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Modelica实例教程

A free HTML version of the book 'Modelica by Example', by Michael Tiller

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Modelica实例教程 | modelicabyexample.globalcrown.com.cn Reviews
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DESCRIPTION
A free HTML version of the book 'Modelica by Example', by Michael Tiller
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1 table of contents
2 正文前信息
3 描述行为
4 面向对象建模
5 索引及表格
6 基本方程
7 简单的一阶系统
8 引入物理
9 电气方面的实例
10 机械示例
CONTENT
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PAGE
table of contents,正文前信息,描述行为,面向对象建模,索引及表格,基本方程,简单的一阶系统,引入物理,电气方面的实例,机械示例,猎食者猎物系统,模型定义,record类型定义,离散行为,再探冷却,状态事件的处理,rlc开关电路,速度的测量,同步系统,if语句及if表达式,when语句,向量与数组,状态空间,一维热传导,化学系统,数组声明,数组的建构,数组函数,数组索引,多项式计算,软件在环 sil 控制器,函数定义,控制流程,外部函数,函数标注,组织内容,引用包内内容,导入物理类型
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Modelica实例教程 | modelicabyexample.globalcrown.com.cn Reviews

https://modelicabyexample.globalcrown.com.cn

A free HTML version of the book 'Modelica by Example', by Michael Tiller

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1

献词

http://modelicabyexample.globalcrown.com.cn/front/dedication

Release: v0.3.6-307-g33331e7-Early Access. 同时对那些决定把他作为案例以儆效尤的联邦检察人员 尤其是 Carmen Ortiz. Mdash; Tim Berners-Lee.

2

简单的一阶系统

http://modelicabyexample.globalcrown.com.cn/behavior/equations/first_order

Release: v0.3.6-307-g33331e7-Early Access. Dot{x} = (1-x) ]. Dot{x} = (1-x) ]. A simple first order differential equation. Drives value of x toward 1.0. 理解这些引号中的文字模块非常重要,它们在计算机科学中被称为 字符串 ,而 不是. 例如,第一个字符串 “A simple first order differential equation” 一个简单的一阶微分方程 用来描述模型的属性。 First order equation with initial value. Used before simulation to compute initial values. Drives value of x toward 1.0. Dot{x} = (1-x); ; x(0) = 2 ]. 在这些情况下,可以在Modelica中直接添加初始条件 ( dot{x}(0)=0 ). Initialize the system in steady state.

3

方程

http://modelicabyexample.globalcrown.com.cn/behavior/equations/equations

Release: v0.3.6-307-g33331e7-Early Access. 换句话说 对比大多数的程序语言 ,方程的左边 不. Only used to solve for initial conditions.

4

机械示例

http://modelicabyexample.globalcrown.com.cn/behavior/equations/mechanical

Release: v0.3.6-307-g33331e7-Early Access. 每个与惯量相关的角位移 ( varphi ). 及角速度 ( omega ). 之间有这样的关系式 ( omega = dot{ varphi} ). J dot{ omega} = sum i tau i ]. 换句话说,即施加在惯量元素上的扭矩 ( tau ). 和角加速度 ( dot{ omega} ). 在上述方程中,我们唯一缺少的是扭矩值 ( tau i ). Tau = k Delta varphi ]. Tau = d Delta dot{ varphi} ]. Begin{split} varphi 1 &= 0 omega 1 &= 0 varphi 2 &= 1 omega 2 &= 0 end{split} ]. 这些初始化条件意味着系统的开始状态惯量元素没有转动 即 ( omega=0 ). A second order rotational system. Moment of inertia for inertia 1. Moment of inertia for inertia 2.

5

变量

http://modelicabyexample.globalcrown.com.cn/behavior/equations/variables

Release: v0.3.6-307-g33331e7-Early Access. 变量声明的基本语法就是在变量的 类型 将在 内建类型. Attributes to be modified */. Could be a temperature difference. 那节里广泛讨论过的 为状态变量提供 备用 的初始状态。 中 继承 的 内容。

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世冠科技/系统仿真/工程咨询/可靠性/Modelica

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世冠科技/系统仿真/工程咨询/可靠性/Modelica

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Made by China不再是梦 国发集团即将成立.

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modelicabyexample.globalcrown.com.cn modelicabyexample.globalcrown.com.cn

Modelica实例教程

Release: v0.3.6-307-g33331e7-Early Access. 作者 Michael M. Tiller, Ph.D.

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