garupa bg

background.vue

<script setup lang="ts">
import backgroundPatternImage from '~/assets/background_pattern.png';
import circleBaseImage from '~/assets/bg_common_circlebase.png';
import circleLineImage from '~/assets/bg_common_circleline.png';

const background = ref<HTMLCanvasElement | null>(null);
const width = ref<number>(window.innerWidth);
const height = ref<number>(window.innerHeight);
const backgroundCtx = ref<CanvasRenderingContext2D | null>(null);
const imageAsset = reactive<{
  loadCompleteNumber: number,
  backgroundPattern: {
    image: HTMLImageElement | CanvasImageSource | null,
    canvas: HTMLCanvasElement | null,
    context: CanvasRenderingContext2D | null
  },
  circleBase: {
    image: HTMLImageElement | CanvasImageSource | null,
    width: number,
    height: number
  },
  circleLine: {
    image: HTMLImageElement | CanvasImageSource | null,
    width: number,
    height: number,
    canvas: HTMLCanvasElement | null,
    context: CanvasRenderingContext2D | null
  }
}>({
  loadCompleteNumber: 0,
  backgroundPattern: {
    image: null,
    canvas: null,
    context: null
  },
  circleBase: {
    image: null,
    width: 260,
    height: 260
  },
  circleLine: {
    image: null,
    width: 260,
    height: 260,
    canvas: null,
    context: null
  }
});

const initializeBackgroundAssets = () => {
  backgroundCtx.value = (background.value?.getContext('2d') as CanvasRenderingContext2D);
  imageAsset.backgroundPattern.canvas = document.createElement('canvas');
  imageAsset.backgroundPattern.context = imageAsset.backgroundPattern.canvas.getContext('2d');
  imageAsset.circleLine.canvas = document.createElement('canvas');
  imageAsset.circleLine.context = imageAsset.circleLine.canvas.getContext('2d');
  (imageAsset.backgroundPattern.image! as HTMLImageElement).onload = () => {
    initializeBackgroundPatternCanvas();
    imageAsset.loadCompleteNumber += 1;
  };
  (imageAsset.circleBase.image! as HTMLImageElement).onload = () => {
    imageAsset.loadCompleteNumber += 1;
  };
  (imageAsset.circleLine.image! as HTMLImageElement).onload = () => {
    imageAsset.circleLine.canvas!.width = imageAsset.circleLine.width;
    imageAsset.circleLine.canvas!.height = imageAsset.circleLine.height;
    imageAsset.loadCompleteNumber += 1;
  };
};
const initializeBackgroundPatternCanvas = () => {
  imageAsset.backgroundPattern.context?.clearRect(0, 0, width.value, height.value);
  imageAsset.backgroundPattern.canvas!.width = width.value + 268;
  imageAsset.backgroundPattern.canvas!.height = height.value + 200;
  imageAsset.backgroundPattern.context!.fillStyle = (imageAsset.backgroundPattern.context?.createPattern(
    imageAsset.backgroundPattern.image!, 'repeat'
  ) as CanvasPattern);
  imageAsset.backgroundPattern.context?.fillRect(
    0, 0, imageAsset.backgroundPattern.canvas!.width, imageAsset.backgroundPattern.canvas!.height);
};
const drawBackgroundLoop = () => {
  const currentTime = new Date().getTime();
  const patternPositionPercent = (currentTime % 14000) / 14000;
  const circlePositionPercent = (currentTime % 40000) / 40000;
  const patternOffset = {
    x: -267 + patternPositionPercent * 267,
    y: -patternPositionPercent * 200
  };
  backgroundCtx.value?.clearRect(0, 0, width.value, height.value);
  imageAsset.circleLine.context?.clearRect(0, 0, imageAsset.circleLine.canvas!.width, imageAsset.circleLine.canvas!.height);
  backgroundCtx.value?.drawImage(imageAsset.backgroundPattern.canvas!, patternOffset.x, patternOffset.y);
  backgroundCtx.value?.drawImage(
    imageAsset.circleBase.image!,
    (width.value - imageAsset.circleBase.width) / 2,
    (height.value - imageAsset.circleBase.height) / 2,
    imageAsset.circleBase.width, imageAsset.circleBase.height
  );
  imageAsset.circleLine.context?.translate(
    imageAsset.circleLine.canvas!.width / 2,
    imageAsset.circleLine.canvas!.height / 2
  );
  imageAsset.circleLine.context?.rotate(circlePositionPercent * 2 * Math.PI);
  imageAsset.circleLine.context?.drawImage(
    imageAsset.circleLine.image!,
    -imageAsset.circleLine.width / 2,
    -imageAsset.circleLine.height / 2,
    imageAsset.circleLine.width, imageAsset.circleLine.height
  );
  imageAsset.circleLine.context?.rotate(-circlePositionPercent * 2 * Math.PI);
  imageAsset.circleLine.context?.translate(
    -imageAsset.circleLine.canvas!.width / 2,
    -imageAsset.circleLine.canvas!.height / 2
  );
  backgroundCtx.value?.drawImage(
    imageAsset.circleLine.canvas!,
    (width.value - imageAsset.circleLine.canvas!.width) / 2,
    (height.value - imageAsset.circleLine.canvas!.height) / 2
  );
  requestAnimationFrame(drawBackgroundLoop);
};

watch(() => imageAsset.loadCompleteNumber, (newVal) => {
  if (newVal === 3) {
    drawBackgroundLoop();
  }
});

onMounted(() => {
  imageAsset.backgroundPattern.image = new Image();
  imageAsset.backgroundPattern.image.src = backgroundPatternImage;
  imageAsset.circleBase.image = new Image();
  imageAsset.circleBase.image.src = circleBaseImage;
  imageAsset.circleLine.image = new Image();
  imageAsset.circleLine.image.src = circleLineImage;
  initializeBackgroundAssets();
  window.onresize = () => {
    width.value = window.innerWidth;
    height.value = window.innerHeight;
    initializeBackgroundPatternCanvas();
  };
});
</script>

<template>
  <canvas id="background" ref="background" :width="width" :height="height" />
</template>

<style scoped>
#background {
  position: fixed;
  z-index: -1000;
  top: 0;
  left: 0;
}
</style>

background_pattern.png

data:image/png;base64,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