -89.3525 ↠260° 92.0 106.0 1,450 \n",
+ "2 4 Wed 08:36:12 PM 43.1460 -89.3611 ↙ 216° 92.0 106.0 1,750 \n",
+ "3 5 Wed 08:36:28 PM 43.1401 -89.3644 ↓ 195° 98.0 113.0 1,900 \n",
+ "4 6 Wed 08:36:44 PM 43.1323 -89.3676 ↓ 199° 99.0 114.0 2,150 \n",
+ "\n",
+ " Rate Reporting Facility \n",
+ "0 938.0 FlightAware ADS-B (KMSN) \n",
+ "1 984.0 FlightAware ADS-B (KMSN) \n",
+ "2 844.0 FlightAware ADS-B (KMSN) \n",
+ "3 750.0 FlightAware ADS-B (KMSN) \n",
+ "4 984.0 FlightAware ADS-B (KMSN) "
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data_frame.head()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "2bf93a15-5a71-45f8-90c0-69f97edb311f",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "156"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# how many position reports do we have?\n",
+ "len(data_frame)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "acf5babb-c10a-4732-b146-e2a60c20e4f7",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "<div>\n",
+ "<style scoped>\n",
+ " .dataframe tbody tr th:only-of-type {\n",
+ " vertical-align: middle;\n",
+ " }\n",
+ "\n",
+ " .dataframe tbody tr th {\n",
+ " vertical-align: top;\n",
+ " }\n",
+ "\n",
+ " .dataframe thead th {\n",
+ " text-align: right;\n",
+ " }\n",
+ "</style>\n",
+ "<table border=\"1\" class=\"dataframe\">\n",
+ " <thead>\n",
+ " <tr style=\"text-align: right;\">\n",
+ " <th></th>\n",
+ " <th>index</th>\n",
+ " <th>Time (EDT)</th>\n",
+ " <th>Latitude</th>\n",
+ " <th>Longitude</th>\n",
+ " <th>Course</th>\n",
+ " <th>kts</th>\n",
+ " <th>mph</th>\n",
+ " <th>feet</th>\n",
+ " <th>Rate</th>\n",
+ " <th>Reporting Facility</th>\n",
+ " </tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr>\n",
+ " <th>151</th>\n",
+ " <td>186</td>\n",
+ " <td>Wed 11:09:44 PM</td>\n",
+ " <td>43.0898</td>\n",
+ " <td>-89.2665</td>\n",
+ " <td>↖ 316°</td>\n",
+ " <td>137.0</td>\n",
+ " <td>158.0</td>\n",
+ " <td>2,336</td>\n",
+ " <td>-726.0</td>\n",
+ " <td>Surface and Near-Surface</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>152</th>\n",
+ " <td>187</td>\n",
+ " <td>Wed 11:10:57 PM</td>\n",
+ " <td>43.1182</td>\n",
+ " <td>-89.3031</td>\n",
+ " <td>↖ 319°</td>\n",
+ " <td>91.0</td>\n",
+ " <td>105.0</td>\n",
+ " <td>1,400</td>\n",
+ " <td>-783.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>153</th>\n",
+ " <td>188</td>\n",
+ " <td>Wed 11:11:13 PM</td>\n",
+ " <td>43.1232</td>\n",
+ " <td>-89.3095</td>\n",
+ " <td>↠315°</td>\n",
+ " <td>93.0</td>\n",
+ " <td>107.0</td>\n",
+ " <td>1,175</td>\n",
+ " <td>-703.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>154</th>\n",
+ " <td>189</td>\n",
+ " <td>Wed 11:11:29 PM</td>\n",
+ " <td>43.1279</td>\n",
+ " <td>-89.3156</td>\n",
+ " <td>↖ 316°</td>\n",
+ " <td>89.0</td>\n",
+ " <td>102.0</td>\n",
+ " <td>1,025</td>\n",
+ " <td>-563.0</td>\n",
+ " <td>FlightAware ADS-B (KEFT)</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>155</th>\n",
+ " <td>190</td>\n",
+ " <td>Wed 11:11:45 PM</td>\n",
+ " <td>43.1330</td>\n",
+ " <td>-89.3222</td>\n",
+ " <td>↖ 318°</td>\n",
+ " <td>88.0</td>\n",
+ " <td>101.0</td>\n",
+ " <td>875</td>\n",
+ " <td>-563.0</td>\n",
+ " <td>FlightAware ADS-B (KMSN)</td>\n",
+ " </tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</div>"
+ ],
+ "text/plain": [
+ " index Time (EDT) Latitude Longitude Course kts mph feet \\\n",
+ "151 186 Wed 11:09:44 PM 43.0898 -89.2665 ↖ 316° 137.0 158.0 2,336 \n",
+ "152 187 Wed 11:10:57 PM 43.1182 -89.3031 ↖ 319° 91.0 105.0 1,400 \n",
+ "153 188 Wed 11:11:13 PM 43.1232 -89.3095 ↠315° 93.0 107.0 1,175 \n",
+ "154 189 Wed 11:11:29 PM 43.1279 -89.3156 ↖ 316° 89.0 102.0 1,025 \n",
+ "155 190 Wed 11:11:45 PM 43.1330 -89.3222 ↖ 318° 88.0 101.0 875 \n",
+ "\n",
+ " Rate Reporting Facility \n",
+ "151 -726.0 Surface and Near-Surface \n",
+ "152 -783.0 FlightAware ADS-B (KMSN) \n",
+ "153 -703.0 FlightAware ADS-B (KMSN) \n",
+ "154 -563.0 FlightAware ADS-B (KEFT) \n",
+ "155 -563.0 FlightAware ADS-B (KMSN) "
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data_frame.tail()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "9918a198-2f04-4a20-a4cc-92352f54884b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# we see that the ADSB network first started collecting position data at 2035 and the last report was at 2311."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "c992337d-f51f-4297-a17f-7572c8c01e7a",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "0 Wed 08:35:40 PM 43.1489 -89.3442 ↠301° 81.0 1,225 938.0\n",
+ "1 Wed 08:35:56 PM 43.1499 -89.3525 ↠260° 92.0 1,450 984.0\n",
+ "2 Wed 08:36:12 PM 43.146 -89.3611 ↙ 216° 92.0 1,750 844.0\n",
+ "3 Wed 08:36:28 PM 43.1401 -89.3644 ↓ 195° 98.0 1,900 750.0\n",
+ "4 Wed 08:36:44 PM 43.1323 -89.3676 ↓ 199° 99.0 2,150 984.0\n",
+ "5 Wed 08:37:00 PM 43.1257 -89.3712 ↙ 203° 96.0 2,425 938.0\n",
+ "6 Wed 08:37:16 PM 43.1197 -89.375 ↙ 208° 93.0 2,650 844.0\n",
+ "7 Wed 08:37:32 PM 43.114 -89.3792 ↙ 208° 93.0 2,875 891.0\n",
+ "8 Wed 08:37:48 PM 43.1072 -89.3839 ↙ 208° 92.0 3,125 844.0\n",
+ "9 Wed 08:38:04 PM 43.1018 -89.3877 ↙ 204° 93.0 3,325 797.0\n",
+ "10 Wed 08:38:20 PM 43.0952 -89.3907 ↓ 197° 92.0 3,550 844.0\n",
+ "11 Wed 08:38:36 PM 43.0886 -89.3935 ↓ 198° 92.0 3,775 844.0\n",
+ "12 Wed 08:38:52 PM 43.0819 -89.3965 ↓ 198° 91.0 4,000 300.0\n",
+ "13 Wed 08:39:40 PM 43.0571 -89.4019 ↓ 192° 126.0 4,000 -37.0\n",
+ "14 Wed 08:40:02 PM 43.0436 -89.4057 ↓ 190° 130.0 3,975 -28.0\n",
+ "15 Wed 08:43:34 PM 42.9108 -89.4271 ↓ 187° 137.0 3,975 -25.0\n",
+ "16 Wed 08:44:05 PM 42.8913 -89.4304 ↓ 187° 138.0 3,950 -25.0\n",
+ "17 Wed 08:46:10 PM 42.8133 -89.4315 ↘ 150° 132.0 3,950 43.0\n",
+ "18 Wed 08:46:27 PM 42.8048 -89.425 ↘ 153° 132.0 3,975 38.0\n",
+ "19 Wed 08:46:49 PM 42.7918 -89.4168 ↓ 157° 133.0 3,975 -29.0\n",
+ "20 Wed 08:47:19 PM 42.7749 -89.4074 ↓ 158° 134.0 3,950 -33.0\n",
+ "21 Wed 08:49:06 PM 42.7132 -89.3747 ↓ 159° 136.0 3,950 -49.0\n",
+ "22 Wed 08:49:36 PM 42.6955 -89.3654 ↓ 158° 139.0 3,900 -75.0\n",
+ "23 Wed 08:50:06 PM 42.6773 -89.3558 ↓ 159° 137.0 3,875 -96.0\n",
+ "24 Wed 08:50:23 PM 42.6668 -89.3504 ↓ 159° 141.0 3,825 -191.0\n",
+ "25 Wed 08:50:53 PM 42.648 -89.3406 ↓ 159° 144.0 3,725 -228.0\n",
+ "26 Wed 08:51:09 PM 42.6382 -89.3355 ↓ 159° 145.0 3,650 -261.0\n",
+ "27 Wed 08:51:39 PM 42.6195 -89.3258 ↓ 159° 147.0 3,525 -275.0\n",
+ "28 Wed 08:52:09 PM 42.6007 -89.3159 ↓ 159° 149.0 3,375 -306.0\n",
+ "29 Wed 08:52:28 PM 42.5873 -89.3096 ↓ 167° 153.0 3,275 -243.0\n",
+ "30 Wed 08:52:46 PM 42.5754 -89.3087 ↓ 188° 158.0 3,225 -265.0\n",
+ "31 Wed 08:53:02 PM 42.5641 -89.3117 ↓ 196° 159.0 3,125 -261.0\n",
+ "32 Wed 08:53:32 PM 42.5457 -89.3291 ↙ 222° 160.0 3,025 -250.0\n",
+ "33 Wed 08:54:02 PM 42.5298 -89.3486 ↙ 222° 159.0 2,875 -184.0\n",
+ "34 Wed 08:54:37 PM 42.512 -89.3708 ↙ 223° 139.0 2,875 42.0\n",
+ "35 Wed 08:54:57 PM 42.5036 -89.3835 ↙ 243° 133.0 2,900 75.0\n",
+ "36 Wed 08:55:34 PM 42.5054 -89.4129 ↠304° 126.0 2,900 -105.0\n",
+ "37 Wed 08:56:00 PM 42.5154 -89.4274 ↖ 317° 123.0 2,850 -26.0\n",
+ "38 Wed 08:56:31 PM 42.5282 -89.4432 ↖ 318° 123.0 2,875 25.0\n",
+ "39 Wed 08:57:17 PM 42.5477 -89.4672 ↖ 319° 125.0 2,875 -160.0\n",
+ "40 Wed 08:57:48 PM 42.5617 -89.4833 ↖ 320° 133.0 2,750 -295.0\n",
+ "41 Wed 08:58:13 PM 42.5722 -89.4959 ↖ 316° 110.0 2,600 -522.0\n",
+ "42 Wed 08:58:34 PM 42.5783 -89.5089 ↠299° 119.0 2,350 -824.0\n",
+ "43 Wed 08:59:04 PM 42.5868 -89.5276 ↠300° 108.0 1,900 -702.0\n",
+ "44 Wed 08:59:36 PM 42.5937 -89.5437 ↠301° 84.0 1,625 -469.0\n",
+ "45 Wed 08:59:52 PM 42.5966 -89.5512 ↠300° 83.0 1,525 -321.0\n",
+ "46 Wed 09:00:18 PM 42.6022 -89.5624 ↠305° 87.0 1,400 -359.0\n",
+ "47 Wed 09:00:38 PM 42.6072 -89.572 ↠304° 89.0 1,250 -281.0\n",
+ "48 Wed 09:01:06 PM 42.6134 -89.585 ↠302° 98.0 1,175 142.0\n",
+ "49 Wed 09:01:31 PM 42.6199 -89.5996 ↠298° 97.0 1,375 607.0\n",
+ "50 Wed 09:01:48 PM 42.6232 -89.6085 ↠295° 98.0 1,600 926.0\n",
+ "51 Wed 09:02:05 PM 42.6233 -89.6187 ↙ 239° 101.0 1,900 882.0\n",
+ "52 Wed 09:02:22 PM 42.6174 -89.6261 ↙ 214° 108.0 2,100 568.0\n",
+ "53 Wed 09:02:42 PM 42.608 -89.6273 ↘ 155° 105.0 2,250 500.0\n",
+ "54 Wed 09:03:27 PM 42.5931 -89.6058 ↘ 125° 110.0 2,250 -327.0\n",
+ "55 Wed 09:03:53 PM 42.5853 -89.5915 ↘ 123° 102.0 2,100 -321.0\n",
+ "56 Wed 09:04:09 PM 42.5846 -89.5835 → 76° 85.0 2,025 -542.0\n",
+ "57 Wed 09:04:29 PM 42.5893 -89.5752 ↗ 39° 77.0 1,775 -716.0\n",
+ "58 Wed 09:04:53 PM 42.5962 -89.5697 ↑ 20° 69.0 1,500 -563.0\n",
+ "59 Wed 09:05:09 PM 42.6015 -89.5694 ↑ 345° 75.0 1,400 -557.0\n",
+ "60 Wed 09:05:28 PM 42.6073 -89.5734 ↖ 320° 77.0 1,175 -711.0\n",
+ "61 Wed 10:24:59 PM 42.6111 -89.5676 ↗ 40° 62.0 1,825 857.0\n",
+ "62 Wed 10:25:15 PM 42.6158 -89.5657 ↑ 5° 72.0 2,025 797.0\n",
+ "63 Wed 10:25:31 PM 42.6212 -89.5657 ↑ 355° 75.0 2,250 846.0\n",
+ "64 Wed 10:25:54 PM 42.6291 -89.566 ↑ 6° 74.0 2,575 802.0\n",
+ "65 Wed 10:26:14 PM 42.6358 -89.5645 ↑ 9° 78.0 2,825 770.0\n",
+ "66 Wed 10:26:31 PM 42.6424 -89.5635 ↑ 4° 82.0 3,050 818.0\n",
+ "67 Wed 10:26:58 PM 42.6529 -89.5634 ↑ 358° 82.0 3,425 784.0\n",
+ "68 Wed 10:27:15 PM 42.6592 -89.5637 ↑ 1° 85.0 3,625 750.0\n",
+ "69 Wed 10:27:40 PM 42.669 -89.5625 ↑ 9° 87.0 3,950 733.0\n",
+ "70 Wed 10:27:58 PM 42.6766 -89.5602 ↑ 14° 89.0 4,150 717.0\n",
+ "71 Wed 10:28:26 PM 42.6878 -89.5568 ↑ 11° 90.0 4,500 734.0\n",
+ "72 Wed 10:28:45 PM 42.6959 -89.5545 ↑ 13° 90.0 4,725 649.0\n",
+ "73 Wed 10:29:03 PM 42.7028 -89.5521 ↗ 22° 93.0 4,900 618.0\n",
+ "74 Wed 10:29:19 PM 42.7095 -89.5479 ↗ 24° 97.0 5,075 71.0\n",
+ "75 Wed 10:29:45 PM 42.7234 -89.5416 ↑ 20° 128.0 4,950 -54.0\n",
+ "76 Wed 10:30:15 PM 42.7394 -89.5333 ↑ 20° 131.0 5,025 -55.0\n",
+ "77 Wed 10:30:40 PM 42.7541 -89.5264 ↑ 17° 142.0 4,900 -196.0\n",
+ "78 Wed 10:31:01 PM 42.7681 -89.5203 ↑ 20° 136.0 4,875 -98.0\n",
+ "79 Wed 10:31:26 PM 42.7825 -89.5129 ↑ 19° 131.0 4,825 100.0\n",
+ "80 Wed 10:31:46 PM 42.7933 -89.5091 ↑ 16° 117.0 4,950 341.0\n",
+ "81 Wed 10:32:26 PM 42.8126 -89.5006 ↑ 4° 122.0 4,950 -686.0\n",
+ "82 Wed 10:32:45 PM 42.8236 -89.4983 ↑ 7° 121.0 4,675 -900.0\n",
+ "83 Wed 10:33:01 PM 42.8328 -89.4979 ↑ 5° 124.0 4,425 -932.0\n",
+ "84 Wed 10:33:22 PM 42.8444 -89.496 ↑ 7° 122.0 4,100 -825.0\n",
+ "85 Wed 10:33:41 PM 42.8543 -89.4939 ↑ 9° 115.0 3,875 -673.0\n",
+ "86 Wed 10:34:11 PM 42.8704 -89.4919 ↑ 4° 114.0 3,550 -375.0\n",
+ "87 Wed 10:34:41 PM 42.8864 -89.4905 ↑ 3° 110.0 3,500 -98.0\n",
+ "88 Wed 10:36:23 PM 42.9377 -89.4882 ↑ 4° 106.0 3,500 33.0\n",
+ "89 Wed 10:36:41 PM 42.946 -89.4856 ↗ 24° 104.0 3,500 -122.0\n",
+ "90 Wed 10:37:00 PM 42.9535 -89.4783 ↗ 38° 108.0 3,425 -136.0\n",
+ "91 Wed 10:37:25 PM 42.9638 -89.4693 ↗ 30° 109.0 3,400 -233.0\n",
+ "92 Wed 10:37:45 PM 42.9722 -89.4619 ↗ 34° 115.0 3,250 -450.0\n",
+ "93 Wed 10:38:15 PM 42.9863 -89.4488 ↗ 34° 118.0 3,025 -518.0\n",
+ "94 Wed 10:38:40 PM 42.9986 -89.4405 ↗ 24° 125.0 2,775 -574.0\n",
+ "95 Wed 10:39:02 PM 43.0106 -89.4334 ↗ 25° 125.0 2,575 -540.0\n",
+ "96 Wed 10:39:30 PM 43.0248 -89.4235 ↗ 27° 128.0 2,325 -540.0\n",
+ "97 Wed 10:39:52 PM 43.037 -89.4147 ↗ 26° 131.0 2,125 -513.0\n",
+ "98 Wed 10:40:08 PM 43.045 -89.4094 ↗ 27° 128.0 2,000 -375.0\n",
+ "99 Wed 10:40:24 PM 43.0534 -89.4026 ↗ 32° 124.0 1,925 -464.0\n",
+ "100 Wed 10:40:50 PM 43.0658 -89.3924 ↗ 29° 126.0 1,675 -389.0\n",
+ "101 Wed 10:40:57 PM 43.0696 -89.3896 ↗ 27° 127.0 1,711 -220.0\n",
+ "102 Wed 10:42:12 PM 43.1045 -89.3636 ↗ 30° 88.0 1,375 -287.0\n",
+ "103 Wed 10:42:28 PM 43.1101 -89.3594 ↗ 28° 89.0 1,275 -375.0\n",
+ "104 Wed 10:42:44 PM 43.1157 -89.355 ↗ 30° 87.0 1,175 -375.0\n",
+ "105 Wed 10:43:00 PM 43.1211 -89.351 ↗ 29° 77.0 1,075 -422.0\n",
+ "106 Wed 10:43:16 PM 43.1261 -89.3472 ↗ 28° 72.0 950 -3.0\n",
+ "107 Wed 10:51:21 PM 43.1478 -89.3416 ↖ 328° 84.0 1,050 33.0\n",
+ "108 Wed 10:51:37 PM 43.1531 -89.3443 ↑ 352° 85.0 1,225 750.0\n",
+ "109 Wed 10:51:53 PM 43.1585 -89.3417 ↗ 50° 77.0 1,450 891.0\n",
+ "110 Wed 10:52:09 PM 43.1601 -89.3348 → 86° 73.0 1,700 984.0\n",
+ "111 Wed 10:52:25 PM 43.1607 -89.3269 → 81° 71.0 1,975 891.0\n",
+ "112 Wed 10:52:41 PM 43.1611 -89.3194 → 89° 78.0 2,175 797.0\n",
+ "113 Wed 10:52:57 PM 43.1612 -89.312 → 86° 76.0 2,400 844.0\n",
+ "114 Wed 10:53:13 PM 43.1616 -89.3045 → 87° 77.0 2,625 750.0\n",
+ "115 Wed 10:53:29 PM 43.1616 -89.2964 → 91° 85.0 2,800 469.0\n",
+ "116 Wed 10:53:45 PM 43.1616 -89.2863 → 90° 102.0 2,875 188.0\n",
+ "117 Wed 10:54:01 PM 43.1618 -89.2756 → 88° 113.0 2,900 188.0\n",
+ "118 Wed 10:54:17 PM 43.162 -89.2639 → 90° 116.0 2,975 234.0\n",
+ "119 Wed 10:54:49 PM 43.1615 -89.2396 → 89° 129.0 2,975 -118.0\n",
+ "120 Wed 10:55:49 PM 43.1616 -89.1909 → 90° 133.0 2,875 -33.0\n",
+ "121 Wed 10:56:19 PM 43.1615 -89.1652 → 89° 127.0 2,925 96.0\n",
+ "122 Wed 10:56:36 PM 43.1608 -89.1526 ↘ 117° 127.0 2,950 44.0\n",
+ "123 Wed 10:57:16 PM 43.1358 -89.1463 ↓ 186° 144.0 2,950 31.0\n",
+ "124 Wed 10:57:42 PM 43.1202 -89.1481 ↓ 185° 145.0 2,975 87.0\n",
+ "125 Wed 10:58:08 PM 43.1025 -89.1498 ↓ 182° 144.0 3,025 34.0\n",
+ "126 Wed 10:58:26 PM 43.0908 -89.1497 ↓ 169° 139.0 3,000 -263.0\n",
+ "127 Wed 10:58:48 PM 43.0783 -89.139 ↘ 140° 147.0 2,850 -202.0\n",
+ "128 Wed 10:59:18 PM 43.0633 -89.1222 ↘ 141° 139.0 2,825 50.0\n",
+ "129 Wed 10:59:48 PM 43.0489 -89.1056 ↘ 139° 135.0 2,900 48.0\n",
+ "130 Wed 11:00:41 PM 43.0244 -89.0748 ↘ 135° 137.0 2,900 -29.0\n",
+ "131 Wed 11:01:11 PM 43.0096 -89.0574 ↘ 140° 138.0 2,850 -28.0\n",
+ "132 Wed 11:01:51 PM 42.9898 -89.0365 ↘ 145° 142.0 2,850 -33.0\n",
+ "133 Wed 11:02:21 PM 42.974 -89.0204 ↘ 144° 140.0 2,850 96.0\n",
+ "134 Wed 11:02:38 PM 42.9639 -89.0145 ↓ 169° 141.0 2,925 162.0\n",
+ "135 Wed 11:02:58 PM 42.9499 -89.0129 ↓ 178° 144.0 2,950 324.0\n",
+ "136 Wed 11:03:15 PM 42.9398 -89.0163 ↙ 209° 137.0 3,125 273.0\n",
+ "137 Wed 11:04:07 PM 42.933 -89.0563 ↠309° 141.0 3,100 -79.0\n",
+ "138 Wed 11:04:47 PM 42.9522 -89.0814 ↖ 318° 140.0 3,100 61.0\n",
+ "139 Wed 11:05:17 PM 42.966 -89.0994 ↠314° 139.0 3,125 -153.0\n",
+ "140 Wed 11:05:46 PM 42.9788 -89.1208 ↠307° 152.0 2,950 -351.0\n",
+ "141 Wed 11:06:04 PM 42.9867 -89.1346 ↠312° 151.0 2,850 -293.0\n",
+ "142 Wed 11:06:27 PM 42.9964 -89.1492 ↠314° 149.0 2,750 -308.0\n",
+ "143 Wed 11:06:43 PM 43.0047 -89.1604 ↖ 317° 146.0 2,650 -326.0\n",
+ "144 Wed 11:07:13 PM 43.019 -89.1783 ↖ 317° 144.0 2,500 -50.0\n",
+ "145 Wed 11:07:43 PM 43.0329 -89.1963 ↖ 317° 132.0 2,600 125.0\n",
+ "146 Wed 11:08:13 PM 43.0464 -89.2132 ↖ 320° 130.0 2,625 63.0\n",
+ "147 Wed 11:08:31 PM 43.0554 -89.2237 ↖ 318° 130.0 2,650 -35.0\n",
+ "148 Wed 11:08:56 PM 43.0663 -89.2366 ↖ 319° 137.0 2,600 62.0\n",
+ "149 Wed 11:09:06 PM 43.0713 -89.2427 ↖ 317° 139.0 2,686 -94.0\n",
+ "150 Wed 11:09:21 PM 43.0789 -89.2522 ↖ 318° 145.0 2,561 -553.0\n",
+ "151 Wed 11:09:44 PM 43.0898 -89.2665 ↖ 316° 137.0 2,336 -726.0\n",
+ "152 Wed 11:10:57 PM 43.1182 -89.3031 ↖ 319° 91.0 1,400 -783.0\n",
+ "153 Wed 11:11:13 PM 43.1232 -89.3095 ↠315° 93.0 1,175 -703.0\n",
+ "154 Wed 11:11:29 PM 43.1279 -89.3156 ↖ 316° 89.0 1,025 -563.0\n",
+ "155 Wed 11:11:45 PM 43.133 -89.3222 ↖ 318° 88.0 875 -563.0\n"
+ ]
+ }
+ ],
+ "source": [
+ "# since the data is not that big, lets just display it \n",
+ "for index, row in data_frame.iterrows():\n",
+ " print(index, row['Time (EDT)'], row['Latitude'],row['Longitude'], row['Course'],row['kts'], row['feet'],row['Rate'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "003385d8-8fb1-479a-af79-e442f272a06f",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# we need to clean up the data a bit if we are going to send it as an Entity State PDU (mimicking an operation replay) such as during a Fertile Keynote mission (ref: https://www.115fw.ang.af.mil/Media/Photos/igphoto/2001630342/)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "f690f528-cb4a-4622-94cc-ce9386014877",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# you can skip this set if you already have opendis7 installed, else...\n",
+ "# unzip the main source into the local directory and install opendis using:\n",
+ "#!pip install open-dis-python-master/."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "3751842e-9fd4-4cd0-9307-4334f9070df4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# we import the things needed to package and send the Entity State PDU at a given time step\n",
+ "import socket\n",
+ "import time\n",
+ "\n",
+ "from io import BytesIO\n",
+ "\n",
+ "from opendis.DataOutputStream import DataOutputStream\n",
+ "from opendis.dis7 import EntityStatePdu\n",
+ "from opendis.RangeCoordinates import GPS\n",
+ "\n",
+ "UDP_PORT = 3001\n",
+ "DESTINATION_ADDRESS = \"127.0.0.1\"\n",
+ "\n",
+ "udpSocket = socket.socket(socket.AF_INET, socket.SOCK_DGRAM)\n",
+ "udpSocket.setsockopt(socket.SOL_SOCKET, socket.SO_BROADCAST, 1)\n",
+ "\n",
+ "gps = GPS() # conversion helper\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "id": "3f981d64-545d-4c50-bd3e-1d2a2abc5bd5",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# next we \n",
+ "def send(lat, lon, alt):\n",
+ " pdu = EntityStatePdu()\n",
+ " pdu.entityID.entityID = 42\n",
+ " pdu.entityID.siteID = 17\n",
+ " pdu.entityID.applicationID = 23\n",
+ "\n",
+ " location = gps.lla2ecef((float(lat), float(lon), float(alt)) ) \n",
+ " pdu.entityLocation.x = location[0]\n",
+ " pdu.entityLocation.y = location[1]\n",
+ " pdu.entityLocation.z = location[2]\n",
+ "\n",
+ " memoryStream = BytesIO()\n",
+ " outputStream = DataOutputStream(memoryStream)\n",
+ " pdu.serialize(outputStream)\n",
+ " data = memoryStream.getvalue()\n",
+ "\n",
+ " udpSocket.sendto(data, (DESTINATION_ADDRESS, UDP_PORT))\n",
+ " print(\"Sent {}. {} bytes\".format(pdu.__class__.__name__, len(data)))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "5eacdcbc-b076-47ea-b255-4e3782558af3",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# next get and install wireshark from https://www.wireshark.org/download.html\n",
+ "# then start a local loopback capture and apply a capture filter UDP destination port 3001 (udp port 3001)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "eee5a228-efb5-4e0c-bd69-c533c5d84320",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Sent EntityStatePdu. 144 bytes\n",
+ "0 Wed 08:35:40 PM 43.1489 -89.3442 ↠301° 81.0 1,225 938.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "1 Wed 08:35:56 PM 43.1499 -89.3525 ↠260° 92.0 1,450 984.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "2 Wed 08:36:12 PM 43.146 -89.3611 ↙ 216° 92.0 1,750 844.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "3 Wed 08:36:28 PM 43.1401 -89.3644 ↓ 195° 98.0 1,900 750.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "4 Wed 08:36:44 PM 43.1323 -89.3676 ↓ 199° 99.0 2,150 984.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "5 Wed 08:37:00 PM 43.1257 -89.3712 ↙ 203° 96.0 2,425 938.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "6 Wed 08:37:16 PM 43.1197 -89.375 ↙ 208° 93.0 2,650 844.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "7 Wed 08:37:32 PM 43.114 -89.3792 ↙ 208° 93.0 2,875 891.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "8 Wed 08:37:48 PM 43.1072 -89.3839 ↙ 208° 92.0 3,125 844.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "9 Wed 08:38:04 PM 43.1018 -89.3877 ↙ 204° 93.0 3,325 797.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "10 Wed 08:38:20 PM 43.0952 -89.3907 ↓ 197° 92.0 3,550 844.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "11 Wed 08:38:36 PM 43.0886 -89.3935 ↓ 198° 92.0 3,775 844.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "12 Wed 08:38:52 PM 43.0819 -89.3965 ↓ 198° 91.0 4,000 300.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "13 Wed 08:39:40 PM 43.0571 -89.4019 ↓ 192° 126.0 4,000 -37.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "14 Wed 08:40:02 PM 43.0436 -89.4057 ↓ 190° 130.0 3,975 -28.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "15 Wed 08:43:34 PM 42.9108 -89.4271 ↓ 187° 137.0 3,975 -25.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "16 Wed 08:44:05 PM 42.8913 -89.4304 ↓ 187° 138.0 3,950 -25.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "17 Wed 08:46:10 PM 42.8133 -89.4315 ↘ 150° 132.0 3,950 43.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "18 Wed 08:46:27 PM 42.8048 -89.425 ↘ 153° 132.0 3,975 38.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "19 Wed 08:46:49 PM 42.7918 -89.4168 ↓ 157° 133.0 3,975 -29.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "20 Wed 08:47:19 PM 42.7749 -89.4074 ↓ 158° 134.0 3,950 -33.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "21 Wed 08:49:06 PM 42.7132 -89.3747 ↓ 159° 136.0 3,950 -49.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "22 Wed 08:49:36 PM 42.6955 -89.3654 ↓ 158° 139.0 3,900 -75.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "23 Wed 08:50:06 PM 42.6773 -89.3558 ↓ 159° 137.0 3,875 -96.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "24 Wed 08:50:23 PM 42.6668 -89.3504 ↓ 159° 141.0 3,825 -191.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "25 Wed 08:50:53 PM 42.648 -89.3406 ↓ 159° 144.0 3,725 -228.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "26 Wed 08:51:09 PM 42.6382 -89.3355 ↓ 159° 145.0 3,650 -261.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "27 Wed 08:51:39 PM 42.6195 -89.3258 ↓ 159° 147.0 3,525 -275.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "28 Wed 08:52:09 PM 42.6007 -89.3159 ↓ 159° 149.0 3,375 -306.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "29 Wed 08:52:28 PM 42.5873 -89.3096 ↓ 167° 153.0 3,275 -243.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "30 Wed 08:52:46 PM 42.5754 -89.3087 ↓ 188° 158.0 3,225 -265.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "31 Wed 08:53:02 PM 42.5641 -89.3117 ↓ 196° 159.0 3,125 -261.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "32 Wed 08:53:32 PM 42.5457 -89.3291 ↙ 222° 160.0 3,025 -250.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "33 Wed 08:54:02 PM 42.5298 -89.3486 ↙ 222° 159.0 2,875 -184.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "34 Wed 08:54:37 PM 42.512 -89.3708 ↙ 223° 139.0 2,875 42.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "35 Wed 08:54:57 PM 42.5036 -89.3835 ↙ 243° 133.0 2,900 75.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "36 Wed 08:55:34 PM 42.5054 -89.4129 ↠304° 126.0 2,900 -105.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "37 Wed 08:56:00 PM 42.5154 -89.4274 ↖ 317° 123.0 2,850 -26.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "38 Wed 08:56:31 PM 42.5282 -89.4432 ↖ 318° 123.0 2,875 25.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "39 Wed 08:57:17 PM 42.5477 -89.4672 ↖ 319° 125.0 2,875 -160.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "40 Wed 08:57:48 PM 42.5617 -89.4833 ↖ 320° 133.0 2,750 -295.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "41 Wed 08:58:13 PM 42.5722 -89.4959 ↖ 316° 110.0 2,600 -522.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "42 Wed 08:58:34 PM 42.5783 -89.5089 ↠299° 119.0 2,350 -824.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "43 Wed 08:59:04 PM 42.5868 -89.5276 ↠300° 108.0 1,900 -702.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "44 Wed 08:59:36 PM 42.5937 -89.5437 ↠301° 84.0 1,625 -469.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "45 Wed 08:59:52 PM 42.5966 -89.5512 ↠300° 83.0 1,525 -321.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "46 Wed 09:00:18 PM 42.6022 -89.5624 ↠305° 87.0 1,400 -359.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "47 Wed 09:00:38 PM 42.6072 -89.572 ↠304° 89.0 1,250 -281.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "48 Wed 09:01:06 PM 42.6134 -89.585 ↠302° 98.0 1,175 142.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "49 Wed 09:01:31 PM 42.6199 -89.5996 ↠298° 97.0 1,375 607.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "50 Wed 09:01:48 PM 42.6232 -89.6085 ↠295° 98.0 1,600 926.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "51 Wed 09:02:05 PM 42.6233 -89.6187 ↙ 239° 101.0 1,900 882.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "52 Wed 09:02:22 PM 42.6174 -89.6261 ↙ 214° 108.0 2,100 568.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "53 Wed 09:02:42 PM 42.608 -89.6273 ↘ 155° 105.0 2,250 500.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "54 Wed 09:03:27 PM 42.5931 -89.6058 ↘ 125° 110.0 2,250 -327.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "55 Wed 09:03:53 PM 42.5853 -89.5915 ↘ 123° 102.0 2,100 -321.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "56 Wed 09:04:09 PM 42.5846 -89.5835 → 76° 85.0 2,025 -542.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "57 Wed 09:04:29 PM 42.5893 -89.5752 ↗ 39° 77.0 1,775 -716.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "58 Wed 09:04:53 PM 42.5962 -89.5697 ↑ 20° 69.0 1,500 -563.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "59 Wed 09:05:09 PM 42.6015 -89.5694 ↑ 345° 75.0 1,400 -557.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "60 Wed 09:05:28 PM 42.6073 -89.5734 ↖ 320° 77.0 1,175 -711.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "61 Wed 10:24:59 PM 42.6111 -89.5676 ↗ 40° 62.0 1,825 857.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "62 Wed 10:25:15 PM 42.6158 -89.5657 ↑ 5° 72.0 2,025 797.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "63 Wed 10:25:31 PM 42.6212 -89.5657 ↑ 355° 75.0 2,250 846.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "64 Wed 10:25:54 PM 42.6291 -89.566 ↑ 6° 74.0 2,575 802.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "65 Wed 10:26:14 PM 42.6358 -89.5645 ↑ 9° 78.0 2,825 770.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "66 Wed 10:26:31 PM 42.6424 -89.5635 ↑ 4° 82.0 3,050 818.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "67 Wed 10:26:58 PM 42.6529 -89.5634 ↑ 358° 82.0 3,425 784.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "68 Wed 10:27:15 PM 42.6592 -89.5637 ↑ 1° 85.0 3,625 750.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "69 Wed 10:27:40 PM 42.669 -89.5625 ↑ 9° 87.0 3,950 733.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "70 Wed 10:27:58 PM 42.6766 -89.5602 ↑ 14° 89.0 4,150 717.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "71 Wed 10:28:26 PM 42.6878 -89.5568 ↑ 11° 90.0 4,500 734.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "72 Wed 10:28:45 PM 42.6959 -89.5545 ↑ 13° 90.0 4,725 649.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "73 Wed 10:29:03 PM 42.7028 -89.5521 ↗ 22° 93.0 4,900 618.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "74 Wed 10:29:19 PM 42.7095 -89.5479 ↗ 24° 97.0 5,075 71.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "75 Wed 10:29:45 PM 42.7234 -89.5416 ↑ 20° 128.0 4,950 -54.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "76 Wed 10:30:15 PM 42.7394 -89.5333 ↑ 20° 131.0 5,025 -55.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "77 Wed 10:30:40 PM 42.7541 -89.5264 ↑ 17° 142.0 4,900 -196.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "78 Wed 10:31:01 PM 42.7681 -89.5203 ↑ 20° 136.0 4,875 -98.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "79 Wed 10:31:26 PM 42.7825 -89.5129 ↑ 19° 131.0 4,825 100.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "80 Wed 10:31:46 PM 42.7933 -89.5091 ↑ 16° 117.0 4,950 341.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "81 Wed 10:32:26 PM 42.8126 -89.5006 ↑ 4° 122.0 4,950 -686.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "82 Wed 10:32:45 PM 42.8236 -89.4983 ↑ 7° 121.0 4,675 -900.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "83 Wed 10:33:01 PM 42.8328 -89.4979 ↑ 5° 124.0 4,425 -932.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "84 Wed 10:33:22 PM 42.8444 -89.496 ↑ 7° 122.0 4,100 -825.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "85 Wed 10:33:41 PM 42.8543 -89.4939 ↑ 9° 115.0 3,875 -673.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "86 Wed 10:34:11 PM 42.8704 -89.4919 ↑ 4° 114.0 3,550 -375.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "87 Wed 10:34:41 PM 42.8864 -89.4905 ↑ 3° 110.0 3,500 -98.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "88 Wed 10:36:23 PM 42.9377 -89.4882 ↑ 4° 106.0 3,500 33.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "89 Wed 10:36:41 PM 42.946 -89.4856 ↗ 24° 104.0 3,500 -122.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "90 Wed 10:37:00 PM 42.9535 -89.4783 ↗ 38° 108.0 3,425 -136.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "91 Wed 10:37:25 PM 42.9638 -89.4693 ↗ 30° 109.0 3,400 -233.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "92 Wed 10:37:45 PM 42.9722 -89.4619 ↗ 34° 115.0 3,250 -450.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "93 Wed 10:38:15 PM 42.9863 -89.4488 ↗ 34° 118.0 3,025 -518.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "94 Wed 10:38:40 PM 42.9986 -89.4405 ↗ 24° 125.0 2,775 -574.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "95 Wed 10:39:02 PM 43.0106 -89.4334 ↗ 25° 125.0 2,575 -540.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "96 Wed 10:39:30 PM 43.0248 -89.4235 ↗ 27° 128.0 2,325 -540.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "97 Wed 10:39:52 PM 43.037 -89.4147 ↗ 26° 131.0 2,125 -513.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "98 Wed 10:40:08 PM 43.045 -89.4094 ↗ 27° 128.0 2,000 -375.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "99 Wed 10:40:24 PM 43.0534 -89.4026 ↗ 32° 124.0 1,925 -464.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "100 Wed 10:40:50 PM 43.0658 -89.3924 ↗ 29° 126.0 1,675 -389.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "101 Wed 10:40:57 PM 43.0696 -89.3896 ↗ 27° 127.0 1,711 -220.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "102 Wed 10:42:12 PM 43.1045 -89.3636 ↗ 30° 88.0 1,375 -287.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "103 Wed 10:42:28 PM 43.1101 -89.3594 ↗ 28° 89.0 1,275 -375.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "104 Wed 10:42:44 PM 43.1157 -89.355 ↗ 30° 87.0 1,175 -375.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "105 Wed 10:43:00 PM 43.1211 -89.351 ↗ 29° 77.0 1,075 -422.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "106 Wed 10:43:16 PM 43.1261 -89.3472 ↗ 28° 72.0 950 -3.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "107 Wed 10:51:21 PM 43.1478 -89.3416 ↖ 328° 84.0 1,050 33.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "108 Wed 10:51:37 PM 43.1531 -89.3443 ↑ 352° 85.0 1,225 750.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "109 Wed 10:51:53 PM 43.1585 -89.3417 ↗ 50° 77.0 1,450 891.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "110 Wed 10:52:09 PM 43.1601 -89.3348 → 86° 73.0 1,700 984.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "111 Wed 10:52:25 PM 43.1607 -89.3269 → 81° 71.0 1,975 891.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "112 Wed 10:52:41 PM 43.1611 -89.3194 → 89° 78.0 2,175 797.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "113 Wed 10:52:57 PM 43.1612 -89.312 → 86° 76.0 2,400 844.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "114 Wed 10:53:13 PM 43.1616 -89.3045 → 87° 77.0 2,625 750.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "115 Wed 10:53:29 PM 43.1616 -89.2964 → 91° 85.0 2,800 469.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "116 Wed 10:53:45 PM 43.1616 -89.2863 → 90° 102.0 2,875 188.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "117 Wed 10:54:01 PM 43.1618 -89.2756 → 88° 113.0 2,900 188.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "118 Wed 10:54:17 PM 43.162 -89.2639 → 90° 116.0 2,975 234.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "119 Wed 10:54:49 PM 43.1615 -89.2396 → 89° 129.0 2,975 -118.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "120 Wed 10:55:49 PM 43.1616 -89.1909 → 90° 133.0 2,875 -33.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "121 Wed 10:56:19 PM 43.1615 -89.1652 → 89° 127.0 2,925 96.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "122 Wed 10:56:36 PM 43.1608 -89.1526 ↘ 117° 127.0 2,950 44.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "123 Wed 10:57:16 PM 43.1358 -89.1463 ↓ 186° 144.0 2,950 31.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "124 Wed 10:57:42 PM 43.1202 -89.1481 ↓ 185° 145.0 2,975 87.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "125 Wed 10:58:08 PM 43.1025 -89.1498 ↓ 182° 144.0 3,025 34.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "126 Wed 10:58:26 PM 43.0908 -89.1497 ↓ 169° 139.0 3,000 -263.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "127 Wed 10:58:48 PM 43.0783 -89.139 ↘ 140° 147.0 2,850 -202.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "128 Wed 10:59:18 PM 43.0633 -89.1222 ↘ 141° 139.0 2,825 50.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "129 Wed 10:59:48 PM 43.0489 -89.1056 ↘ 139° 135.0 2,900 48.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "130 Wed 11:00:41 PM 43.0244 -89.0748 ↘ 135° 137.0 2,900 -29.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "131 Wed 11:01:11 PM 43.0096 -89.0574 ↘ 140° 138.0 2,850 -28.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "132 Wed 11:01:51 PM 42.9898 -89.0365 ↘ 145° 142.0 2,850 -33.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "133 Wed 11:02:21 PM 42.974 -89.0204 ↘ 144° 140.0 2,850 96.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "134 Wed 11:02:38 PM 42.9639 -89.0145 ↓ 169° 141.0 2,925 162.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "135 Wed 11:02:58 PM 42.9499 -89.0129 ↓ 178° 144.0 2,950 324.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "136 Wed 11:03:15 PM 42.9398 -89.0163 ↙ 209° 137.0 3,125 273.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "137 Wed 11:04:07 PM 42.933 -89.0563 ↠309° 141.0 3,100 -79.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "138 Wed 11:04:47 PM 42.9522 -89.0814 ↖ 318° 140.0 3,100 61.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "139 Wed 11:05:17 PM 42.966 -89.0994 ↠314° 139.0 3,125 -153.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "140 Wed 11:05:46 PM 42.9788 -89.1208 ↠307° 152.0 2,950 -351.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "141 Wed 11:06:04 PM 42.9867 -89.1346 ↠312° 151.0 2,850 -293.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "142 Wed 11:06:27 PM 42.9964 -89.1492 ↠314° 149.0 2,750 -308.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "143 Wed 11:06:43 PM 43.0047 -89.1604 ↖ 317° 146.0 2,650 -326.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "144 Wed 11:07:13 PM 43.019 -89.1783 ↖ 317° 144.0 2,500 -50.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "145 Wed 11:07:43 PM 43.0329 -89.1963 ↖ 317° 132.0 2,600 125.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "146 Wed 11:08:13 PM 43.0464 -89.2132 ↖ 320° 130.0 2,625 63.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "147 Wed 11:08:31 PM 43.0554 -89.2237 ↖ 318° 130.0 2,650 -35.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "148 Wed 11:08:56 PM 43.0663 -89.2366 ↖ 319° 137.0 2,600 62.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "149 Wed 11:09:06 PM 43.0713 -89.2427 ↖ 317° 139.0 2,686 -94.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "150 Wed 11:09:21 PM 43.0789 -89.2522 ↖ 318° 145.0 2,561 -553.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "151 Wed 11:09:44 PM 43.0898 -89.2665 ↖ 316° 137.0 2,336 -726.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "152 Wed 11:10:57 PM 43.1182 -89.3031 ↖ 319° 91.0 1,400 -783.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "153 Wed 11:11:13 PM 43.1232 -89.3095 ↠315° 93.0 1,175 -703.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "154 Wed 11:11:29 PM 43.1279 -89.3156 ↖ 316° 89.0 1,025 -563.0\n",
+ "Sent EntityStatePdu. 144 bytes\n",
+ "155 Wed 11:11:45 PM 43.133 -89.3222 ↖ 318° 88.0 875 -563.0\n"
+ ]
+ }
+ ],
+ "source": [
+ "for index, row in data_frame.iterrows():\n",
+ " send(row['Latitude'],row['Longitude'], row['feet'].replace(',',''))\n",
+ " print(index, row['Time (EDT)'], row['Latitude'],row['Longitude'], row['Course'],row['kts'], row['feet'],row['Rate'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "id": "4f6963d0-3baf-4db6-88d8-2c8e3e236648",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<IPython.core.display.Image object>"
+ ]
+ },
+ "execution_count": 15,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# We see that all 156 PDU Entity State simulated position replay packets were collected!\n",
+ "from IPython.display import Image\n",
+ "Image(filename='Wireshark.png') "
+ ]
+ }
+ ],
+ "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
+}