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文件名称:微分方程数值解
介绍说明--下载内容来自于网络,使用问题请自行百度
欧拉法是常微分方程的数值解法的一种,其基本思想是迭代。其中分为前进的EULER法、后退的EULER法、改进的EULER法。所谓迭代,就是逐次替代,最后求出所要求的解,并达到一定的精度。误差可以很容易地计算出来。(Euler method is a kind of numerical solution of ordinary differential equations, and its basic idea is iteration. It is divided into forward EULER method, EULER method, and improved EULER method. The so-called iteration is the successive substitution, and finally the required solution is obtained and the accuracy is achieved. The error can be easily calculated.)
相关搜索: 欧拉梯形法
(系统自动生成,下载前可以参看下载内容)
下载文件列表
| 文件名 | 大小 | 更新时间 |
|---|---|---|
| 数值第四次\euler2.m | 265 | 2017-12-28 |
| 数值第四次\euler3.m | 234 | 2017-12-28 |
| 数值第四次\eulert.m | 387 | 2017-12-28 |
| 数值第四次\eulert.rar | 284 | 2018-01-22 |
| 数值第四次\fifth.m | 173 | 2018-01-01 |
| 数值第四次\m31.m | 35 | 2017-12-28 |
| 数值第四次\m33.m | 35 | 2017-12-28 |
| 数值第四次\m4.m | 30 | 2017-12-28 |
| 数值第四次\m9.m | 29 | 2017-12-28 |
| 数值第四次\Practice2_1.m | 300 | 2017-12-28 |
| 数值第四次\Practice2_2.m | 284 | 2017-12-28 |
| 数值第四次\Practice3_1.m | 61 | 2017-12-28 |
| 数值第四次\Practice3_3.m | 61 | 2017-12-28 |
| 数值第四次\Practice4.m | 61 | 2017-12-28 |
| 数值第四次\Practice6.m | 195 | 2017-12-28 |
| 数值第四次\Practice9.m | 113 | 2017-12-28 |
| 数值第四次\Practice9_1.m | 157 | 2017-12-28 |
| 数值第四次\Prantice8_1.m | 75 | 2017-12-28 |
| 数值第四次\Prantice8_2.m | 98 | 2017-12-28 |
| 数值第四次\rks4.m | 321 | 2017-12-28 |
| 数值第四次\triple.m | 299 | 2018-01-01 |
| 数值第四次\ygjz.m | 216 | 2017-12-28 |
| 数值第四次 | 0 | 2018-01-22 |
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