资讯详情

vue引入鼠标点击效果

1.引入js

function clickEffect() { 
            let balls = [];     let longPressed = false;     let longPress;     let multiplier = 0;     let width, height;     let origin;     let normal;     let ctx;     const colours = ["#F73859", "#14FFEC", "#00E0FF", "#FF99FE", "#FAF15D"];     const canvas = document.createElement("canvas");     document.body.appendChild(canvas);     canvas.setAttribute("style", "width: 100%; height: 100%; top: 0; left: 0; z-index: 99999; position: fixed; pointer-events: none;");     const pointer = document.createElement("span");     pointer.classList.add("pointer");     document.body.appendChild(pointer);      if (canvas.getContext && window.addEventListener) { 
                ctx = canvas.getContext("2d");         updateSize();         window.addEventListener('resize', updateSize
      
       , 
       false
       )
       ; 
       loop
       (
       )
       ; window
       .
       addEventListener
       (
       "mousedown"
       , 
       function
       (e
       ) 
       { 
         
       pushBalls
       (
       randBetween
       (
       10
       , 
       20
       )
       , e
       .clientX
       , e
       .clientY
       )
       ; document
       .body
       .classList
       .
       add
       (
       "is-pressed"
       )
       ; longPress 
       = 
       setTimeout
       (
       function
       (
       ) 
       { 
         document
       .body
       .classList
       .
       add
       (
       "is-longpress"
       )
       ; longPressed 
       = 
       true
       ; 
       }
       , 
       500
       )
       ; 
       }
       , 
       false
       )
       ; window
       .
       addEventListener
       (
       "mouseup"
       , 
       function
       (e
       ) 
       { 
         
       clearInterval
       (longPress
       )
       ; 
       if 
       (longPressed 
       == 
       true
       ) 
       { 
         document
       .body
       .classList
       .
       remove
       (
       "is-longpress"
       )
       ; 
       pushBalls
       (
       randBetween
       (
       50 
       + 
       Math
       .
       ceil
       (multiplier
       )
       , 
       100 
       + 
       Math
       .
       ceil
       (multiplier
       )
       )
       , e
       .clientX
       , e
       .clientY
       )
       ; longPressed 
       = 
       false
       ; 
       } document
       .body
       .classList
       .
       remove
       (
       "is-pressed"
       )
       ; 
       }
       , 
       false
       )
       ; window
       .
       addEventListener
       (
       "mousemove"
       , 
       function
       (e
       ) 
       { 
         let x 
       = e
       .clientX
       ; let y 
       = e
       .clientY
       ; pointer
       .style
       .top 
       = y 
       + 
       "px"
       ; pointer
       .style
       .left 
       = x 
       + 
       "px"
       ; 
       }
       , 
       false
       )
       ; 
       } 
       else 
       { 
         console
       .
       log
       (
       "canvas or addEventListener is unsupported!"
       )
       ; 
       } function 
       updateSize
       (
       ) 
       { 
         canvas
       .width 
       = window
       .innerWidth 
       * 
       2
       ; canvas
       .height 
       = window
       .innerHeight 
       * 
       2
       ; canvas
       .style
       .width 
       = window
       .innerWidth 
       + 
       'px'
       ; canvas
       .style
       .height 
       = window
       .innerHeight 
       + 
       'px'
       ; ctx
       .
       scale
       (
       2
       , 
       2
       )
       ; width 
       = 
       (canvas
       .width 
       = window
       .innerWidth
       )
       ; height 
       = 
       (canvas
       .height 
       = window
       .innerHeight
       )
       ; origin 
       = 
       { 
         x
       : width 
       / 
       2
       , y
       : height 
       / 
       2 
       }
       ; normal 
       = 
       { 
         x
       : width 
       / 
       2
       , y
       : height 
       / 
       2 
       }
       ; 
       } 
       class 
       Ball 
       { 
         
       constructor
       (x 
       = origin
       .x
       , y 
       = origin
       .y
       ) 
       { 
         
       this
       .x 
       = x
       ; 
       this
       .y 
       = y
       ; 
       this
       .angle 
       = 
       Math
       .PI 
       * 
       2 
       * 
       Math
       .
       random
       (
       )
       ; 
       if 
       (longPressed 
       == 
       true
       ) 
       { 
         
       this
       .multiplier 
       = 
       randBetween
       (
       14 
       + multiplier
       , 
       15 
       + multiplier
       )
       ; 
       } 
       else 
       { 
         
       this
       .multiplier 
       = 
       randBetween
       (
       6
       , 
       12
       )
       ; 
       } 
       this
       .vx 
       = 
       (
       this
       .multiplier 
       + 
       Math
       .
       random
       (
       ) 
       * 
       0.5
       ) 
       * 
       Math
       .
       cos
       (
       this
       .angle
       )
       ; 
       this
       .vy 
       = 
       (
       this
       .multiplier 
       + 
       Math
       .
       random
       (
       ) 
       * 
       0.5
       ) 
       * 
       Math
       .
       sin
       (
       this
       .angle
       )
       ; 
       this
       .r 
       = 
       randBetween
       (
       8
       , 
       12
       ) 
       + 
       3 
       * 
       Math
       .
       random
       (
       )
       ; 
       this
       .color 
       = colours
       [
       Math
       .
       floor
       (
       Math
       .
       random
       (
       ) 
       * colours
       .length
       )
       ]
       ; 
       } 
       update
       (
       ) 
       { 
         
       this
       .x 
       += 
       this
       .vx 
       - normal
       .x
       ; 
       this
       .y 
       += 
       this
       .vy 
       - normal
       .y
       ; normal
       .x 
       = 
       -
       2 
       / window
       .innerWidth 
       * 
       Math
       .
       sin
       (
       this
       .angle
       )
       ; normal
       .y 
       = 
       -
       2 
       / window
       .innerHeight 
       * 
       Math
       .
       cos
       (
       this
       .angle
       )
       ; 
       this
       .r 
       -= 
       0.3
       ; 
       this
       .vx 
       *= 
       0.9
       ; 
       this
       .vy 
       *= 
       0.9
       ; 
       } 
       } function 
       pushBalls
       (count 
       = 
       1
       , x 
       = origin
       .x
       , y 
       = origin
       .y
       ) 
       { 
         
       for 
       (let i 
       = 
       0
       ; i 
       < count
       ; i
       ++
       ) 
       { 
         balls
       .
       push
       (
       new 
       Ball
       (x
       , y
       )
       )
       ; 
       } 
       } function 
       randBetween
       (min
       , max
       ) 
       { 
         
       return 
       Math
       .
       floor
       (
       Math
       .
       random
       (
       ) 
       * max
       ) 
       + min
       ; 
       } function 
       loop
       (
       ) 
       { 
         ctx
       .fillStyle 
       = 
       "rgba(255, 255, 255, 0)"
       ; ctx
       .
       clearRect
       (
       0
       , 
       0
       , canvas
       .width
       , canvas
       .height
       )
       ; 
       for 
       (let i 
       = 
       0
       ; i 
       < balls
       .length
       ; i
       ++
       ) 
       { 
         let b 
       = balls
       [i
       ]
       ; 
       if 
       (b
       .r 
       < 
       0
       ) 
       continue
       ; ctx
       .fillStyle 
       = b
       .color
       ; ctx
       .
       beginPath
       (
       )
       ; ctx
       .
       arc
       (b
       .x
       , b
       .y
       , b
       .r
       , 
       0
       , 
       Math
       .PI 
       * 
       2
       , 
       false
       )
       ; ctx
       .
       fill
       (
       )
       ; b
       .
       update
       (
       )
       ; 
       } 
       if 
       (longPressed 
       == 
       true
       ) 
       { 
         multiplier 
       += 
       0.2
       ; 
       } 
       else 
       if 
       (
       !longPressed 
       && multiplier 
       >= 
       0
       ) 
       { 
         multiplier 
       -= 
       0.4
       ; 
       } 
       removeBall
       (
       )
       ; 
       requestAnimationFrame
       (loop
       )
       ; 
       } function 
       removeBall
       (
       ) 
       { 
         
       for 
       (let i 
       = 
       0
       ; i 
       < balls
       .length
       ; i
       ++
       ) 
       { 
         let b 
       = balls
       [i
       ]
       ; 
       if 
       (b
       .x 
       + b
       .r 
       < 
       0 
       || b
       .x 
       - b
       .r 
       > width 
       || b
       .y 
       + b
       .r 
       < 
       0 
       || b
       .y 
       - b
       .r 
       > height 
       || b
       .r 
       < 
       0
       ) 
       { 
         balls
       .
       splice
       (i
       , 
       1
       )
       ; 
       } 
       } 
       } 
       } 
       clickEffect
       (
       )
       ;
       //调用 
      

2.在public目录下index.html引入 在这里插入图片描述 运行效果 花瓣飘落效果 引入snow.js

var stop, staticx; var img = new Image(); img.src = "data:image/png;base64,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