>> [A,D]=solverAdini(node,elem,bdEdge,h1,h2)

A =

   (1,1)      14.5000
(2,1) 11.0000
(3,1) 11.5000
(4,1) 12.0000
(5,1) 11.0000
(6,1) 10.5000
(7,1) 12.0000
(8,1) 11.5000
(9,1) 11.5000
(10,1) 11.0000
(11,1) 10.5000
(12,1) 11.0000
(13,1) 12.0000
(14,1) 12.0000
(15,1) 12.0000
(16,1) 12.0000
(1,2) 11.0000
(2,2) 14.5000
(3,2) 11.0000
(4,2) 12.5000
(5,2) 11.5000
(6,2) 12.0000
(7,2) 10.5000
(8,2) 12.0000
(9,2) 11.0000
(10,2) 11.5000
(11,2) 13.0000
(12,2) 13.5000
(13,2) 12.0000
(14,2) 12.0000
(15,2) 12.0000
(16,2) 12.0000
(1,3) 11.5000
(2,3) 11.0000
(3,3) 13.3333
(4,3) 12.0000
(5,3) 12.0000
(6,3) 12.3333
(7,3) 12.6667
(8,3) 13.0000
(9,3) 13.5000
(10,3) 12.6667
(11,3) 12.0000
(12,3) 12.0000
(13,3) 12.0000
(14,3) 12.0000
(15,3) 12.0000
(16,3) 12.0000
(1,4) 12.0000
(2,4) 12.5000
(3,4) 12.0000
(4,4) 13.3333
(5,4) 10.5000
(6,4) 12.0000
(7,4) 12.0000
(8,4) 12.6667
(9,4) 13.0000
(10,4) 11.0000
(11,4) 12.6667
(12,4) 12.3333
(13,4) 12.0000
(14,4) 12.0000
(15,4) 12.0000
(16,4) 12.0000
(1,5) 11.0000
(2,5) 11.5000
(3,5) 12.0000
(4,5) 10.5000
(5,5) 14.5000
(6,5) 13.0000
(7,5) 12.5000
(8,5) 11.0000
(9,5) 11.0000
(10,5) 13.5000
(11,5) 12.0000
(12,5) 11.5000
(13,5) 12.0000
(14,5) 12.0000
(15,5) 12.0000
(16,5) 12.0000
(1,6) 10.5000
(2,6) 12.0000
(3,6) 12.3333
(4,6) 12.0000
(5,6) 13.0000
(6,6) 13.3333
(7,6) 12.6667
(8,6) 12.0000
(9,6) 12.5000
(10,6) 12.6667
(11,6) 13.0000
(12,6) 12.0000
(13,6) 12.0000
(14,6) 12.0000
(15,6) 12.0000
(16,6) 12.0000
(1,7) 12.0000
(2,7) 10.5000
(3,7) 12.6667
(4,7) 12.0000
(5,7) 12.5000
(6,7) 12.6667
(7,7) 13.3333
(8,7) 12.0000
(9,7) 13.0000
(10,7) 12.3333
(11,7) 12.0000
(12,7) 11.0000
(13,7) 12.0000
(14,7) 12.0000
(15,7) 12.0000
(16,7) 12.0000
(1,8) 11.5000
(2,8) 12.0000
(3,8) 13.0000
(4,8) 12.6667
(5,8) 11.0000
(6,8) 12.0000
(7,8) 12.0000
(8,8) 13.3333
(9,8) 13.5000
(10,8) 12.0000
(11,8) 12.3333
(12,8) 12.6667
(13,8) 12.0000
(14,8) 12.0000
(15,8) 12.0000
(16,8) 12.0000
(1,9) 11.5000
(2,9) 11.0000
(3,9) 13.5000
(4,9) 13.0000
(5,9) 11.0000
(6,9) 12.5000
(7,9) 13.0000
(8,9) 13.5000
(9,9) 14.5000
(10,9) 12.0000
(11,9) 12.5000
(12,9) 12.0000
(13,9) 12.0000
(14,9) 12.0000
(15,9) 12.0000
(16,9) 12.0000
(1,10) 11.0000
(2,10) 11.5000
(3,10) 12.6667
(4,10) 11.0000
(5,10) 13.5000
(6,10) 12.6667
(7,10) 12.3333
(8,10) 12.0000
(9,10) 12.0000
(10,10) 13.3333
(11,10) 12.0000
(12,10) 12.0000
(13,10) 12.0000
(14,10) 12.0000
(15,10) 12.0000
(16,10) 12.0000
(1,11) 10.5000
(2,11) 13.0000
(3,11) 12.0000
(4,11) 12.6667
(5,11) 12.0000
(6,11) 13.0000
(7,11) 12.0000
(8,11) 12.3333
(9,11) 12.5000
(10,11) 12.0000
(11,11) 13.3333
(12,11) 12.6667
(13,11) 12.0000
(14,11) 12.0000
(15,11) 12.0000
(16,11) 12.0000
(1,12) 11.0000
(2,12) 13.5000
(3,12) 12.0000
(4,12) 12.3333
(5,12) 11.5000
(6,12) 12.0000
(7,12) 11.0000
(8,12) 12.6667
(9,12) 12.0000
(10,12) 12.0000
(11,12) 12.6667
(12,12) 13.3333
(13,12) 12.0000
(14,12) 12.0000
(15,12) 12.0000
(16,12) 12.0000
(1,13) 12.0000
(2,13) 12.0000
(3,13) 12.0000
(4,13) 12.0000
(5,13) 12.0000
(6,13) 12.0000
(7,13) 12.0000
(8,13) 12.0000
(9,13) 12.0000
(10,13) 12.0000
(11,13) 12.0000
(12,13) 12.0000
(13,13) 12.0000
(14,13) 12.0000
(15,13) 12.0000
(16,13) 12.0000
(1,14) 12.0000
(2,14) 12.0000
(3,14) 12.0000
(4,14) 12.0000
(5,14) 12.0000
(6,14) 12.0000
(7,14) 12.0000
(8,14) 12.0000
(9,14) 12.0000
(10,14) 12.0000
(11,14) 12.0000
(12,14) 12.0000
(13,14) 12.0000
(14,14) 12.0000
(15,14) 12.0000
(16,14) 12.0000
(1,15) 12.0000
(2,15) 12.0000
(3,15) 12.0000
(4,15) 12.0000
(5,15) 12.0000
(6,15) 12.0000
(7,15) 12.0000
(8,15) 12.0000
(9,15) 12.0000
(10,15) 12.0000
(11,15) 12.0000
(12,15) 12.0000
(13,15) 12.0000
(14,15) 12.0000
(15,15) 12.0000
(16,15) 12.0000
(1,16) 12.0000
(2,16) 12.0000
(3,16) 12.0000
(4,16) 12.0000
(5,16) 12.0000
(6,16) 12.0000
(7,16) 12.0000
(8,16) 12.0000
(9,16) 12.0000
(10,16) 12.0000
(11,16) 12.0000
(12,16) 12.0000
(13,16) 12.0000
(14,16) 12.0000
(15,16) 12.0000
(16,16) 12.0000 D = (1,1) 12.5483
(2,1) 12.1946
(3,1) 12.0368
(4,1) 11.9368
(5,1) 12.1946
(6,1) 11.8537
(7,1) 11.9368
(8,1) 12.0368
(9,1) 12.0625
(10,1) 12.0870
(11,1) 11.8537
(12,1) 12.0870
(13,1) 12.0000
(14,1) 12.0000
(15,1) 12.0000
(16,1) 12.0000
(1,2) 12.1946
(2,2) 12.5483
(3,2) 12.0870
(4,2) 11.9632
(5,2) 12.0625
(6,2) 11.9368
(7,2) 11.8537
(8,2) 12.0632
(9,2) 12.1946
(10,2) 12.0368
(11,2) 11.9130
(12,2) 12.1463
(13,2) 12.0000
(14,2) 12.0000
(15,2) 12.0000
(16,2) 12.0000
(1,3) 12.0368
(2,3) 12.0870
(3,3) 12.0508
(4,3) 11.9733
(5,3) 12.0632
(6,3) 11.9810
(7,3) 11.9619
(8,3) 12.0400
(9,3) 12.1463
(10,3) 12.0254
(11,3) 11.9822
(12,3) 12.0267
(13,3) 12.0000
(14,3) 12.0000
(15,3) 12.0000
(16,3) 12.0000
(1,4) 11.9368
(2,4) 11.9632
(3,4) 11.9733
(4,4) 12.0508
(5,4) 11.8537
(6,4) 12.0267
(7,4) 12.0178
(8,4) 11.9619
(9,4) 11.9130
(10,4) 11.9600
(11,4) 12.0254
(12,4) 11.9810
(13,4) 12.0000
(14,4) 12.0000
(15,4) 12.0000
(16,4) 12.0000
(1,5) 12.1946
(2,5) 12.0625
(3,5) 12.0632
(4,5) 11.8537
(5,5) 12.5483
(6,5) 11.9130
(7,5) 11.9632
(8,5) 12.0870
(9,5) 12.1946
(10,5) 12.1463
(11,5) 11.9368
(12,5) 12.0368
(13,5) 12.0000
(14,5) 12.0000
(15,5) 12.0000
(16,5) 12.0000
(1,6) 11.8537
(2,6) 11.9368
(3,6) 11.9810
(4,6) 12.0267
(5,6) 11.9130
(6,6) 12.0508
(7,6) 12.0254
(8,6) 11.9822
(9,6) 11.9632
(10,6) 11.9619
(11,6) 12.0400
(12,6) 11.9733
(13,6) 12.0000
(14,6) 12.0000
(15,6) 12.0000
(16,6) 12.0000
(1,7) 11.9368
(2,7) 11.8537
(3,7) 11.9619
(4,7) 12.0178
(5,7) 11.9632
(6,7) 12.0254
(7,7) 12.0508
(8,7) 11.9733
(9,7) 11.9130
(10,7) 11.9810
(11,7) 12.0267
(12,7) 11.9600
(13,7) 12.0000
(14,7) 12.0000
(15,7) 12.0000
(16,7) 12.0000
(1,8) 12.0368
(2,8) 12.0632
(3,8) 12.0400
(4,8) 11.9619
(5,8) 12.0870
(6,8) 11.9822
(7,8) 11.9733
(8,8) 12.0508
(9,8) 12.1463
(10,8) 12.0267
(11,8) 11.9810
(12,8) 12.0254
(13,8) 12.0000
(14,8) 12.0000
(15,8) 12.0000
(16,8) 12.0000
(1,9) 12.0625
(2,9) 12.1946
(3,9) 12.1463
(4,9) 11.9130
(5,9) 12.1946
(6,9) 11.9632
(7,9) 11.9130
(8,9) 12.1463
(9,9) 12.5483
(10,9) 12.0632
(11,9) 11.9632
(12,9) 12.0632
(13,9) 12.0000
(14,9) 12.0000
(15,9) 12.0000
(16,9) 12.0000
(1,10) 12.0870
(2,10) 12.0368
(3,10) 12.0254
(4,10) 11.9600
(5,10) 12.1463
(6,10) 11.9619
(7,10) 11.9810
(8,10) 12.0267
(9,10) 12.0632
(10,10) 12.0508
(11,10) 11.9733
(12,10) 12.0178
(13,10) 12.0000
(14,10) 12.0000
(15,10) 12.0000
(16,10) 12.0000
(1,11) 11.8537
(2,11) 11.9130
(3,11) 11.9822
(4,11) 12.0254
(5,11) 11.9368
(6,11) 12.0400
(7,11) 12.0267
(8,11) 11.9810
(9,11) 11.9632
(10,11) 11.9733
(11,11) 12.0508
(12,11) 11.9619
(13,11) 12.0000
(14,11) 12.0000
(15,11) 12.0000
(16,11) 12.0000
(1,12) 12.0870
(2,12) 12.1463
(3,12) 12.0267
(4,12) 11.9810
(5,12) 12.0368
(6,12) 11.9733
(7,12) 11.9600
(8,12) 12.0254
(9,12) 12.0632
(10,12) 12.0178
(11,12) 11.9619
(12,12) 12.0508
(13,12) 12.0000
(14,12) 12.0000
(15,12) 12.0000
(16,12) 12.0000
(1,13) 12.0000
(2,13) 12.0000
(3,13) 12.0000
(4,13) 12.0000
(5,13) 12.0000
(6,13) 12.0000
(7,13) 12.0000
(8,13) 12.0000
(9,13) 12.0000
(10,13) 12.0000
(11,13) 12.0000
(12,13) 12.0000
(13,13) 12.0000
(14,13) 12.0000
(15,13) 12.0000
(16,13) 12.0000
(1,14) 12.0000
(2,14) 12.0000
(3,14) 12.0000
(4,14) 12.0000
(5,14) 12.0000
(6,14) 12.0000
(7,14) 12.0000
(8,14) 12.0000
(9,14) 12.0000
(10,14) 12.0000
(11,14) 12.0000
(12,14) 12.0000
(13,14) 12.0000
(14,14) 12.0000
(15,14) 12.0000
(16,14) 12.0000
(1,15) 12.0000
(2,15) 12.0000
(3,15) 12.0000
(4,15) 12.0000
(5,15) 12.0000
(6,15) 12.0000
(7,15) 12.0000
(8,15) 12.0000
(9,15) 12.0000
(10,15) 12.0000
(11,15) 12.0000
(12,15) 12.0000
(13,15) 12.0000
(14,15) 12.0000
(15,15) 12.0000
(16,15) 12.0000
(1,16) 12.0000
(2,16) 12.0000
(3,16) 12.0000
(4,16) 12.0000
(5,16) 12.0000
(6,16) 12.0000
(7,16) 12.0000
(8,16) 12.0000
(9,16) 12.0000
(10,16) 12.0000
(11,16) 12.0000
(12,16) 12.0000
(13,16) 12.0000
(14,16) 12.0000
(15,16) 12.0000
(16,16) 12.0000

  

[A,D]=solverAdini(node,elem,bdEdge,h1,h2)的更多相关文章

  1. 使H1 H2等标签不换行

    在网页优化中,经常要使用H标签对关键字进行优化, 可是如果是一行文字中的某个词加上了H1标记,就会换行. 可以使用下面的方法,H标签就不会强制换行了. <style type="tex ...

  2. Web前端开发如何利用css样式来控制Html中的h1/h2/h3标签不换行

      H1/H2/H3/H4标题标签常常使用在一个网页中唯一标题.重要栏目.重要标题等情形下. H1在一个网页中最好只使用一次,如对一个网页唯一标题使用.H2.H3.H4标签则可以在一个网页中多次出现, ...

  3. function [eigf,eigv,dof]=laplaceeig(node,elem,problem)

    function [eigf,eigv,dof]=laplaceeig(node,elem,problem) % -boundary eigenvalue problem % problem='0-b ...

  4. HTML——b i del a p img h1 h2 h3 h4 h5 h6 hr ol ul 标签的使用方法详解

    <!DOCTYPE html> <html> <head> <meta charset="UTF-8"> <title> ...

  5. Lowest Common Ancestor of Two Nodes in a Binary Tree

    Reference: http://blog.csdn.net/v_july_v/article/details/18312089  http://leetcode.com/2011/07/lowes ...

  6. UVALive 6269 Digital Clock --枚举,模拟

    题意:说不清楚,自己看吧,太恶心. 这题真是SB了,当时看了一下以为乱搞就好了,于是开始动手拍,结果拍了好几个小时都没拍出来,而且越想越想不通,直接把自己绕进去了,结果gg了. 总结:甭管什么题,想清 ...

  7. java实现二叉树的相关操作

    import java.util.ArrayDeque; import java.util.Queue; public class CreateTree { /** * @param args */ ...

  8. h1、h2、h3标签及strong标签对页面seo的影响

    今天和大家来聊下h1,h2,h3,strong几个标签,在网页中的使用对页面seo的影响,也阐述了个人的一些想法. 首先简要讲下H标签及strong标签的含义:<h1>.<h2> ...

  9. 什么是H标签?H1,H2,H3标签?以及和strong标签使用的方法及重要性

    大家都知道,seo的一个很重要的一点就是要把网站做的条理清晰,让搜索引擎很容易的读明白,这个条理清晰不仅体现在网站的物理路径,url等地 方.在<h1><h2><h3&g ...

随机推荐

  1. js中定时器2

    <!DOCTYPE html><html lang="en"><head> <meta charset="UTF-8" ...

  2. php 利用迭代器遍历文件夹

    1.遍历文件夹 scandir 2.原生的迭代器Iterrate $scan_dir = "txtDir"; //下面会遍历txtDir 下面所有字文件夹中的文件哦 $dir_it ...

  3. java script 模拟鼠标事件

    try { var selector1 = "._3-8y:first-child"; var evt = document.createEvent("MouseEven ...

  4. Windows下Fortran编译Lapack库及使用的方法(转自新浪)

    Lapack 是一套被非常广泛使用的线性代数计算工具库,现在的主要编写语言时 Fortran90 .Lapack 基本上可以说是速度最快的线性代数计算库,我们看看官方给出的其被应用的几个地方就可以看出 ...

  5. 微信公众平台开发之基于百度 BAE3.0 的开发环境搭建(采用 Baidu Eclipse)

    3.通过 SVN 检入工程     在 bae 上的应用添加部署成功后,如图 7     点击“点击查看”按钮,会打开一个新页面,页面上会打印 “hello world” ,这是因为我们的应用包含有示 ...

  6. 基于AspectJ的XML方式进行AOP开发

    -------------------siwuxie095                                 基于 AspectJ 的 XML 方式进行 AOP 开发         1 ...

  7. Python错误:close failed in file object destructor

    我遇到的情况: 二进制程序调shell再调Python后,shell退出,Python进程挂到init上(不是僵尸进程),但 此时二进制程序未退出,这时候中断而二进制程序出现此提示. 经查询: 应该是 ...

  8. python之用户登陆作业

    实现一个用户登陆的小程序,如果密码错误,可以重试三次,如果三次均错误,则锁定 数据库如下格式,分别用户名|密码|锁定,其中锁定字段0为正常,1为被锁定 root|admin123|0 admin|ad ...

  9. [leetcode]163. Missing Ranges缺失范围

    Given a sorted integer array nums, where the range of elements are in the inclusive range [lower, up ...

  10. db2 sql调优

    当我们发现某个SQL语句执行很慢时,可以通过查看它的访问计划来定位原因,如是否执行了合适的索引.是否采用了正确的连接方法等.但是我们发现很多用户对访问计划的生成和解释工具的使用存在很多疑惑,本文通过一 ...