集册 Java实例教程 二维数组,菱形路径构建。

二维数组,菱形路径构建。

欢马劈雪     最近更新时间:2020-01-02 10:19:05

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二维数组,菱形路径构建。


import java.util.Scanner;/*时 代 J     a    v  a - nowjava.com 提供*/


/**

 * Engineered and developed by Jhonny Trejos Barrios.

 * Technology: Java.

 * Version: Java Development Kit 1.8.0_31, Standard Edition.

 * Development Environment: Sublime Text 3.


 * Additional Info.

 *

 * Source Code Target:

 *

 *      BIDIMENSIONAL ARRAY, RHOMBUS PATH BIULD.

 *

 * Licenses: GNU GPL v3.0, Eclipse Public License 1.0, personal not for commercial purposes.

 * Developer Contact: jtrejosb@live.com || jtrejosb@gmail.com || jtrejosb@icloud.com

 * Mobile: (+57) 317 311 3223.

 */


public class Pattern

{

  //---------------------------------------------------------------------------------------------------------------------------------------------

  

  public static void main( String[] args )

  {

    int size;

    System.out.print( "Array Size (solo valores IMPARES): " );


    do

    {

      size = new Scanner( System.in ).nextInt();


      if( size % 2 == 0 )

      {

        System.out.print( "Error.\nHa ingresado un valor par, reingrese un valor impar: " );
        /* 
         来自 
        *时 代 J a v a 公 众 号*/

      }

    }

    while( size % 2 == 0 );


    new Pattern().printPath( size );

  }

  

  public void printPath( int size )

  {

    int[][] array = new int[ size ][ size ];

    int x = -1, y = array.length / 2 - 1, counter = 0;

    boolean downR = true, downL = false, upL = false;

    

    for( int k = 1; k <= (array.length * array.length) / 2 + 1; k++ )

    {

      if( downR )

      {

        x ++;

        y ++;

        

        if( y == array.length - counter )

        {

          y -= 2;

          downR = false;

          downL = true;

        }

      }

      else

      {

        if( downL )

        {

          y --;

          x ++;

          

          if( x == array.length - counter )

          {

            x -= 2;

            downL = false;

            upL = true;

          }

        }

        else

        {

          if( upL )

          {

            x --;

            y --;

            

            if( y ==  -1 + counter )

            {

              y += 2;

              upL = false;

            }

            

            if( array[ x ][ y ] != 0 )

            {

              x ++;

            }

          }

          else

          {

            x --;

            y ++;

            

            if( array[ x ][ y ] != 0 )

            {

              x ++;

              downR = true;

              counter ++;

            }

          }

        }

      }

      

      array[ x ][ y ] = k;


    }


    
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