Steering_Angle_Prediction_CNN.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Steering Angle Prediction - CNN\n",
    "\n",
    "**Abedin Sherifi**"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this project, techniques in DL supervised learning have been applied to predict the vector of\n",
    "steering angles required to navigate a car through some specified trajectory. The dataset is based from Udacity (https://github.com/udacity/self-driving-car/tree/master/datasets).\n",
    "\n",
    "Each file in the dataset describes a trajectory (roughly a 15 to 45 minute drive), over the duration\n",
    "of which attributes are collected. For each point along the trajectory, the steering angle at that\n",
    "point is recorded along with the GPS coordinates of the car, the instantaneous speed at which the car is traveling, and a set of 3 images {left, center, right} captured by onboard forward facing cameras in the vehicle."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Helpful Functions and Imports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Using TensorFlow backend.\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorflow/python/framework/dtypes.py:516: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  _np_qint8 = np.dtype([(\"qint8\", np.int8, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorflow/python/framework/dtypes.py:517: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  _np_quint8 = np.dtype([(\"quint8\", np.uint8, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorflow/python/framework/dtypes.py:518: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  _np_qint16 = np.dtype([(\"qint16\", np.int16, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorflow/python/framework/dtypes.py:519: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  _np_quint16 = np.dtype([(\"quint16\", np.uint16, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorflow/python/framework/dtypes.py:520: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  _np_qint32 = np.dtype([(\"qint32\", np.int32, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorflow/python/framework/dtypes.py:525: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  np_resource = np.dtype([(\"resource\", np.ubyte, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorboard/compat/tensorflow_stub/dtypes.py:541: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  _np_qint8 = np.dtype([(\"qint8\", np.int8, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorboard/compat/tensorflow_stub/dtypes.py:542: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  _np_quint8 = np.dtype([(\"quint8\", np.uint8, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorboard/compat/tensorflow_stub/dtypes.py:543: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  _np_qint16 = np.dtype([(\"qint16\", np.int16, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorboard/compat/tensorflow_stub/dtypes.py:544: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  _np_quint16 = np.dtype([(\"quint16\", np.uint16, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorboard/compat/tensorflow_stub/dtypes.py:545: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  _np_qint32 = np.dtype([(\"qint32\", np.int32, 1)])\n",
      "/home/dino/anaconda3/lib/python3.7/site-packages/tensorboard/compat/tensorflow_stub/dtypes.py:550: FutureWarning: Passing (type, 1) or '1type' as a synonym of type is deprecated; in a future version of numpy, it will be understood as (type, (1,)) / '(1,)type'.\n",
      "  np_resource = np.dtype([(\"resource\", np.ubyte, 1)])\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "from sklearn.model_selection import train_test_split\n",
    "import scipy\n",
    "from scipy import ndimage\n",
    "import imageio\n",
    "import os\n",
    "import glob\n",
    "import h5py\n",
    "import skimage\n",
    "from keras.models import Sequential\n",
    "from keras.layers.core import Dense, Dropout, Activation, Flatten\n",
    "from keras.layers.convolutional import Conv2D\n",
    "from keras.layers.pooling import MaxPooling2D\n",
    "#from scipy.misc import imread, imsave, imresize\n",
    "from keras.callbacks import LearningRateScheduler, ModelCheckpoint\n",
    "from keras.layers import Convolution2D,MaxPooling2D\n",
    "from keras import backend as K\n",
    "K.set_image_data_format('channels_first')\n",
    "from PIL import Image\n",
    "import pandas as pd\n",
    "import cv2\n",
    "from keras import layers\n",
    "from keras.callbacks import EarlyStopping\n",
    "from keras import models\n",
    "from keras.layers import (Input, Dense, Activation, ZeroPadding2D,\n",
    "BatchNormalization, Flatten, Conv2D, concatenate, Lambda)\n",
    "from keras.layers import (AveragePooling2D, MaxPooling2D, Dropout,\n",
    "GlobalMaxPooling2D, GlobalAveragePooling2D)\n",
    "from keras.models import Model, load_model\n",
    "from keras import regularizers, optimizers\n",
    "from sklearn.model_selection import train_test_split\n",
    "from keras.utils import to_categorical\n",
    "#%matplotlib inline\n",
    "from sklearn import preprocessing\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Regression chart.\n",
    "def chart_regression(pred,y,sort=True):\n",
    "    t = pd.DataFrame({'pred' : pred, 'y' : y.flatten()})\n",
    "    if sort:\n",
    "        t.sort_values(by=['y'],inplace=True)\n",
    "    a = plt.plot(t['y'].tolist(),label='expected')\n",
    "    b = plt.plot(t['pred'].tolist(),label='prediction')\n",
    "    plt.ylabel('output')\n",
    "    plt.legend()\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Image pre-processing"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The code below will read in images and normalize them. Then it will perform central cropping and rescaling to 48 x 64."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/dino/anaconda3/lib/python3.7/site-packages/ipykernel_launcher.py:15: DeprecationWarning:     `imresize` is deprecated!\n",
      "    `imresize` is deprecated in SciPy 1.0.0, and will be removed in 1.2.0.\n",
      "    Use ``skimage.transform.resize`` instead.\n",
      "  from ipykernel import kernelapp as app\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "ename": "KeyboardInterrupt",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-4-4ffa1b36efd1>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     25\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mf\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mos\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlistdir\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mroot_dir\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     26\u001b[0m     \u001b[0mim\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mimageio\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mimread\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mos\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpath\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjoin\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mroot_dir\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mf\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mformat\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'jpeg'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 27\u001b[0;31m     \u001b[0mimg\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpreprocess_img\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mim\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;32m<ipython-input-4-4ffa1b36efd1>\u001b[0m in \u001b[0;36mpreprocess_img\u001b[0;34m(img, name)\u001b[0m\n\u001b[1;32m      5\u001b[0m     \u001b[0mdy\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mndimage\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msobel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mim\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      6\u001b[0m     \u001b[0mmag\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mhypot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdy\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 7\u001b[0;31m     \u001b[0mmag\u001b[0m \u001b[0;34m*=\u001b[0m \u001b[0;36m255.0\u001b[0m \u001b[0;34m/\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmax\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmag\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      8\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      9\u001b[0m     \u001b[0;31m#central scrop\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mKeyboardInterrupt\u001b[0m: "
     ]
    }
   ],
   "source": [
    "def preprocess_img(img, name):\n",
    "    sobel_dir = 'right/'\n",
    "    im = img.astype('int32')\n",
    "    dx = ndimage.sobel(im, 1)\n",
    "    dy = ndimage.sobel(im, 0)\n",
    "    mag = np.hypot(dx, dy)\n",
    "    mag *= 255.0 / np.max(mag)\n",
    "    \n",
    "    #central scrop\n",
    "    min_side = min(mag.shape[:-1])\n",
    "    centre = mag.shape[0]//2, mag.shape[1]//2\n",
    "    mag = mag[centre[0]-min_side//2:centre[0]+min_side//2,centre[1]-min_side//2:centre[1]+min_side//2,:]\n",
    "    \n",
    "    #rescale to standard size\n",
    "    mag = imresize(mag, (48, 64))\n",
    "\n",
    "    print(os.path.join(sobel_dir,name))\n",
    "    imageio.imsave(os.path.join(sobel_dir,name), mag)\n",
    "    \n",
    "    return img\n",
    "\n",
    "\n",
    "root_dir = 'right_original/'\n",
    "\n",
    "for f in os.listdir(root_dir):\n",
    "    im = imageio.imread(os.path.join(root_dir,f), format='jpeg')\n",
    "    img = preprocess_img(im, f)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Pre-processing of csv file"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The code below reads in the csv file. Looks for the filename column and finds out all the rows containing center or left or right. Then it finds the angle column and concatenates the angle column with the particular camera pictures from the filename. The code also drops any NAs in any of the rows. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "           angle                        filename\n",
      "2       0.001039  center/1479424215880976321.jpg\n",
      "5       0.003491  center/1479424215930775951.jpg\n",
      "8       0.003491  center/1479424215980916687.jpg\n",
      "11      0.005236  center/1479424216030737492.jpg\n",
      "14      0.006234  center/1479424216080827865.jpg\n",
      "...          ...                             ...\n",
      "101382  0.000000  center/1479426572143513175.jpg\n",
      "101385  0.000000  center/1479426572193253275.jpg\n",
      "101388  0.000000  center/1479426572243347757.jpg\n",
      "101391  0.000000  center/1479426572293518518.jpg\n",
      "101394  0.000000  center/1479426572343447996.jpg\n",
      "\n",
      "[33808 rows x 2 columns]\n",
      "           angle                      filename\n",
      "0       0.000360  left/1479424215873184606.jpg\n",
      "3       0.003491  left/1479424215922817911.jpg\n",
      "6       0.003491  left/1479424215972815517.jpg\n",
      "9       0.004670  left/1479424216022820692.jpg\n",
      "12      0.005554  left/1479424216073039735.jpg\n",
      "...          ...                           ...\n",
      "101381  0.000000  left/1479426572117617210.jpg\n",
      "101384  0.000000  left/1479426572167684976.jpg\n",
      "101387  0.000000  left/1479426572217495951.jpg\n",
      "101390  0.000000  left/1479426572267628659.jpg\n",
      "101393  0.000000  left/1479426572317632186.jpg\n",
      "\n",
      "[33805 rows x 2 columns]\n",
      "           angle                       filename\n",
      "1       0.000717  right/1479424215877284689.jpg\n",
      "4       0.003491  right/1479424215927281227.jpg\n",
      "7       0.003491  right/1479424215977378050.jpg\n",
      "10      0.005061  right/1479424216027309701.jpg\n",
      "13      0.005916  right/1479424216077185305.jpg\n",
      "...          ...                            ...\n",
      "101383  0.000000  right/1479426572153959769.jpg\n",
      "101386  0.000000  right/1479426572203761941.jpg\n",
      "101389  0.000000  right/1479426572253916349.jpg\n",
      "101392  0.000000  right/1479426572303971946.jpg\n",
      "101395  0.000000  right/1479426572353979282.jpg\n",
      "\n",
      "[33783 rows x 2 columns]\n",
      "1         0.000717\n",
      "4         0.003491\n",
      "7         0.003491\n",
      "10        0.005061\n",
      "13        0.005916\n",
      "            ...   \n",
      "101383    0.000000\n",
      "101386    0.000000\n",
      "101389    0.000000\n",
      "101392    0.000000\n",
      "101395    0.000000\n",
      "Name: angle, Length: 33783, dtype: float64\n",
      "33783\n"
     ]
    }
   ],
   "source": [
    "df = pd.read_csv('interpolated.csv')\n",
    "\n",
    "center_pre = df['filename'].str.contains('center')\n",
    "left_pre = df['filename'].str.contains('left')\n",
    "right_pre = df['filename'].str.contains('right')\n",
    "\n",
    "center_df = df['filename'].loc[center_pre]\n",
    "left_df = df['filename'].loc[left_pre]\n",
    "right_df = df['filename'].loc[right_pre]\n",
    "\n",
    "center_df = pd.DataFrame(center_df, columns=['filename'])\n",
    "left_df = pd.DataFrame(left_df, columns=['filename'])\n",
    "right_df = pd.DataFrame(right_df, columns=['filename'])\n",
    "\n",
    "col_angle = df['angle']\n",
    "col_file_center = center_df['filename']\n",
    "col_file_left = left_df['filename']\n",
    "col_file_right = right_df['filename']\n",
    "\n",
    "#angle columns for center/left/right images\n",
    "angle_center = pd.concat([col_angle,col_file_center], axis=1)\n",
    "angle_center = angle_center.dropna(axis=0, how='any')\n",
    "\n",
    "angle_left = pd.concat([col_angle,col_file_left], axis=1)\n",
    "angle_left = angle_left.dropna(axis=0, how='any')\n",
    "\n",
    "angle_right = pd.concat([col_angle,col_file_right], axis=1)\n",
    "angle_right = angle_right.dropna(axis=0, how='any')\n",
    "\n",
    "r = angle_right['angle'].astype(float)\n",
    "print(angle_center)\n",
    "print(angle_left)\n",
    "print(angle_right)\n",
    "print(r)\n",
    "\n",
    "no_of_examples = len(r)\n",
    "print(no_of_examples)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Generating training and testing sets"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The code below will append all the images from a directory to train_x which is then converted to an array. The code will also convert r from the cells above to an array and assigned to train_y which then gets reshaped. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(33783, 48, 64, 3)\n"
     ]
    }
   ],
   "source": [
    "train_x = []\n",
    "root_dir = 'right_sobel/'\n",
    "\n",
    "for f in os.listdir(root_dir):\n",
    "    img = imageio.imread(os.path.join(root_dir,f), format='jpeg')\n",
    "    train_x.append(img)\n",
    "\n",
    "train_x = np.array(train_x)\n",
    "print(train_x.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(33783, 1)\n"
     ]
    }
   ],
   "source": [
    "train_y = np.array(r)\n",
    "train_y = np.reshape(train_y,[train_y.shape[0],1])\n",
    "\n",
    "print(train_y.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Train Test Split"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The code below will split the input data x and y to x train/test and y train/test."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(27026, 48, 64, 3)\n",
      "(27026, 1)\n",
      "(6757, 48, 64, 3)\n",
      "(6757, 1)\n"
     ]
    }
   ],
   "source": [
    "x_train,x_test,y_train,y_test = train_test_split(train_x,train_y,random_state=42,test_size=.20)\n",
    "print(x_train.shape)\n",
    "print(y_train.shape)\n",
    "print(x_test.shape)\n",
    "print(y_test.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Model Definition"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The code below defines the model. Convolution2D layers are used for the input of an image in 3D (height, width, channels).\n",
    "\n",
    "At the core of the model below we have the **dense** layers. It is a widely used layer for creating a deeply connected layer in the neural network where each of the neurons of the dense layers receives input from all neurons of the previous layer.\n",
    "\n",
    "Another used layer is the **flatten** layer which as its name suggests, it is used for flattening of the input.\n",
    "\n",
    "The **Convolution2D** layer is the convolutional layer that performs an operation called a “convolution“.\n",
    "\n",
    "Convolution is a linear operation that involves the multiplication of a set of weights with the input. This multiplication is performed between an array of input data and a two-dimensional array of weights, called a filter or a kernel.\n",
    "\n",
    "In this particular model, the first number which is 12 implies the number of filters to be used for convolution operations. The (3,3) input is the kernel size which dictates the length of the convolution window."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "IMAGE_HEIGHT = 48 \n",
    "IMAGE_WIDTH = 64\n",
    "\n",
    "model = Sequential()\n",
    "model.add(Convolution2D(12, (3,3), activation='relu', padding='same',input_shape=(IMAGE_HEIGHT, IMAGE_WIDTH, 3), data_format='channels_first'))\n",
    "model.add(Activation('relu'))\n",
    "model.add(MaxPooling2D(pool_size = (2, 2)))\n",
    "model.add(Flatten())\n",
    "model.add(Dense(128))\n",
    "model.add(Activation('relu'))\n",
    "model.add(Dense(1))\n",
    "\n",
    "model.compile(loss='mean_squared_error', optimizer='adam')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/dino/anaconda3/lib/python3.7/site-packages/keras/models.py:942: UserWarning: The `nb_epoch` argument in `fit` has been renamed `epochs`.\n",
      "  warnings.warn('The `nb_epoch` argument in `fit` '\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Train on 27026 samples, validate on 6757 samples\n",
      "Epoch 1/20\n",
      "27026/27026 [==============================] - 4s 147us/step - loss: 109.2352 - val_loss: 6.1829\n",
      "Epoch 2/20\n",
      "27026/27026 [==============================] - 4s 147us/step - loss: 3.1788 - val_loss: 1.8403\n",
      "Epoch 3/20\n",
      "27026/27026 [==============================] - 4s 142us/step - loss: 1.5676 - val_loss: 1.2338\n",
      "Epoch 4/20\n",
      "27026/27026 [==============================] - 4s 143us/step - loss: 1.1121 - val_loss: 0.9368\n",
      "Epoch 5/20\n",
      "27026/27026 [==============================] - 4s 142us/step - loss: 0.8505 - val_loss: 0.7374\n",
      "Epoch 6/20\n",
      "27026/27026 [==============================] - 4s 142us/step - loss: 0.6737 - val_loss: 0.6004\n",
      "Epoch 7/20\n",
      "27026/27026 [==============================] - 4s 142us/step - loss: 0.5485 - val_loss: 0.5015\n",
      "Epoch 8/20\n",
      "27026/27026 [==============================] - 4s 143us/step - loss: 0.4574 - val_loss: 0.4278\n",
      "Epoch 9/20\n",
      "27026/27026 [==============================] - 4s 149us/step - loss: 0.3888 - val_loss: 0.3721\n",
      "Epoch 10/20\n",
      "27026/27026 [==============================] - 4s 145us/step - loss: 0.3372 - val_loss: 0.3278\n",
      "Epoch 11/20\n",
      "27026/27026 [==============================] - 4s 143us/step - loss: 0.2969 - val_loss: 0.2946\n",
      "Epoch 12/20\n",
      "27026/27026 [==============================] - 4s 142us/step - loss: 0.2654 - val_loss: 0.2663\n",
      "Epoch 13/20\n",
      "27026/27026 [==============================] - 4s 143us/step - loss: 0.2401 - val_loss: 0.2435\n",
      "Epoch 14/20\n",
      "27026/27026 [==============================] - 4s 140us/step - loss: 0.2195 - val_loss: 0.2252\n",
      "Epoch 15/20\n",
      "27026/27026 [==============================] - 4s 142us/step - loss: 0.2025 - val_loss: 0.2099\n",
      "Epoch 16/20\n",
      "27026/27026 [==============================] - 4s 147us/step - loss: 0.1883 - val_loss: 0.1973\n",
      "Epoch 17/20\n",
      "27026/27026 [==============================] - 4s 146us/step - loss: 0.1765 - val_loss: 0.1867\n",
      "Epoch 18/20\n",
      "27026/27026 [==============================] - 4s 145us/step - loss: 0.1666 - val_loss: 0.1773\n",
      "Epoch 19/20\n",
      "27026/27026 [==============================] - 4s 143us/step - loss: 0.1581 - val_loss: 0.1697\n",
      "Epoch 20/20\n",
      "27026/27026 [==============================] - 4s 141us/step - loss: 0.1507 - val_loss: 0.1630\n"
     ]
    }
   ],
   "source": [
    "global model_run\n",
    "monitor = EarlyStopping(monitor='val_loss', min_delta=1e-4, patience=4, verbose=1, mode='auto')\n",
    "model_run = model.fit(x_train, y_train, validation_data=(x_test,y_test),callbacks=[monitor, ModelCheckpoint('model_final_exam.h5', save_best_only=True)], nb_epoch=20, batch_size=1024)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot of loss and val_loss from fitting the model in the steps above"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_loss_val_loss(model_run,title='Loss and Val_Loss'):\n",
    "    plt.figure(figsize=(15,10))\n",
    "    plt.subplot(211)\n",
    "    plt.title(title)\n",
    "    plt.xlabel('Epochs')\n",
    "    plt.ylabel('Loss')\n",
    "    plt.plot(model_run.history['loss'])\n",
    "    plt.plot(model_run.history['val_loss'])\n",
    "    plt.legend(['Training', 'Testing'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_loss_val_loss(model_run)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Prediction and plot of y_test and prediction for comparison purposes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "preds = model.predict(x_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "scrolled": true
   },
   "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": [
    "plt.plot(preds)\n",
    "plt.plot(y_test);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Score (RMSE): 0.4037827529707427\n"
     ]
    },
    {
     "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": [
    "from sklearn import metrics\n",
    "\n",
    "# Predict and measure RMSE\n",
    "pred = model.predict(x_test)\n",
    "score = np.sqrt(metrics.mean_squared_error(pred,y_test))\n",
    "print(\"Score (RMSE): {}\".format(score))\n",
    "\n",
    "# Plot the chart\n",
    "chart_regression(pred.flatten(),y_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "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"
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAUMAAAD6CAYAAAA7gSUOAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8vihELAAAACXBIWXMAAAsTAAALEwEAmpwYAAALcUlEQVR4nO3bTYhddx2H8edrprG+p9USQqaaSIMlC5vKUFssotFKrGK7KFJxkUVgNhUqCpoqCIILu7F2IUKw1SzEVutLQhZqjAFdSNrEtpoXa6K2NCHtKDb4slBjfy7uvzCOk8zN3Dn3BZ8PDHPP/96Z8yOcPHPPufemqpCk/3cvG/UAkjQOjKEkYQwlCTCGkgQYQ0kCjKEkAQPGMMm2JE8lOZVk50oNJUnDluW+zzDJKuC3wC3AaeAx4CNVdfwiP+ObGiWN2p+q6qqFi4M8M7wBOFVVv6+qfwIPAbcN8PskaRieWWxxkBiuB56dt326rUnSxJnqegdJZoHZrvcjSYMYJIZngKvnbU+3tf9SVbuAXeA1Q0nja5DT5MeATUk2JlkN3AnsXZmxJGm4lv3MsKrOJ/kY8CNgFfBgVR1bsckkaYiW/daaZe3M02RJo3ekqmYWLvoJFEnCGEoSYAwlCTCGkgQYQ0kCjKEkAcZQkgBjKEmAMZQkwBhKEmAMJQkwhpIEGENJAoyhJAHGUJIAYyhJgDGUJMAYShJgDCUJMIaSBBhDSQKMoSQBxlCSAGMoSYAxlCTAGEoSYAwlCTCGkgQYQ0kCjKEkAcZQkgBjKEmAMZQkwBhKEmAMJQkwhpIE9BHDJA8mmUtydN7alUn2JznZvl/R7ZiS1K1+nhl+A9i2YG0ncKCqNgEH2rYkTawlY1hVPwP+vGD5NmB3u70buH1lx5Kk4VruNcO1VXW23X4OWLtC80jSSEwN+guqqpLUhe5PMgvMDrofSerScp8ZPp9kHUD7PnehB1bVrqqaqaqZZe5Lkjq33BjuBba329uBPSszjiSNRj9vrfkW8AvgLUlOJ9kBfBG4JclJ4L1tW5ImVqoueLlv5Xd2kWuLkjQkRxa7bOcnUCQJYyhJgDGUJMAYShJgDCUJMIaSBBhDSQKMoSQBxlCSAGMoSYAxlCTAGEoSYAwlCTCGkgQYQ0kCjKEkAcZQkgBjKEmAMZQkwBhKEmAMJQkwhpIEGENJAoyhJAHGUJIAYyhJgDGUJMAYShJgDCUJMIaSBBhDSQKMoSQBxlCSAGMoSYAxlCTAGEoSYAwlCegjhkmuTnIwyfEkx5Lc3davTLI/ycn2/Yrux5WkbvTzzPA88Mmq2gzcCNyVZDOwEzhQVZuAA21bkibSkjGsqrNV9ct2+6/ACWA9cBuwuz1sN3B7RzNKUuemLuXBSTYA1wOHgLVVdbbd9Ryw9gI/MwvMDjCjJHWu7xdQkrwa+C7w8ar6y/z7qqqAWuznqmpXVc1U1cxAk0pSh/qKYZLL6IXwm1X1vbb8fJJ17f51wFw3I0pS9/p5NTnAA8CJqvrSvLv2Atvb7e3AnpUfT5KGI70z3Is8ILkZ+Dnwa+DFtvwZetcNvw28EXgG+HBV/XmJ33XxnUlS944sdtluyRiuJGMoaQwsGkM/gSJJGENJAoyhJAHGUJIAYyhJgDGUJMAYShJgDCUJMIaSBBhDSQKMoSQBxlCSAGMoSYAxlCTAGEoSYAwlCTCGkgQYQ0kCjKEkAcZQkgBjKEmAMZQkwBhKEmAMJQkwhpIEGENJAoyhJAHGUJIAYyhJgDGUJMAYShJgDCUJMIaSBBhDSQKMoSQBxlCSgD5imOTyJI8meTLJsSSfb+sbkxxKcirJw0lWdz+uJHWjn2eG/wC2VtV1wBZgW5IbgXuB+6rqGuAFYEdnU0pSx5aMYfX8rW1e1r4K2Ao80tZ3A7d3MaAkDUNf1wyTrEryBDAH7Ad+B5yrqvPtIaeB9Z1MKElD0FcMq+rfVbUFmAZuAK7tdwdJZpMcTnJ4eSNKUvcu6dXkqjoHHARuAtYkmWp3TQNnLvAzu6pqpqpmBhlUkrrUz6vJVyVZ026/ArgFOEEvine0h20H9nQ0oyR1bmrph7AO2J1kFb14fruq9iU5DjyU5AvA48ADHc4pSZ1KVQ1vZ8nwdiZJizuy2GU7P4EiSRhDSQKMoSQBxlCSAGMoSYAxlCTAGEoSYAwlCTCGkgQYQ0kCjKEkAcZQkgBjKEmAMZQkwBhKEmAMJQkwhpIEGENJAoyhJAHGUJIAYyhJgDGUJMAYShJgDCUJMIaSBBhDSQKMoSQBxlCSAGMoSYAxlCTAGEoSYAwlCTCGkgQYQ0kCjKEkAcZQkoBLiGGSVUkeT7KvbW9McijJqSQPJ1nd3ZiS1K1LeWZ4N3Bi3va9wH1VdQ3wArBjJQeTpGHqK4ZJpoEPAF9r2wG2Ao+0h+wGbu9gPkkain6fGX4Z+BTwYtt+PXCuqs637dPA+pUdTZKGZ8kYJvkgMFdVR5azgySzSQ4nObycn5ekYZjq4zHvAD6U5FbgcuC1wP3AmiRT7dnhNHBmsR+uql3ALoAktSJTS9IKW/KZYVXdU1XTVbUBuBP4aVV9FDgI3NEeth3Y09mUktSxQd5n+GngE0lO0buG+MDKjCRJw5eq4Z25eposaQwcqaqZhYt+AkWSMIaSBBhDSQKMoSQBxlCSAGMoSYAxlCTAGEoSYAwlCTCGkgQYQ0kCjKEkAcZQkgBjKEmAMZQkwBhKEmAMJQkwhpIEGENJAoyhJAHGUJIAYyhJgDGUJMAYShJgDCUJMIaSBBhDSQKMoSQBxlCSAJga8v7+BDwDvKHdniSTODNM5tzOPDyTOPegM79pscVU1QC/c3mSHK6qmaHveACTODNM5tzOPDyTOHdXM3uaLEkYQ0kCRhfDXSPa7yAmcWaYzLmdeXgmce5OZh7JNUNJGjeeJksSI4hhkm1JnkpyKsnOYe+/H0keTDKX5Oi8tSuT7E9ysn2/YpQzLpTk6iQHkxxPcizJ3W19bOdOcnmSR5M82Wb+fFvfmORQO0YeTrJ61LMulGRVkseT7GvbkzDz00l+neSJJIfb2tgeHwBJ1iR5JMlvkpxIclNXMw81hklWAV8B3g9sBj6SZPMwZ+jTN4BtC9Z2AgeqahNwoG2Pk/PAJ6tqM3AjcFf7tx3nuf8BbK2q64AtwLYkNwL3AvdV1TXAC8CO0Y14QXcDJ+ZtT8LMAO+uqi3z3poyzscHwP3AD6vqWuA6ev/m3cxcVUP7Am4CfjRv+x7gnmHOcAmzbgCOztt+CljXbq8Dnhr1jEvMvwe4ZVLmBl4J/BJ4O7031E4tdsyMwxcw3f4TbgX2ARn3mdtcTwNvWLA2tscH8DrgD7TXNrqeedinyeuBZ+dtn25rk2BtVZ1tt58D1o5ymItJsgG4HjjEmM/dTjefAOaA/cDvgHNVdb49ZByPkS8DnwJebNuvZ/xnBijgx0mOJJlta+N8fGwE/gh8vV2S+FqSV9HRzL6AsgzV+5M0li/DJ3k18F3g41X1l/n3jePcVfXvqtpC79nWDcC1o53o4pJ8EJirqiOjnmUZbq6qt9G7THVXknfOv3MMj48p4G3AV6vqeuDvLDglXsmZhx3DM8DV87an29okeD7JOoD2fW7E8/yPJJfRC+E3q+p7bXns5waoqnPAQXqnmGuSvPS5+XE7Rt4BfCjJ08BD9E6V72e8Zwagqs6073PA9+n98Rnn4+M0cLqqDrXtR+jFsZOZhx3Dx4BN7ZW31cCdwN4hz7Bce4Ht7fZ2etfkxkaSAA8AJ6rqS/PuGtu5k1yVZE27/Qp61zhP0IviHe1hYzVzVd1TVdNVtYHe8fvTqvooYzwzQJJXJXnNS7eB9wFHGePjo6qeA55N8pa29B7gOF3NPIKLorcCv6V3beizo75Ie4EZvwWcBf5F76/TDnrXhQ4AJ4GfAFeOes4FM99M73ThV8AT7evWcZ4beCvweJv5KPC5tv5m4FHgFPAd4OWjnvUC878L2DcJM7f5nmxfx176vzfOx0ebbwtwuB0jPwCu6GpmP4EiSfgCiiQBxlCSAGMoSYAxlCTAGEoSYAwlCTCGkgQYQ0kC4D/prjBtt0IrjQAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "preds = model.predict(x_test)\n",
    "steer_preds = (preds.reshape([-1])+1)/2.\n",
    "plt.plot(np.array([y_test[:,0],steer_preds.reshape(len(steer_preds))]).T,'.')\n",
    "\n",
    "\n",
    "\n",
    "# Animation!\n",
    "def get_point(s,start=0,end=128,height= 16):\n",
    "    X = int(s*(end-start))\n",
    "    if X < start:\n",
    "        X = start\n",
    "    if X > end:\n",
    "        X = end\n",
    "    return (X,height)\n",
    "\n",
    "val_idx = 0\n",
    "figure = plt.figure()\n",
    "imageplot = plt.imshow(np.zeros((48, 64, 3), dtype=np.uint8))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "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": [
    "df['angle'].plot.hist(bins=30)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "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": [
    "df['speed'].plot.hist()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "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": [
    "plt.hexbin(df['angle'].values,df['speed'].values)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "101396 10664 29267 61465\n"
     ]
    }
   ],
   "source": [
    "max_vals = len(df[(np.abs(df.angle) >= 0.4)])\n",
    "mid_vals = len(df[(np.abs(df.angle) >= 0.1) & (np.abs(df.angle) < 0.4)])\n",
    "min_vals = len(df[(np.abs(df.angle) < 0.1)])\n",
    "print(len(df), max_vals, mid_vals, min_vals)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "def display_k(images, results):\n",
    "    assert(len(images) == len(results))\n",
    "    f, axes = plt.subplots(int(len(images)), 1, figsize=(5, 15))\n",
    "    f.tight_layout()\n",
    "    axes = np.reshape(axes, -1)\n",
    "  \n",
    "    for i in range(len(axes)):\n",
    "        r = results[i]\n",
    "        title_unformatted = \"Speed: {0:.4f}\" \\\n",
    "        \"\\nAngle: {1:.2f}\"\n",
    "        title = title_unformatted.format(r[1], r[0])\n",
    "\n",
    "        axes[i].imshow(images[i])\n",
    "        axes[i].set_title(title, fontsize=10)\n",
    "        axes[i].axis('off')\n",
    "    plt.subplots_adjust(top=0.85)\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x1080 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "last_idx = df[df.angle < -0.9].index[0]\n",
    "frames = df.iloc[last_idx-4:last_idx+1]\n",
    "\n",
    "features = frames.filter(items = ['angle','speed']).values\n",
    "image_files = [imageio.imread(f) for f in frames['filename'].values]\n",
    "\n",
    "display_k(image_files, features)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x1080 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "last_idx = df[df.angle == 0.].index[10]\n",
    "frames = df.iloc[last_idx-4:last_idx+1]\n",
    "features = frames.filter(items = ['angle','speed']).values\n",
    "image_files = [imageio.imread(f) for f in frames['filename'].values]\n",
    "\n",
    "display_k(image_files, features)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x1080 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "last_idx = df[(df.angle < 0.13) & (df.angle > 0.1)].index[10]\n",
    "frames = df.iloc[last_idx-4:last_idx+1]\n",
    "features = frames.filter(items = ['angle','speed']).values\n",
    "image_files = [imageio.imread(f) for f in frames['filename'].values]\n",
    "\n",
    "display_k(image_files, features)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [],
   "source": [
    "import cv2\n",
    "import numpy as np\n",
    "import glob\n",
    " \n",
    "img_array = []\n",
    "for filename in glob.glob('right_sobel/*.jpg'):\n",
    "    img = cv2.imread(filename)\n",
    "    height, width, layers = img.shape\n",
    "    size = (width,height)\n",
    "    img_array.append(img)\n",
    " \n",
    " \n",
    "out = cv2.VideoWriter('project.avi',cv2.VideoWriter_fourcc('M','J','P','G'), 10, size)\n",
    " \n",
    "for i in range(len(img_array)):\n",
    "    out.write(img_array[i])\n",
    "out.release()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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    }
   ],
   "source": [
    "import numpy as np\n",
    "import cv2\n",
    "from keras.models import load_model\n",
    "\n",
    "model = load_model('model_final_exam.h5')\n",
    "\n",
    "def keras_predict(model, image):\n",
    "    processed = keras_process_image(image)\n",
    "    steering_angle = float(model.predict(processed, batch_size=1))\n",
    "    steering_angle = steering_angle\n",
    "    return steering_angle\n",
    "\n",
    "\n",
    "def keras_process_image(img):\n",
    "    image_x = 48\n",
    "    image_y = 64\n",
    "    img = cv2.resize(img, (image_x, image_y))\n",
    "    img = np.array(img, dtype=np.float32)\n",
    "    img = np.reshape(img, (-1, image_x, image_y, 3))\n",
    "    return img\n",
    "\n",
    "\n",
    "steer = cv2.imread('right_sobel/1479424221628199722.jpg', 0)\n",
    "rows, cols = steer.shape\n",
    "smoothed_angle = 0\n",
    "\n",
    "cap = cv2.VideoCapture('project.avi')\n",
    "while (cap.isOpened()):\n",
    "    ret, frame = cap.read()\n",
    "    steering_angle = keras_predict(model, frame)\n",
    "    print(f'Predicted Steering Angle:',steering_angle)\n",
    "    cv2.imshow('frame', cv2.resize(frame, (48, 64), interpolation=cv2.INTER_AREA))\n",
    "    smoothed_angle += 0.2 * pow(abs((steering_angle - smoothed_angle)), 2.0 / 3.0) * (\n",
    "        steering_angle - smoothed_angle) * abs(\n",
    "        steering_angle - smoothed_angle)\n",
    "    M = cv2.getRotationMatrix2D((cols / 2, rows / 2), -smoothed_angle, 1)\n",
    "    dst = cv2.warpAffine(steer, M, (cols, rows))\n",
    "    cv2.imshow(\"steering wheel\", dst)\n",
    "\n",
    "    if cv2.waitKey(1) & 0xFF == ord('q'):\n",
    "        break\n",
    "\n",
    "cap.release()\n",
    "cv2.destroyAllWindows()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "radius = 20\n",
    "\n",
    "cap = cv2.VideoCapture('project.avi')\n",
    "\n",
    "fourcc = cv2.VideoWriter_fourcc(*'DIVX')\n",
    "steering_video = cv2.VideoWriter('steering_video.avi',fourcc,15,(48,60),1)\n",
    "while (cap.isOpened()):\n",
    "    ret, frame = cap.read()\n",
    "    predicted_angle = keras_predict(model, frame) # radians\n",
    "    true_angle = y_test[50]\n",
    "    print(f'Predicted Angle: ',predicted_angle)\n",
    "    print(f'True Angle: ', true_angle)\n",
    "    cv2.circle(frame,(30,48), radius, (255,0,255),thickness =1)\n",
    "    \n",
    "    x = int(radius * np.cos(np.pi/2 + true_angle))\n",
    "    y = int(radius * np.sin(np.pi/2 + true_angle))\n",
    "    cv2.circle(frame,(30+ int(x), 48-int(y)),1,(255,0,0), thickness =1)\n",
    "    cv2.line(frame, (30+ int(x), 48-int(y)), (30,48),(255,180,120), thickness =1, lineType = 8)\n",
    "    \n",
    "    x = radius * np.cos(np.pi/2 + predicted_angle)\n",
    "    y = radius * np.sin(np.pi/2 + predicted_angle)\n",
    "    cv2.circle(frame,(30+ int(x), 48-int(y)),1,(0,255,255), thickness =1)\n",
    "    cv2.line(frame,(30+ int(x), 48-int(y)),(30,48),(0,0,255), thickness =1, lineType = 8)\n",
    "    \n",
    "    steering_video.write(frame)\n",
    "    plt.imshow(frame)\n",
    "    plt.show()\n",
    "\n",
    "steering_video.release()\n",
    "cv2.destroyAllWindows()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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