Coding/JavsScript 삽질기2022. 8. 24. 01:32

JsCalculator 는 어떠한 개인 정보도 수집하지 않습니다.

JsCalculator does not collect any personal information.

 

 

Posted by chobocho
Coding/Python 삽질기2022. 7. 12. 21:26

파이썬 싱글톤 패턴

class SingletonMeta(type):
    _instance = {}

    def __call__(cls, *args, **kwargs):
        if cls not in cls._instance:
            cls._instance[cls] = super().__call__(*args, **kwargs)
            print("make first object")
        else:
            print("return a exist object")

        return cls._instance[cls]


class Singleton(metaclass=SingletonMeta):
    def __init__(self):
        print("\nSingleton Init!")


def test_singleton():
    singletone1 = Singleton()
    singletone2 = Singleton()

    print(f'{id(singletone1)} == {id(singletone2)} -> {id(singletone1) == id(singletone2)}')

 

Singleton Init!
make first object
return a exist object
2608647861000 == 2608647861000 -> True

참고

https://refactoring.guru/design-patterns/singleton/python/example

 

Design Patterns: Singleton in Python

Usage examples: A lot of developers consider the Singleton pattern an antipattern. That’s why its usage is on the decline in Python code. Identification: Singleton can be recognized by a static creation method, which returns the same cached object. Naïv

refactoring.guru

https://dojang.io/mod/page/view.php?id=2468 

 

파이썬 코딩 도장: 47.9 메타클래스 사용하기

메타클래스(metaclass)는 클래스를 만드는 클래스인데, 이 메타클래스를 구현하는 방법은 두 가지가 있습니다. type을 사용하여 동적으로 클래스를 생성하는 방식 type을 상속받아서 메타클래스를

dojang.io

 

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Coding/Python 삽질기2022. 4. 23. 00:49

C library 작성

#include <stdio.h>
int add(int left, int right) {
    return left+right;
}
 
C library 빌드
gcc -shared -o libaddnumber.so add_number.c
 

Python Code 작성

from ctypes import CDLL
 
def main():
    c_func = CDLL('./libaddnumber.so')
    print(c_func.add(10, 20))
 
if __name__ == '__main__':
    main()
 
 
실행결과
chobocho@Chobocho-Mint:~/github/python/sharedlib$ python3 add_number.py 
30

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Coding/Python 삽질기2022. 2. 21. 23:37

PyTorch에서 GPU를 사용해보기로 하고, 삽질한 기록을

미래의 나를 위하여, 기록하였습니다.

1. 노트북 그래픽 카드 확인

 

2. Pytorch 사이트에서 CUDA 버전을 확인한다.

https://pytorch.org/get-started/locally/

 

PyTorch

An open source machine learning framework that accelerates the path from research prototyping to production deployment.

pytorch.org

 PyTorch 1.10.2에 Pip로 CUDA 10.2를 선택하면, 아래에 pip3 명령어가 보인다.  이를 사용하여 pytorch를 설치한다.

 

3. CUDA library 설치

PyTorch 사이트에서 확인한 CUDA 10.2 버전을 설치한다.

 

* 간혹 NVIDIA experience가 동작을 안하는 경우에는 아래와 같이

NVIDIA LocalSystem Controller 에서 로컬 시스템 계정 항목을 체크해 준다.

4. 파이썬을 실행해서 확인 해 본다.

 

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Posted by chobocho

 

<!DOCTYPE html>
<html lang="en">
<head>
    <meta charset="UTF-8">
    <title>Mandelbrot</title>
    <meta name='viewport' content='width=device-width, initial-scale=1.0'>
    <style>
        canvas {
            height: 100%;
            width: 100%;
        }
    </style>
</head>
<body>
<div align='center'>
    <canvas id="canvas"></canvas>
</div>

<script language="JavaScript">
    // Start: 2022.02.02
    // Update: 2022.02.02

    let cvs;
    let canvas;
    let bufCanvas;
    let bufCtx;
    let imageData;

    let scaleX = 1.0;
    let scaleY = 1.0;
    let mx = 1.0;
    let my = 1.0;

    function InitCanvas() {
        height = window.innerHeight;
        width = window.innerWidth;

        canvas = document.getElementById("canvas");
        canvas.width = width;
        canvas.height = height;
        cvs = canvas.getContext("2d");

        bufCanvas = document.createElement("canvas");
        bufCanvas.width = canvas.width;
        bufCanvas.height = canvas.height;
        bufCtx = bufCanvas.getContext("2d");

        imageData = bufCtx.createImageData(canvas.width, canvas.height);
    }

    function _draw(x1, y1, x2, y2) {
        const MAX_COUNT = 256;

        // X = -3.0 ~ 3.0
        // Y = -2.0 ~ 2.0
        // Z = X + Yi

        mx = x1 < -3.0 ? -3.0 : x1;
        my = y1 < -2.0 ? -2.0 : y1;

        x2 = x2 > 3.0 ? 3.0 : x2;
        y2 = y2 > 2.0 ? 2.0 : y2;

        let mw = x2 - x1;
        let mh = y2 - y1;

        console.log(x1, y1, x2, y2, " : ", mx, my, " : ", mw, mh);

        scaleX = mw / imageData.width;
        scaleY = mh / imageData.height;

        for (let i = 0; i < imageData.height; i++) {
            for (let j = 0; j < imageData.width; j++) {

                let c = 0;
                let x = mx + j * scaleX;
                let y = my + i * scaleY;
                let sx = x;
                let sy = y;

                for (c = 0; c < MAX_COUNT; c++) {
                    if (x**2 + y**2 > 4) {
                        break;
                    }
                    let nx = x**2 - y**2;
                    let ny = 2 * x * y;
                    x = nx + sx;
                    y = ny + sy;
                }

                let pos = 4 * (i * imageData.width + j);
                let color = 3 * c / MAX_COUNT;

                if (color < 1) {
                    imageData.data[pos+0]  = 255 * color;
                    imageData.data[pos+1] = color;
                    imageData.data[pos+2] = color;
                }
                else if (color < 2 ) {
                    imageData.data[pos+0] = 255;
                    imageData.data[pos+1] = color;
                    imageData.data[pos+2] = 0;
                } else {
                    imageData.data[pos+0] = 255;
                    imageData.data[pos+1] = 255;
                    imageData.data[pos+2] = color;
                }

                imageData.data[pos+3] = 255;
            }
        }

        bufCtx.putImageData(imageData, 0, 0);
        console.log("_OnDraw2()");
    }

    function OnDraw() {
        _draw(-3.0, -2.0, 3.0, 2.0);
        cvs.clearRect(0, 0, canvas.width, canvas.height);
        cvs.drawImage(bufCanvas, 0, 0);
    }

    function rectMouseMove(event) {
        // console.log("rectMouseMove");
        var currentPos = getMousePosition(event);
        cvs.beginPath();

        cvs.clearRect(0, 0, canvas.width, canvas.height);
        cvs.drawImage(bufCanvas, 0, 0);

        cvs.strokeStyle = pos.color;
        var box = {
            W: currentPos.X - pos.sx,
            H: currentPos.Y - pos.sy
        };

        cvs.strokeRect(pos.sx, pos.sy, box.W, box.H);

        cvs.stroke();
        cvs.closePath();
    }

    function rectMouseUp(event) {
        if (pos.isDraw) {
            console.log("rectMouseUp");
            var currentPos = getMousePosition(event);

            pos.ex = currentPos.X;
            pos.ey = currentPos.Y;

            if (pos.sx > pos.ex) {
                let t = pos.sx;
                pos.sx = pos.ex;
                pos.ex = t;
            }

            if (pos.sy > pos.ey) {
                let t = pos.sy;
                pos.sy = pos.ey;
                pos.ey = t;
            }

            let sx = mx + pos.sx * scaleX;
            let sy = my + pos.sy * scaleY;
            let ex = mx + pos.ex * scaleX;
            let ey = my + pos.ey * scaleY ;

            _draw(sx, sy, ex, ey);
            cvs.clearRect(0, 0, canvas.width, canvas.height);
            cvs.drawImage(bufCanvas, 0, 0);

            pos.isDraw = false;
        }
    }

    function rectMouseDown(event) {
        console.log("rectMouseDown");
        if (pos.isDraw) {
            return;
        }
        bufCtx.putImageData(imageData, 0, 0);
        //bufCtx.drawImage(canvas, 0, 0);
        pos.isDraw = true;
        var startPos = getMousePosition(event);
        pos.sx = startPos.X;
        pos.sy = startPos.Y;
    }

    function mouseListener(event) {
        switch (event.type) {
            case "mousedown":
                if (!pos.isDraw) {
                    pos.mouseDownAction(event);
                }
                break;
            case "mousemove":
                if (pos.isDraw) {
                    pos.mouseMoveAction(event);
                }
                break;
            case "mouseup":
            case "mouseout":
                if (pos.isDraw) {
                    pos.mouseUpAction(event);
                }
                break;
        }
    }

    function InitMouseEvent() {
        canvas.addEventListener("mousedown", mouseListener);
        canvas.addEventListener("mousemove", mouseListener);
        canvas.addEventListener("mouseout", mouseListener);
        canvas.addEventListener("mouseup", mouseListener);
    }

    function getMousePosition(event) {
        var x = event.pageX - canvas.offsetLeft;
        var y = event.pageY - canvas.offsetTop;
        return { X: x, Y: y };
    }

    var pos = {
        isDraw: false,
        mouseDownAction: rectMouseDown,
        mouseUpAction: rectMouseUp,
        mouseMoveAction: rectMouseMove,
        color: "rgb(255,211,25,255)",
        sx: 0,
        sy: 0,
        ex: 0,
        ey: 0
    }

    function onLoadPage() {
        InitCanvas();
        InitMouseEvent();
        OnDraw();
    }

    window.onload = onLoadPage();
</script>
</body>
</html>
Posted by chobocho

자바스크립트로 만델브로트 집합을 구현해 보았다.

만델브로트 집합

 

<!DOCTYPE html>
<html lang="en">
<head>
    <meta charset="UTF-8">
    <title>Mandelbrot</title>
    <meta name='viewport' content='width=device-width, initial-scale=1.0'>
    <style>
        canvas {
            height: 100%;
            width: 100%;
        }
    </style>
</head>
<body>
<div align='center'>
    <canvas id="canvas"></canvas>
</div>

<script language="JavaScript">
    // Start: 2022.02.02
    // Update: 2022.02.02

    let cvs;
    let canvas;
    let bufCanvas;
    let bufCtx;

    function InitCanvas() {
        height = window.innerHeight;
        width = window.innerWidth;

        canvas = document.getElementById("canvas");
        canvas.width = width;
        canvas.height = height;
        cvs = canvas.getContext("2d");

        bufCanvas = document.createElement("canvas");
        bufCanvas.width = canvas.width;
        bufCanvas.height = canvas.height;
        bufCtx = bufCanvas.getContext("2d");
    }

    function _draw() {
        let imageData = bufCtx.createImageData(canvas.width, canvas.height);
        const MAX_COUNT = 255;

        // X = -3.0 ~ 3.0
        // Y = -2.0 ~ 2.0
        // Z = X + Yi

        let mx = -3.0;
        let my = -2.0;
        let mw = 6.0;
        let mh = 4.0;
        let scaleX = mw / imageData.width;
        let scaleY = mh / imageData.height;

        for (let i = 0; i < imageData.height; i++) {
            for (let j = 0; j < imageData.width; j++) {

                let c = 0;
                let x = mx + j * scaleX;
                let y = my + i * scaleY;
                let sx = x;
                let sy = y;

                for (c = 0; c < MAX_COUNT; c++) {
                    if (x**2 + y**2 > 4) {
                        break;
                    }
                    let nx = x**2 - y**2;
                    let ny = 2 * x * y;
                    x = nx + sx;
                    y = ny + sy;
                }

                let pos = 4 * (i * imageData.width + j);

                imageData.data[pos+0] = c;
                imageData.data[pos+1] = c;
                imageData.data[pos+2] = c;
                imageData.data[pos+3] = 255;
            }
        }

        bufCtx.putImageData(imageData, 0, 0);
    }

    function OnDraw() {
        _draw();
        cvs.beginPath();
        cvs.clearRect(0, 0, canvas.width, canvas.height);
        cvs.drawImage(bufCanvas, 0, 0);
    }

    function onLoadPage() {
        InitCanvas();
        OnDraw();
    }

    window.onload = onLoadPage();
</script>
</body>
</html>
Posted by chobocho
Coding/JavsScript 삽질기2022. 1. 20. 00:12
Sphere

 


 

소스는 아래와 같다.

<!DOCTYPE html>
<html lang="en">
<head>
    <meta charset="UTF-8">
    <title>Sphere</title>
    <meta name='viewport' content='width=device-width, initial-scale=1.0'>
    <style>
        canvas {
            height: 100%;
            width: 100%;
        }
    </style>
</head>
<body>
<div align='center'>
    <canvas id="canvas"></canvas>
</div>
<script language="JavaScript">
    // Start: 2022.01.16
    // Update: 2022.01.18

    let cvs;
    let canvas;
    let bufCanvas;
    let bufCtx;
    let thetaX = 0;
    let thetaZ = 0;

    let maxSize = 0;
    let dimen = 12;
    let ox = 0;
    let oy = 0;
    let R1 = 1;  // 원의 반지름
    let R2 = 1;  // 회전 중심과의 거리
    let R3 = 1;
    let ZZ2 = 5000;

    let SIN = [];
    let COS = [];

    function InitValue() {
        for (let i = 0; i < 628; i++) {
            SIN[i] = Math.sin(i / 100);
            COS[i] = Math.cos(i / 100);
        }
    }

    function InitCanvas() {
        height = window.innerHeight;
        width = window.innerWidth;

        console.log(">Width:", width);
        console.log(">Heigth:", height);

        canvas = document.getElementById("canvas");
        canvas.width = width;
        canvas.height = height;
        cvs = canvas.getContext("2d");

        bufCanvas = document.createElement("canvas");
        bufCanvas.width = canvas.width;
        bufCanvas.height = canvas.height;
        bufCtx = bufCanvas.getContext("2d");

        maxSize = canvas.height < canvas.width ? canvas.height : canvas.width;

        ox = canvas.width / 2;
        oy = canvas.height / 2;
        R1 = maxSize/20;  // 원의 반지름
        R2 = maxSize/10;  // 회전 중심과의 거리
        R3 = maxSize/10;
    }

    function drawCircle(x, y, c, r) {
        if (c <= 0 || c >= 255){
            console.log(c);
        }

        bufCtx.beginPath();
        bufCtx.fillStyle = "rgb(" + c + "," + c + "," + c + ")";
        bufCtx.strokeStyle = "rgb(255, 255, 255)";
        bufCtx.arc(x, y, r, 0, Math.PI * 2);
        bufCtx.stroke();
        bufCtx.fill();
        bufCtx.closePath();
    }

    function _draw() {
        if (maxSize == 0) {
            return;
        }
        // 카메라와 스크린의 거리를 z'라 하고, 그 투영되는 상을 x',y'
        // z:x = z':x'
        // z:y = z':y'
        // x' = xz'/z, y' = yz'/z
        // z' = z1
        // x', y' = xz1/z, yz1/z
        // z의 최대거리 z2 = 1000이라 하면
        // x' <= (height/2 * 0.8) (화면 중앙 위치, 마진 0.1)
        // x 의 최대 값은 R1 + R2
        // x' = Z1(R1+R2)/z2 = height * 0.4
        // Z1 = Z2 * height * 0.4 / (R1+R2)

        let points = [];
        _drawDoughnut(points);
        _drawSphere(points);

        bufCtx.strokeStyle = "black";
        bufCtx.fillStyle = "black";
        bufCtx.fillRect(0, 0, canvas.width, canvas.height);
        points.forEach(e => drawCircle(e[0], e[1], e[2], 1));

        thetaX = (thetaX + 2) % 629;
        thetaZ = (thetaZ + 2) % 629;
    }


    function _drawDoughnut(points) {
        // 카메라와 스크린의 거리를 z'라 하고, 그 투영되는 상을 x',y'
        // z:x = z':x'
        // z:y = z':y'
        // x' = xz'/z, y' = yz'/z
        // z' = z1
        // x', y' = xz1/z, yz1/z
        // z의 최대거리 z2 = 5000이라 하면
        // x' <= (height/2 * 0.8) (화면 중앙 위치, 마진 0.1)
        // x 의 최대 값은 R1 + R2
        // x' = Z1(R1+R2)/z2 = height * 0.4
        // Z1 = Z2 * height * 0.4 / (R1+R2)
        let ZZ1 = maxSize * ZZ2 * 0.4 / (R1 + R2);

        for (let i = 0; i < 628; i += dimen) {
            let x1 = COS[i] * R1 + R2;
            let y1 = SIN[i] * R1;
            let nx1 = COS[i];
            let ny1 = SIN[i];

            for (let j = 0; j < 628; j += dimen) {
                // Y축 회전
                let x2 = x1 * COS[j];
                let y2 = y1;
                let z2 = x1 * SIN[j];

                let nx2 = nx1 * COS[j];
                let ny2 = ny1;
                let nz2 = nx1 * SIN[j];

                // X축 회전
                let x3 = x2;
                let y3 = y2 * COS[thetaX] - z2 * SIN[thetaX];
                let z3 = y2 * SIN[thetaX] + z2 * COS[thetaX];

                let nx3 = nx2;
                let ny3 = ny2 * COS[thetaX] - nz2 * SIN[thetaX];
                let nz3 = ny2 * SIN[thetaX] + nz2 * COS[thetaX];

                // Z축 회전
                let x4 = x3 * COS[thetaZ] - y3 * SIN[thetaZ];
                let y4 = x3 * SIN[thetaZ] + y3 * COS[thetaZ];
                let z4 = ZZ2 * 2 + z3;

                let nx4 = nx3 * COS[thetaZ] - ny3 * SIN[thetaZ];
                let ny4 = nx3 * SIN[thetaZ] + ny3 * COS[thetaZ];
                let nz4 = nz3;

                // 법선 벡터 (nx4, ny4, nz)와 광원의 백터 내적 계산
                // 광원 위치는 (0, 0, -1)
                let lx = 0;
                let ly = 0;
                let lz = -1;
                let light = nx4 * lx + ny4 * ly + nz4 * lz;

                if (light > 0) {
                    let color = Math.round(light * 255);

                    // x' = xz'/z, y' = yz'/z
                    let xp = Math.floor(x4 * ZZ1 / z4);
                    let yp = Math.floor(-y4 * ZZ1 / z4);

                    points.push([xp + ox, yp + oy, 255-color]);
                }
            }
        }
    }


    function _drawSphere(points) {
        // 카메라와 스크린의 거리를 z'라 하고, 그 투영되는 상을 x',y'
        // z:x = z':x'
        // z:y = z':y'
        // x' = xz'/z, y' = yz'/z
        // z' = z1
        // x', y' = xz1/z, yz1/z
        // z의 최대거리 z2 = 1000이라 하면
        // x' <= (height/2 * 0.8) (화면 중앙 위치, 마진 0.1)
        // x 의 최대 값은 R1 + R2
        // x' = Z1(R1+R2)/z2 = height * 0.4
        // Z1 = Z2 * height * 0.4 / (R1+R2)

        ZZ1 = maxSize * ZZ2 * 0.4 / (R1 + R2 + R3);

        for (let i = 0; i < 628; i += dimen) {
            let x1 = COS[i] * R1;
            let y1 = SIN[i] * R1;
            let nx1 = COS[i];
            let ny1 = SIN[i];

            for (let j = 0; j < 628; j += dimen) {
                // Y축 회전
                let x2 = x1 * COS[j];
                let y2 = y1;
                let z2 = x1 * SIN[j];

                let nx2 = nx1 * COS[j];
                let ny2 = ny1;
                let nz2 = nx1 * SIN[j];

                // Z축 회전
                let x3 = x2 * COS[thetaX] - y2 * SIN[thetaX];
                let y3 = x2 * SIN[thetaX] + y2 * COS[thetaX];
                let z3 = z2;

                let nx3 = nx2 * COS[thetaX] - ny2 * SIN[thetaX];
                let ny3 = nx2 * SIN[thetaX] + ny2 * COS[thetaX];
                let nz3 = nz2;

                // X축 회전
                let x4 = x3 + R2 + R3;
                let y4 = y3 * COS[thetaX] - z3 * SIN[thetaX];
                let z4 = y3 * SIN[thetaX] + z3 * COS[thetaX];

                let nx4 = nx3;
                let ny4 = ny3 * COS[thetaX] - nz3 * SIN[thetaX];
                let nz4 = ny3 * SIN[thetaX] + nz3 * COS[thetaX];

                // Z축 시계 방향 회전
                let x5 = x4 * COS[thetaZ] + y4 * SIN[thetaZ];
                let y5 = -x4 * SIN[thetaZ] + y4 * COS[thetaZ];
                let z5 = ZZ2 + z4;

                let nx5 = nx4 * COS[thetaZ] + ny4 * SIN[thetaZ];
                let ny5 = -nx4 * SIN[thetaZ] + ny4 * COS[thetaZ];
                let nz5 = nz4;

                // 법선 벡터 (nx4, ny4, nz)와 광원의 백터 내적 계산
                // 광원 위치는 (0, 0, -1)
                let lx = 0;
                let ly = 0;
                let lz = -1;
                let light = nx5 * lx + ny5 * ly + nz5 * lz;

                if (light > 0) {
                    let color = Math.round(light * 255);

                    // x' = xz'/z, y' = yz'/z
                    let xp = Math.floor(x5 * ZZ1 / z5);
                    let yp = Math.floor(-y5 * ZZ1 / z5);

                    points.push([xp + ox, yp + oy, 255-color]);
                }
            }
        }
    }

    function OnDraw() {
        _draw();

        cvs.clearRect(0, 0, canvas.width, canvas.height);
        cvs.drawImage(bufCanvas, 0, 0);
    }


    function onLoadPage() {
        InitValue();
        InitCanvas();
        OnDraw();
        setInterval(OnDraw, 50);
    }

    window.onload = onLoadPage();
</script>
</body>
</html>
Posted by chobocho
Coding/JavsScript 삽질기2022. 1. 19. 10:25

유튜브에서본 회전 하는 3D 도넛을 구현해 보았다.

3D doughnut

코드는 아래와 같다.

<!DOCTYPE html>
<html lang="en">
<head>
    <meta charset="UTF-8">
    <title>3D doughnut</title>
    <meta name='viewport' content='width=device-width, initial-scale=1.0'>
    <style>
        canvas {
            height: 100%;
            width: 100%;
        }
    </style>
</head>
<body>
<div align='center'>
    <canvas id="canvas"></canvas>
</div>
<script language="JavaScript">
    // Start: 2022.01.16
    // Update: 2022.01.18

    let cvs;
    let canvas;
    let bufCanvas;
    let bufCtx;
    let thetaX = 127;
    let thetaZ = 0;

    function InitCanvas() {
        height = window.innerHeight;
        width = window.innerWidth;

        canvas = document.getElementById("canvas");
        canvas.width = width;
        canvas.height = height;
        cvs = canvas.getContext("2d");

        bufCanvas = document.createElement("canvas");
        bufCanvas.width = canvas.width;
        bufCanvas.height = canvas.height;
        bufCtx = bufCanvas.getContext("2d");
    }

    function drawCircle(x, y, c, r) {
        if (c <= 0 || c >= 255){
            console.log(c);
        }

        bufCtx.beginPath();
        bufCtx.fillStyle = "rgb(" + c + "," + c + "," + c + ")";
        bufCtx.strokeStyle = "rgb(255, 255, 255)";
        bufCtx.arc(x, y, r, 0, Math.PI * 2);
        bufCtx.stroke();
        bufCtx.fill();
        bufCtx.closePath();
    }

    function _draw() {
        let maxSize = canvas.height < canvas.width ? canvas.height : canvas.width;
        let dimen = 8;
        let ox = canvas.width / 2;
        let oy = canvas.height / 2;

        let R1 = maxSize/20;  // 원의 반지름
        let R2 = maxSize/10;  // Y축으로 회전하기 위한 반경

        // 카메라와 스크린의 거리를 z'라 하고, 그 투영되는 상을 x',y'
        // z:x = z':x'
        // z:y = z':y'
        // x' = xz'/z, y' = yz'/z
        // z' = z1
        // x', y' = xz1/z, yz1/z
        // z의 최대거리 z2 = 5000이라 하면
        // x' <= (height/2 * 0.8) (화면 중앙 위치, 마진 0.1)
        // x 의 최대 값은 R1 + R2
        // x' = Z1(R1+R2)/z2 = height * 0.4
        // Z1 = Z2 * height * 0.4 / (R1+R2)

        let ZZ2 = 5000;
        let ZZ1 = maxSize * ZZ2 * 0.4 / (R1 + R2);

        let points = [];

        for (let i = 0; i < 628; i += dimen) {
            let x1 = Math.cos(i/100) * R1 + R2;
            let y1 = Math.sin(i/100) * R1;
            let nx1 = Math.cos(i/100);
            let ny1 = Math.sin(i/100);

            for (let j = 0; j < 628; j += dimen) {
                // Y축 회전
                let x2 = x1 * Math.cos(j/100);
                let y2 = y1;
                let z2 = x1 * Math.sin(j/100);

                let nx2 = nx1 * Math.cos(j/100);
                let ny2 = ny1;
                let nz2 = nx1 * Math.sin(j/100);

                // X축 회전
                let x3 = x2;
                let y3 = y2 * Math.cos(thetaX/100) - z2 * Math.sin(thetaX/100);
                let z3 = y2 * Math.sin(thetaX/100) + z2 * Math.cos(thetaX/100);

                let nx3 = nx2;
                let ny3 = ny2 * Math.cos(thetaX/100) - nz2 * Math.sin(thetaX/100);
                let nz3 = ny2 * Math.sin(thetaX/100) + nz2 * Math.cos(thetaX/100);

                // Z축 회전
                let x4 = x3 * Math.cos(thetaZ/100) - y3 * Math.sin(thetaZ/100);
                let y4 = x3 * Math.sin(thetaZ/100) + y3 * Math.cos(thetaZ/100);
                let z4 = ZZ2 + z3;

                let nx4 = nx3 * Math.cos(thetaZ/100) - ny3 * Math.sin(thetaZ/100);
                let ny4 = nx3 * Math.sin(thetaZ/100) + ny3 * Math.cos(thetaZ/100);
                let nz4 = nz3;

                // 법선 벡터 (nx4, ny4, nz)와 광원의 백터 내적 계산
                // 광원 위치는 (0, 0, -1)
                let lx = 0;
                let ly = 0;
                let lz = -1;
                let light = nx4 * lx + ny4 * ly + nz4 * lz;

                if (light > 0) {
                    let color = Math.round(light * 255);

                    // x' = xz'/z, y' = yz'/z
                    let xp = Math.floor(x4 * ZZ1 / z4);
                    let yp = Math.floor(-y4 * ZZ1 / z4);

                    points.push([xp + ox, yp + oy, 255-color]);
                }
            }
        }

        bufCtx.beginPath();
        bufCtx.strokeStyle = "black";
        bufCtx.fillStyle = "black";
        bufCtx.fill();

        bufCtx.fillRect(0, 0, canvas.width, canvas.height);
        bufCtx.closePath();
        bufCtx.stroke();

        points.forEach(e => drawCircle(e[0], e[1], e[2], 1));

        thetaX = (thetaX + 2) % 629;
        thetaZ = (thetaZ + 2) % 629;
    }

    function OnDraw() {
        _draw();

        cvs.beginPath();
        cvs.clearRect(0, 0, canvas.width, canvas.height);
        cvs.drawImage(bufCanvas, 0, 0);

        console.log(">OnDraw()");
    }


    function onLoadPage() {
        InitCanvas();
        OnDraw();
        setInterval(OnDraw, 50);
    }

    window.onload = onLoadPage();
</script>
</body>
</html>

 

 

Posted by chobocho