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@yunwoong7
Created January 10, 2022 08:32
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OpenCV 기본 그리기 기능
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{
"cells": [
{
"cell_type": "markdown",
"id": "706d1bb9-4361-402b-8819-a969e01725bc",
"metadata": {},
"source": [
"# OpenCV Basics"
]
},
{
"cell_type": "markdown",
"id": "05959af4-b53d-49d5-a74e-19099a88cff3",
"metadata": {},
"source": [
"## Drawing with OpenCV\n",
" OpenCV 기본 그리기 기능을 사용하는 방법을 설명드리겠습니다.\n",
" OpenCV에는 불규칙한 모양의 다각형을 포함하여 다양한 모양을 그리는 데 사용할 수 있는 여러 그리기 기능이 있지만 가장 일반적인 3가지 OpenCV 그리기 기능은 다음과 같습니다.\n",
" * cv2.line : 지정된 (x, y) 좌표 에서 시작 하여 다른 (x, y) 좌표 에서 끝나는 이미지에 선을 그립니다.\n",
" * cv2.circle : 중심 (x, y) 좌표와 제공된 반지름으로 지정된 이미지에 원을 그립니다.\n",
" * cv2.rectangle : 왼쪽 위 모서리와 오른쪽 아래 모서리 (x, y) 좌표로 지정된 이미지에 직사각형을 그립니다."
]
},
{
"cell_type": "markdown",
"id": "348b3058-eaff-4ecd-ac49-d65967a59105",
"metadata": {},
"source": [
"### Import packages"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "a38dd31f-db81-4e84-9af9-967fda38b881",
"metadata": {},
"outputs": [],
"source": [
"import cv2\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt"
]
},
{
"cell_type": "markdown",
"id": "6538479d-0e4b-4deb-85dd-66188184a120",
"metadata": {},
"source": [
"Function to display images in Jupyter Notebooks and Google Colab"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "b0b0e353-6a74-4ed3-9e3b-401e0b775807",
"metadata": {},
"outputs": [],
"source": [
"def img_show(title='image', img=None, figsize=(8 ,5)):\n",
" plt.figure(figsize=figsize)\n",
"\n",
" if type(img) == list:\n",
" if type(title) == list:\n",
" titles = title\n",
" else:\n",
" titles = []\n",
"\n",
" for i in range(len(img)):\n",
" titles.append(title)\n",
"\n",
" for i in range(len(img)):\n",
" if len(img[i].shape) <= 2:\n",
" rgbImg = cv2.cvtColor(img[i], cv2.COLOR_GRAY2RGB)\n",
" else:\n",
" rgbImg = cv2.cvtColor(img[i], cv2.COLOR_BGR2RGB)\n",
"\n",
" plt.subplot(1, len(img), i + 1), plt.imshow(rgbImg)\n",
" plt.title(titles[i])\n",
" plt.xticks([]), plt.yticks([])\n",
"\n",
" plt.show()\n",
" else:\n",
" if len(img.shape) < 3:\n",
" rgbImg = cv2.cvtColor(img, cv2.COLOR_GRAY2RGB)\n",
" else:\n",
" rgbImg = cv2.cvtColor(img, cv2.COLOR_BGR2RGB)\n",
"\n",
" plt.imshow(rgbImg)\n",
" plt.title(title)\n",
" plt.xticks([]), plt.yticks([])\n",
" plt.show()"
]
},
{
"cell_type": "markdown",
"id": "98ad60ce-b26c-41de-982a-faf95a789a01",
"metadata": {},
"source": [
"3개(Red, Green, and Blue)의 채널이 있는 500x500 픽셀 이미지로 검정색 배경의 캔버스를 그립니다."
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "868c190d-d4c5-4d11-8d6f-78d0ef3f6aee",
"metadata": {},
"outputs": [],
"source": [
"black_canvas = np.zeros((500, 500, 3), dtype=\"uint8\")"
]
},
{
"cell_type": "markdown",
"id": "af41353e-9917-4025-8fe9-35dcac1da5c7",
"metadata": {},
"source": [
"zeros()에 255를 더하면 배경색을 흰색으로 변경 가능합니다."
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "0d714b43-e71b-4a45-922b-5b70870f92b9",
"metadata": {},
"outputs": [],
"source": [
"white_canvas = np.zeros((500, 500, 3), dtype=\"uint8\") + 255"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "8f320c19-d8b2-4741-b2d0-a7e6ba1cece5",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 576x360 with 2 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"img_show([\"Black\", \"White\"], [black_canvas, white_canvas])"
]
},
{
"cell_type": "markdown",
"id": "6c2e52ca-ac7b-436e-b655-2f1ac5b23171",
"metadata": {},
"source": [
"### Draw Line\n",
"```cv2.line(img, pt1, pt2, color[, thickness[, lineType[, shift]]])``` → img \n",
"\n",
"| Parameter | 내용 |\n",
"| --------- | ------------------------------------------------------------ |\n",
"| img | 이미지 파일 |\n",
"| pt1 | 시작점 좌표 (x, y) |\n",
"| pt2 | 종료점 좌표 (x, y) |\n",
"| color | 색상 (blue, green, red) 0 ~ 255 |\n",
"| thickness | 선 두께 (default 1) |\n",
"| lineType | 선 종류 (default cv.Line_8) - LINE_8 : 8-connected line - LINE_4 : 4-connecterd line - LINE_AA : antialiased line |\n",
"| shift | fractional bit (default 0) |\n"
]
},
{
"cell_type": "markdown",
"id": "1b8265a7-05b8-4a46-b64b-d92914d3fb13",
"metadata": {},
"source": [
"```line()``` 함수를 이용하여 두 좌표를 잇는 선을 그을 수 있습니다."
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "dc2a17ed-be40-4128-90fe-e73500a94449",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 576x360 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"green = (0, 255, 0)\n",
"\n",
"#(x1, y1) (x2, y2)\n",
"cv2.line(black_canvas, (10, 100), (500, 100), green)\n",
"img_show(\"Green Line\", black_canvas)"
]
},
{
"cell_type": "markdown",
"id": "58400fb0-ff8e-47a6-81ac-9f09fb65adb3",
"metadata": {},
"source": [
"(500, 0) 의 오른쪽 상단 지점에서 (0, 500)의 왼쪽 아래에 있는 점까지 연결 된 두께가 있는 (5Pixel) 선을 그립니다. "
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "9a377a16-8aca-469c-8319-7337321638ec",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 576x360 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"red = (0, 0, 255)\n",
"cv2.line(black_canvas, (500, 0), (0, 500), red, 5)\n",
"img_show(\"Red Canvas\", black_canvas)"
]
},
{
"cell_type": "markdown",
"id": "6d96134f-39f3-4eb8-be42-b257c0a7addc",
"metadata": {},
"source": [
"동일 좌표 입력 시 점으로 찍을 수 있습니다."
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "4cd2a949-a44a-45d0-bd05-b6c44356bc4d",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 576x360 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"cv2.line(black_canvas, (300, 300), (300, 300), red, 5)\n",
"img_show(\"Point\", black_canvas)"
]
},
{
"cell_type": "markdown",
"id": "4fb3139a-b9f2-47a6-a7ab-af395931845b",
"metadata": {},
"source": [
"```arrowedLine()```함수를 이용하여 화살표를 그릴 수 있습니다. \n",
"파라미터는 line() 함수와 동일 한데 마지막에 화살표의 크기를 설정하는 tipLength가 하나 더 있습니다."
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "7462b8cd-20a6-4a63-b5ab-afa3955b466e",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 576x360 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"cv2.arrowedLine(black_canvas, (50, 50), (250, 250), green, thickness=2)\n",
"img_show(\"Arrow\", black_canvas)"
]
},
{
"cell_type": "markdown",
"id": "24cf0cde-a168-45be-9625-84e552f24b40",
"metadata": {},
"source": [
"### Draw Rectangle\n",
"(10, 10) 에서 시작하여 (110, 110) 에서 끝나는 녹색 100x100 픽셀 정사각형을 그립니다."
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "ae02b1d5-3bde-4765-a628-a8cf597e22d4",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 576x360 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"yellow = (0, 255, 255)\n",
"cv2.rectangle(black_canvas, (10, 10), (110, 110), yellow)\n",
"img_show(\"Yellow Square\", black_canvas)"
]
},
{
"cell_type": "markdown",
"id": "0f9c8f02-b6d3-4459-ae0f-2c329141335f",
"metadata": {},
"source": [
"다른 직사각형을 그립니다. 이 직사각형은 5픽셀 두께의 파랑색입니다."
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "e6a17476-e2c5-4013-b90d-ab069ebb7b4d",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 576x360 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"blue = (255, 0, 0)\n",
"cv2.rectangle(black_canvas, (100, 200), (250, 225), blue, 5)\n",
"img_show(\"Blue Rectangle\", black_canvas)"
]
},
{
"cell_type": "markdown",
"id": "a571ff79-0616-49e4-a54c-69df0d8480c5",
"metadata": {},
"source": [
"색깔이 채워진 Cyan색상의 사각형을 그립니다."
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "010d8bdd-8680-42c5-887f-0833a2e799df",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 576x360 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"cyan = (255, 255, 0)\n",
"cv2.rectangle(black_canvas, (200, 50), (225, 125), cyan, -1)\n",
"img_show(\"Filled Cyan Rectangle\", black_canvas)"
]
},
{
"cell_type": "markdown",
"id": "1fa73ca7-c1a5-4662-81b0-b3bb7a91617c",
"metadata": {},
"source": [
"### Draw Circle\n",
"원을 그리는 것은 사각형을 그리는 것만큼 간단하지만 함수 인수는 약간 다릅니다."
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "7be7acb2-8739-4538-a7f9-d6f0e93d2b35",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 576x360 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"(centerX, centerY) = (white_canvas.shape[1] // 2, white_canvas.shape[0] // 2)\n",
"black = (0, 0, 0)\n",
"\n",
"for r in range(0, 275, 25):\n",
" # 25픽셀씩 증가하는 크기로 흰색 원을 그립니다\n",
" cv2.circle(white_canvas, (centerX, centerY), r, black)\n",
" \n",
"img_show(\"Circle\", white_canvas)"
]
},
{
"cell_type": "markdown",
"id": "59d05dbb-3543-49c4-ada0-5d088c37aa62",
"metadata": {},
"source": [
"랜덤하게 원을 그릴 수 도 있습니다."
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "ca6f80da-19c2-4b9b-a60a-bf940175d37b",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 576x360 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"random_bubble_canvas = np.zeros((300, 300, 3), dtype=\"uint8\")\n",
"\n",
"for i in range(0, 25):\n",
" # 5와 200사이의 랜덤하게 반지름 크기를 정함\n",
" radius = np.random.randint(5, high=200)\n",
" # 랜덤하게 색상을 선택\n",
" color = np.random.randint(0, high=256, size=(3,)).tolist()\n",
" # 그려질 임의의 점을 선택\n",
" pt = np.random.randint(0, high=300, size=(2,))\n",
"\n",
" cv2.circle(random_bubble_canvas, tuple(pt), radius, color, -1)\n",
"\n",
"img_show(\"Random Bubble\", random_bubble_canvas)"
]
},
{
"cell_type": "markdown",
"id": "1e4f96d1-5630-444a-8e7e-c4088c04278b",
"metadata": {},
"source": [
"### Drawing on images with OpenCV\n",
"이미지 위에 그리기"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "d6ff02ef-228a-41fc-83c5-d2d978db5d28",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 576x360 with 2 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"cv2_image = cv2.imread('asset/images/test_image.jpg', cv2.IMREAD_COLOR)\n",
"drawing_image = cv2_image.copy()\n",
"\n",
"cv2.circle(drawing_image, (580, 600), 200, (0, 0, 255), 3)\n",
"cv2.circle(drawing_image, (540, 550), 10, (0, 255, 0), -1)\n",
"cv2.circle(drawing_image, (670, 550), 10, (0, 255, 0), -1)\n",
"cv2.circle(drawing_image, (630, 650), 10, (255, 0, 0), -1)\n",
"cv2.rectangle(drawing_image, (540, 720), (660, 740), (0, 255, 255), -1)\n",
"\n",
"img_show([\"Original\", \"Drawing\"], [cv2_image, drawing_image])"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "skt_sol_32_env",
"language": "python",
"name": "skt_sol_32_env"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.8.8"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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