pose-detection.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Collecting ultralyticsNote: you may need to restart the kernel to use updated packages.\n",
      "\n",
      "  Downloading ultralytics-8.0.161-py3-none-any.whl (609 kB)\n",
      "     -------------------------------------- 609.5/609.5 kB 9.7 MB/s eta 0:00:00\n",
      "Requirement already satisfied: numpy>=1.22.2 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from ultralytics) (1.23.5)\n",
      "Requirement already satisfied: torch>=1.8.0 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from ultralytics) (2.0.1)\n",
      "Requirement already satisfied: psutil in c:\\users\\srika\\anaconda3\\lib\\site-packages (from ultralytics) (5.9.0)\n",
      "Requirement already satisfied: pillow>=7.1.2 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from ultralytics) (9.4.0)\n",
      "Requirement already satisfied: requests>=2.23.0 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from ultralytics) (2.28.1)\n",
      "Collecting py-cpuinfo\n",
      "  Downloading py_cpuinfo-9.0.0-py3-none-any.whl (22 kB)\n",
      "Requirement already satisfied: scipy>=1.4.1 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from ultralytics) (1.10.0)\n",
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      "Requirement already satisfied: pandas>=1.1.4 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from ultralytics) (1.5.3)\n",
      "Requirement already satisfied: torchvision>=0.9.0 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from ultralytics) (0.15.2)\n",
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      "Requirement already satisfied: filelock in c:\\users\\srika\\anaconda3\\lib\\site-packages (from torch>=1.8.0->ultralytics) (3.9.0)\n",
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      "Requirement already satisfied: jinja2 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from torch>=1.8.0->ultralytics) (3.1.2)\n",
      "Requirement already satisfied: colorama in c:\\users\\srika\\anaconda3\\lib\\site-packages (from tqdm>=4.64.0->ultralytics) (0.4.6)\n",
      "Requirement already satisfied: six>=1.5 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from python-dateutil>=2.7->matplotlib>=3.2.2->ultralytics) (1.16.0)\n",
      "Requirement already satisfied: MarkupSafe>=2.0 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from jinja2->torch>=1.8.0->ultralytics) (2.1.1)\n",
      "Requirement already satisfied: mpmath>=0.19 in c:\\users\\srika\\anaconda3\\lib\\site-packages (from sympy->torch>=1.8.0->ultralytics) (1.2.1)\n",
      "Installing collected packages: py-cpuinfo, ultralytics\n",
      "Successfully installed py-cpuinfo-9.0.0 ultralytics-8.0.161\n"
     ]
    }
   ],
   "source": [
    "%pip install ultralytics"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from ultralytics import YOLO"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "    WARNING  stream/video/webcam/dir predict source will accumulate results in RAM unless `stream=True` is passed,\n",
      "    causing potential out-of-memory errors for large sources or long-running streams/videos.\n",
      "\n",
      "    Example:\n",
      "        results = model(source=..., stream=True)  # generator of Results objects\n",
      "        for r in results:\n",
      "            boxes = r.boxes  # Boxes object for bbox outputs\n",
      "            masks = r.masks  # Masks object for segment masks outputs\n",
      "            probs = r.probs  # Class probabilities for classification outputs\n",
      "\n",
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      "video 1/1 (1485/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 10.4ms\n",
      "video 1/1 (1486/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 12.5ms\n",
      "video 1/1 (1487/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 10.0ms\n",
      "video 1/1 (1488/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 19.2ms\n",
      "video 1/1 (1489/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 11.3ms\n",
      "video 1/1 (1490/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 11.2ms\n",
      "video 1/1 (1491/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 10.0ms\n",
      "video 1/1 (1492/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 10.3ms\n",
      "video 1/1 (1493/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 11.2ms\n",
      "video 1/1 (1494/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 11.5ms\n",
      "video 1/1 (1495/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 11.2ms\n",
      "video 1/1 (1496/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 10.7ms\n",
      "video 1/1 (1497/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 8.7ms\n",
      "video 1/1 (1498/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 12.0ms\n",
      "video 1/1 (1499/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 10.0ms\n",
      "video 1/1 (1500/1500) c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\sample\\workout.mp4: 384x640 (no detections), 11.2ms\n",
      "Speed: 2.0ms preprocess, 13.7ms inference, 2.1ms postprocess per image at shape (1, 3, 384, 640)\n",
      "Results saved to \u001b[1mruns\\pose\\predict2\u001b[0m\n"
     ]
    },
    {
     "ename": "",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31mThe Kernel crashed while executing code in the the current cell or a previous cell. Please review the code in the cell(s) to identify a possible cause of the failure. Click <a href='https://aka.ms/vscodeJupyterKernelCrash'>here</a> for more info. View Jupyter <a href='command:jupyter.viewOutput'>log</a> for further details."
     ]
    }
   ],
   "source": [
    "# Load a model\n",
    "model = YOLO(\"./models/yolov8n-pose.pt\")  # build a new model from scratch\n",
    "# model = YOLO(\"yolov8n.pt\")  # load a pretrained model (recommended for training)\n",
    "\n",
    "results = model(source=\"./sample/workout.mp4\", show=True, conf=0.3, save=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n",
      "image 1/1 c:\\Users\\srika\\github\\Pose-Estimation-Ultralytics\\resources\\pose-img.jpg: 352x640 1 person, 178.2ms\n",
      "Speed: 2.0ms preprocess, 178.2ms inference, 5.0ms postprocess per image at shape (1, 3, 352, 640)\n"
     ]
    }
   ],
   "source": [
    "# Load a model\n",
    "model = YOLO(\"./models/yolov8n-pose.pt\")  # build a new model from scratch\n",
    "# model = YOLO(\"yolov8n.pt\")  # load a pretrained model (recommended for training)\n",
    "\n",
    "results = model(source=\"./resources/pose-img.jpg\", show=True, conf=0.3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING  'Boxes.boxes' is deprecated. Use 'Boxes.data' instead.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ultralytics.engine.results.Boxes object with attributes:\n",
      "\n",
      "boxes: tensor([[3.9500e+02, 5.5000e+01, 1.0570e+03, 6.1800e+02, 8.8660e-01, 0.0000e+00]], device='cuda:0')\n",
      "cls: tensor([0.], device='cuda:0')\n",
      "conf: tensor([0.8866], device='cuda:0')\n",
      "data: tensor([[3.9500e+02, 5.5000e+01, 1.0570e+03, 6.1800e+02, 8.8660e-01, 0.0000e+00]], device='cuda:0')\n",
      "id: None\n",
      "is_track: False\n",
      "orig_shape: (700, 1280)\n",
      "shape: torch.Size([1, 6])\n",
      "xywh: tensor([[726.0000, 336.5000, 662.0000, 563.0000]], device='cuda:0')\n",
      "xywhn: tensor([[0.5672, 0.4807, 0.5172, 0.8043]], device='cuda:0')\n",
      "xyxy: tensor([[ 395.,   55., 1057.,  618.]], device='cuda:0')\n",
      "xyxyn: tensor([[0.3086, 0.0786, 0.8258, 0.8829]], device='cuda:0')\n",
      "None\n",
      "None\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "tensor([[3.9500e+02, 5.5000e+01, 1.0570e+03, 6.1800e+02, 8.8660e-01, 0.0000e+00]], device='cuda:0')"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "for result in results:\n",
    "   boxes = result.boxes  # Boxes object for bbox outputs\n",
    "   masks = result.masks  # Masks object for segmenation masks outputs\n",
    "   probs = result.probs  # Class probabilities\n",
    "   print(boxes)\n",
    "   print(masks)\n",
    "   print(probs)\n",
    "\n",
    "\n",
    "boxes = results[0].boxes\n",
    "box = boxes[0]  # returns one box\n",
    "box.xyxy\n",
    "boxes.xyxy  # box with xyxy format, (N, 4)\n",
    "boxes.xywh  # box with xywh format, (N, 4)\n",
    "boxes.xyxyn  # box with xyxy format but normalized, (N, 4)\n",
    "boxes.xywhn  # box with xywh format but normalized, (N, 4)\n",
    "boxes.conf  # confidence score, (N, 1)\n",
    "boxes.cls  # cls, (N, 1)\n",
    "boxes.data  # raw bboxes tensor, (N, 6) or boxes.boxes ."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\n",
      "  {\n",
      "    \"name\": \"person\",\n",
      "    \"class\": 0,\n",
      "    \"confidence\": 0.8866015672683716,\n",
      "    \"box\": {\n",
      "      \"x1\": 0.30859375,\n",
      "      \"y1\": 0.07857142857142857,\n",
      "      \"x2\": 0.82578125,\n",
      "      \"y2\": 0.8828571428571429\n",
      "    },\n",
      "    \"keypoints\": {\n",
      "      \"x\": [\n",
      "        0.3819807767868042,\n",
      "        0.3926370441913605,\n",
      "        0.3732582926750183,\n",
      "        0.41325315833091736,\n",
      "        0.3550143837928772,\n",
      "        0.4376439154148102,\n",
      "        0.34891653060913086,\n",
      "        0.4351228177547455,\n",
      "        0.38237208127975464,\n",
      "        0.36733362078666687,\n",
      "        0.4341079592704773,\n",
      "        0.4997796416282654,\n",
      "        0.4047237038612366,\n",
      "        0.6450666189193726,\n",
      "        0.3561919629573822,\n",
      "        0.7772396206855774,\n",
      "        0.3537580370903015\n",
      "      ],\n",
      "      \"y\": [\n",
      "        0.30746933817863464,\n",
      "        0.28396639227867126,\n",
      "        0.278592586517334,\n",
      "        0.2790604829788208,\n",
      "        0.2533438503742218,\n",
      "        0.366054505109787,\n",
      "        0.2593860626220703,\n",
      "        0.5591127872467041,\n",
      "        0.18928022682666779,\n",
      "        0.7263342142105103,\n",
      "        0.11644025892019272,\n",
      "        0.5099837779998779,\n",
      "        0.4847313463687897,\n",
      "        0.6334145665168762,\n",
      "        0.604764461517334,\n",
      "        0.775505542755127,\n",
      "        0.7421432137489319\n",
      "      ],\n",
      "      \"visible\": [\n",
      "        0.9874180555343628,\n",
      "        0.9729516506195068,\n",
      "        0.9310305118560791,\n",
      "        0.7981840372085571,\n",
      "        0.5255555510520935,\n",
      "        0.9984561204910278,\n",
      "        0.9835934042930603,\n",
      "        0.9973891377449036,\n",
      "        0.9651070237159729,\n",
      "        0.986621618270874,\n",
      "        0.9405784606933594,\n",
      "        0.9995067119598389,\n",
      "        0.9986901879310608,\n",
      "        0.9970670342445374,\n",
      "        0.9936390519142151,\n",
      "        0.9816385507583618,\n",
      "        0.9721363186836243\n",
      "      ]\n",
      "    }\n",
      "  }\n",
      "]\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "# Assuming your results object is named 'results'\n",
    "for r in results:\n",
    "    print(r.tojson(normalize=True))\n",
    "    # r.save_crop(save_dir='sample')\n",
    "    image_array = r.plot(conf=True, boxes=True)\n",
    "\n",
    "    # Display the image\n",
    "    plt.imshow(image_array)\n",
    "    plt.axis('off')  # Turn off axis numbers and ticks\n",
    "    plt.show()\n"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "base",
   "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": "3.10.9"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}