8×8×8led立体点阵实现三维动态效果数字的代码

时间: 2023-10-11 11:06:41 浏览: 48
以下是一个基于Arduino平台的8x8x8 RGB LED立方体的代码,可以实现三维动态效果数字的显示: ```C++ #include <FastLED.h> #define LED_PIN 6 #define LED_COUNT 512 CRGB leds[LED_COUNT]; int cube[8][8][8]; // 8x8x8 cube array void setup() { FastLED.addLeds<WS2812B, LED_PIN, GRB>(leds, LED_COUNT); FastLED.setBrightness(50); Serial.begin(9600); initCube(); // initialize cube with 0 } void loop() { int num = 123; // number to display clearCube(); // clear the cube drawNumber(num); // draw the number on the cube showCube(); // show the cube delay(500); } // initialize the cube with 0 void initCube() { for(int z = 0; z < 8; z++) { for(int y = 0; y < 8; y++) { for(int x = 0; x < 8; x++) { cube[x][y][z] = 0; } } } } // clear the cube void clearCube() { for(int i = 0; i < LED_COUNT; i++) { leds[i] = CRGB::Black; } } // draw a number on the cube void drawNumber(int num) { int digits[3]; digits[0] = num % 10; // ones digit digits[1] = (num / 10) % 10; // tens digit digits[2] = (num / 100) % 10; // hundreds digit for(int i = 0; i < 3; i++) { drawDigit(digits[i], i * 3, 0, 0); // draw each digit on the cube } } // draw a digit on the cube void drawDigit(int digit, int x, int y, int z) { int segments[7][3]; switch(digit) { case 0: segments[0][0] = x+1; segments[0][1] = y; segments[0][2] = z; segments[1][0] = x+1; segments[1][1] = y+1; segments[1][2] = z; segments[2][0] = x; segments[2][1] = y+1; segments[2][2] = z; segments[3][0] = x; segments[3][1] = y+1; segments[3][2] = z+1; segments[4][0] = x; segments[4][1] = y; segments[4][2] = z+1; segments[5][0] = x+1; segments[5][1] = y; segments[5][2] = z+1; break; case 1: segments[0][0] = x+1; segments[0][1] = y; segments[0][2] = z; segments[1][0] = x+1; segments[1][1] = y+1; segments[1][2] = z; break; case 2: segments[0][0] = x; segments[0][1] = y; segments[0][2] = z; segments[1][0] = x+1; segments[1][1] = y; segments[1][2] = z; segments[2][0] = x+1; segments[2][1] = y+1; segments[2][2] = z; segments[3][0] = x; segments[3][1] = y+1; segments[3][2] = z; segments[4][0] = x; segments[4][1] = y+1; segments[4][2] = z+1; segments[5][0] = x+1; segments[5][1] = y+1; segments[5][2] = z+1; break; case 3: segments[0][0] = x; segments[0][1] = y; segments[0][2] = z; segments[1][0] = x+1; segments[1][1] = y; segments[1][2] = z; segments[2][0] = x+1; segments[2][1] = y+1; segments[2][2] = z; segments[3][0] = x+1; segments[3][1] = y+1; segments[3][2] = z+1; segments[4][0] = x; segments[4][1] = y+1; segments[4][2] = z+1; segments[5][0] = x; segments[5][1] = y+1; segments[5][2] = z; break; case 4: segments[0][0] = x; segments[0][1] = y; segments[0][2] = z; segments[1][0] = x; segments[1][1] = y+1; segments[1][2] = z; segments[2][0] = x+1; segments[2][1] = y+1; segments[2][2] = z; segments[3][0] = x+1; segments[3][1] = y+1; segments[3][2] = z+1; break; case 5: segments[0][0] = x; segments[0][1] = y+1; segments[0][2] = z; segments[1][0] = x; segments[1][1] = y; segments[1][2] = z; segments[2][0] = x+1; segments[2][1] = y; segments[2][2] = z; segments[3][0] = x+1; segments[3][1] = y+1; segments[3][2] = z; segments[4][0] = x+1; segments[4][1] = y+1; segments[4][2] = z+1; segments[5][0] = x; segments[5][1] = y+1; segments[5][2] = z+1; break; case 6: segments[0][0] = x; segments[0][1] = y+1; segments[0][2] = z; segments[1][0] = x+1; segments[1][1] = y+1; segments[1][2] = z; segments[2][0] = x+1; segments[2][1] = y; segments[2][2] = z; segments[3][0] = x+1; segments[3][1] = y; segments[3][2] = z+1; segments[4][0] = x; segments[4][1] = y; segments[4][2] = z+1; segments[5][0] = x; segments[5][1] = y+1; segments[5][2] = z+1; break; case 7: segments[0][0] = x; segments[0][1] = y; segments[0][2] = z; segments[1][0] = x+1; segments[1][1] = y; segments[1][2] = z; segments[2][0] = x+1; segments[2][1] = y+1; segments[2][2] = z; break; case 8: segments[0][0] = x; segments[0][1] = y; segments[0][2] = z; segments[1][0] = x; segments[1][1] = y+1; segments[1][2] = z; segments[2][0] = x+1; segments[2][1] = y+1; segments[2][2] = z; segments[3][0] = x+1; segments[3][1] = y+1; segments[3][2] = z+1; segments[4][0] = x+1; segments[4][1] = y; segments[4][2] = z+1; segments[5][0] = x; segments[5][1] = y; segments[5][2] = z+1; segments[6][0] = x; segments[6][1] = y+1; segments[6][2] = z+1; break; case 9: segments[0][0] = x; segments[0][1] = y; segments[0][2] = z; segments[1][0] = x; segments[1][1] = y+1; segments[1][2] = z; segments[2][0] = x+1; segments[2][1] = y+1; segments[2][2] = z; segments[3][0] = x+1; segments[3][1] = y+1; segments[3][2] = z+1; segments[4][0] = x+1; segments[4][1] = y; segments[4][2] = z+1; segments[5][0] = x; segments[5][1] = y; segments[5][2] = z+1; break; } // set the cube array values for the segments of the digit for(int i = 0; i < 7; i++) { cube[segments[i][0]][segments[i][1]][segments[i][2]] = 1; } } // show the cube on the LED matrix void showCube() { int index = 0; for(int z = 0; z < 8; z++) { for(int y = 0; y < 8; y++) { for(int x = 0; x < 8; x++) { if(cube[x][y][z] == 1) { leds[index] = CRGB::White; } else { leds[index] = CRGB::Black; } index++; } } } FastLED.show(); } ``` 该代码使用FastLED库控制LED,初始化8x8x8的cube数组,并定义了drawDigit()函数,在其中设置了每个数字的7个线段的坐标,并将这些坐标在cube数组中标记为1。showCube()函数则将cube数组中的值映射到LED上,显示数字。在主循环中,可以通过调用drawNumber()函数,将数字显示在立方体上。

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