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opencvtrial.js
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272 lines (187 loc) · 121 KB
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const {Canvas, createCanvas ,Image,ImageData, loadImage } = require('canvas');
const Jimp = require('jimp');
const fs = require("fs");
cv=require('./opencv.js');
async function onRuntimeInitialized()
{
console.log("In conversion");
function getBase64Img() {
return 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";
}
const buffer = Buffer.from(getBase64Img(), "base64");
const jimpsrc=await Jimp.read('./testimg.jpg');
console.log(jimpsrc.bitmap);
let mat = cv.Mat.zeros(10, 10, cv.CV_8U);
console.log(mat);
var src = cv.matFromImageData(jimpsrc.bitmap);
var src2 = cv.matFromImageData(jimpsrc.bitmap);
var all_Point_XY = []
var color = new cv.Scalar(255, 0, 0, 255);
//console.log(src);
detection(src)
compare()
for (let i = 0; i < all_Point_XY.length; i++) {
var temp = i;
setTimeout(function () {
drawRectangle(all_Point_XY[i],color,src)
let dst = new cv.Mat();
console.log(all_Point_XY[i]);
let xPointArr=[];
let yPointArr=[];
for (let index = 0; index < all_Point_XY[i].length; index++) {
xPointArr.push(all_Point_XY[i][index]['x'])
yPointArr.push(all_Point_XY[i][index]['y'])
}
let leftTopX = Math.min(...xPointArr)
let leftTopY = Math.min(...yPointArr)
let rightBottomX = Math.max(...xPointArr)
let rightBottomY = Math.max(...yPointArr)
let width = rightBottomX-leftTopX;
let height = rightBottomY-leftTopY;
console.log(width);
console.log(height);
let rect = new cv.Rect(leftTopX, leftTopY, width, height);
dst = src2.roi(rect);
console.log(dst.data);
new Jimp({
width: dst.cols,
height: dst.rows,
data: Buffer.from(dst.data)
})
.write('output.png');
if (i === all_Point_XY.length - 1) {
src.delete();
}
}, 1000 * (i + 1));
}
function compare() {
for (let i = 0; i < all_Point_XY.length; i++) {
var num1, num2, num3;
var currentNum, nextNum, PreviousNum;
if (i === 0) {
num1 = all_Point_XY[i][0]['total']
num2 = all_Point_XY[i + 1][0]['total']
let comNum = Math.abs(num1 - num2)
if (0 < comNum && comNum < 15) {
all_Point_XY.splice(i + 1, 1)
}
}
if (0 < i && i < all_Point_XY.length - 1) {
currentNum = all_Point_XY[i][0]['total']
nextNum = all_Point_XY[i + 1][0]['total']
PreviousNum = all_Point_XY[i - 1][0]['total']
let comNum1 = Math.abs(currentNum - PreviousNum)
let comNum2 = Math.abs(currentNum - nextNum)
if (0 < comNum1 && comNum1 < 15) {
all_Point_XY.splice(i - 1, 1)
}
if (0 < comNum2 && comNum2 < 15) {
all_Point_XY.splice(i + 1, 1)
}
}
if (i == all_Point_XY.length - 1) {
num1 = all_Point_XY[i][0]['total']
num2 = all_Point_XY[i - 1][0]['total']
let comNum = Math.abs(num1 - num2)
if (0 < comNum && comNum < 15) {
all_Point_XY.splice(i, 1)
}
}
}
}
function detection(src) {
console.log(src);
let dst = new cv.Mat();
let contours = new cv.MatVector();
let hierarchy = new cv.Mat();
cv.cvtColor(src, dst, cv.COLOR_BGR2GRAY, 0);
cv.threshold(dst, dst, 78, 255, cv.THRESH_BINARY)
cv.findContours(dst, contours, hierarchy, cv.RETR_TREE, cv.CHAIN_APPROX_SIMPLE)
console.log(contours);
var point_XY
var lock = 1;
for (let i = 0; i < contours.size(); ++i) {
point_XY = []
const ci = contours.get(i);
let peri1 = cv.arcLength(ci, true);
let peri2 = 0.01 * peri1;
let approx = new cv.Mat();
cv.approxPolyDP(ci, approx, peri2, true);
if (approx.rows == 4 && peri2 > 6.5 && peri2 < 15.0) {
lock = 1;
for (let i = 0; i < approx.data32S.length; i += 2) {
let cnt = []
cnt['x'] = approx.data32S[i]
cnt['y'] = approx.data32S[i + 1]
cnt['total'] = cnt['x'] + cnt['y']
point_XY.push(cnt)
console.log(cnt);
cnt = []
}
if (lock) {
var point_XY = quickSort(point_XY, 0, point_XY.length - 1);
var width = point_XY[3]['x'] - point_XY[0]['x']
var height = point_XY[3]['y'] - point_XY[0]['y']
point_XY['width'] = width;
point_XY['height'] = height;
all_Point_XY.push(point_XY)
lock = 0;
}
}
}
dst.delete();
contours.delete();
hierarchy.delete();
}
function drawRectangle(params, color, src) {
let point0 = new cv.Point(params[0]['x'], params[0]['y']);
let point1 = new cv.Point(params[1]['x'], params[1]['y']);
let point2 = new cv.Point(params[2]['x'], params[2]['y']);
let point4 = new cv.Point(params[3]['x'], params[3]['y']);
cv.line(src, point0, point1, color, 1, cv.LINE_AA, 0)
cv.line(src, point0, point2, color, 1, cv.LINE_AA, 0)
cv.line(src, point4, point1, color, 1, cv.LINE_AA, 0)
cv.line(src, point4, point2, color, 1, cv.LINE_AA, 0)
}
function swap(items, leftIndex, rightIndex) {
var temp = items[leftIndex];
items[leftIndex] = items[rightIndex];
items[rightIndex] = temp;
}
function partition(items, left, right) {
var pivot = items[Math.floor((right + left) / 2)]['total'], //middle element
i = left, //left pointer
j = right; //right pointer
while (i <= j) {
while (items[i]['total'] < pivot) {
i++;
}
while (items[j]['total'] > pivot) {
j--;
}
if (i <= j) {
swap(items, i, j); //sawpping two elements
i++;
j--;
}
}
return i;
}
function quickSort(items, left, right) {
var index;
if (items.length > 1) {
index = partition(items, left, right); //index returned from partition
if (left < index - 1) { //more elements on the left side of the pivot
quickSort(items, left, index - 1);
}
if (index < right) { //more elements on the right side of the pivot
quickSort(items, index, right);
}
}
return items;
}
}
Module = {
onRuntimeInitialized
};
onRuntimeInitialized();