[有限元][编程][日记] PFSAP:平面框架弹性静力分析程序

(旧博客(2013年)中的日记,当初学习有限元时候做的笔记,现转移到 www.jdcui.com 备份!!!) 最近一段时间决定开始认真地去学有限元了,基本的理论应该认真地去学好,很重要,没有理论为前提,研究很难深入下去,且根本无法去应用,更别说把程序当成工具了,简直就是被程序玩弄。所以,要多看书,多思考,多动手, 学习基本理论。 为此,初学FEM的过程中,写了个十分十分简单的小程序:PFSAP,即平面框架结构分析程序。前两天刚刚完成。PFSAP包括简单的前后处理,通过图形操作建立模型,可以进行一般的平面桁架、刚架、组合结构的静力分析,类似结构力学求解器,当然功能简单很多。做这个东西主要是想体验一下。以下是程序界面: 下面测试一个简单的桁架例子,参考教材 — 同济大学朱慈勉老师编的《结构力学》下册,例8-1桁架例子。 (1)建立模型,指定支座,施加节点荷载。 (2)分析,查看变形图 (3)查看轴力图 (3)查看支座反力 记录一下,改天再详细测试一下其他的例子 …… 小结:学习有限元,动手实践很重要,实践包括用通用的有限元程序去操作,也包括自己编些小程序来体验;因为公式都是那样,不同的书虽然讲得有深有浅,但是当你看多了以后,看懂了以后,再继续看下去单纯从书面来获得的东西就越来越少了,这时候如果能动手实践一下,那么理解会更加深刻,也能够明白里面的一些比较关键的东西。所以我认为,学任何东西都有下面一个过程:听懂->看懂->做出来->创造。这几个过程都叫“懂”了,但是懂的深度是逐渐加深的,当然要想向着更高的高度发展,要付出越来越多的精力和努力。 附上【Video】 注释 ( Comments )   ( 如果您发现有错误,欢迎批评指正。邮箱:jidong_cui@163.com . 如果您喜欢这篇博文,请在上面给我 点个赞 吧!         ( If you found any mistakes in the post, …

[论文]Deformation Limits of L-Section RC Shear Walls (L形RC剪力墙的变形指标)

In order to establish the relation between damage state and member deformation of the L-section RC shear wall, 216 FE models designed to meet the requirements of the Chinese codes were set up. The analysis fully considers the variation of parameters including axial load ratio and shear span ratio etc. According to the results, criteria of classifying failure modes of L-section RC shear walls are proposed. Failure modes are determined by shear-span ratio, moment-shear ratio and end columns’ reinforcement ratio. Deformation limits corresponding to respective performance levels are put forward. Fitted formulas of calculating the limits are also presented. It is shown that the categorization criteria are reliably accurate in predicting failure modes. Deformation limits of a given L-section RC shear wall could be determined via axial load ratio and moment-shear ratio. The fitted formulas possess a satisfactory correlation with numerical results.

Torsion analysis by thermal analogy with Abaqus (Abaqus热比拟扭转应力分析)

稳态热传导的控制方程与经典扭转理论的控制方程具有相似性。我们可以通过比拟,在通用有限元软件中利用稳态热传导分析的功能进行扭转问题的分析。本文结合Abaqus软件,通过一个实例说明这个比拟的具体过程。(The steady heat conduction problem and the classic torsion theory have analogy in their control partial differential equations. We can conduct a torsional analysis making use of the steady analysis fuction in general finite element program. This post gives an example on how to do torsion analysis as thermal analogy with Abaqus.)

Torsion analysis by thermal analogy with ANSYS (ANSYS热比拟扭转应力分析)

稳态热传导控制方程与扭转控制方程具有相似性。利用ANSYS中的稳态热传导分析功能通过比拟的方法进行截面的扭转应力分析。The steady heat conduction problem and the classic torsion theory have analogy in their control partial differential equations. We can conduct a torsional analysis making use of the steady analysis fuction in general finite element program.This post gives an example on how to do torsion analysis as thermal analogy with ANSYS.

Analysis of a Euler–Bernoulli beam with ANSYS [ANSYS 欧拉-伯努利梁分析]

欧拉伯-努利梁理论(Euler–Bernoulli beam)又称为工程梁理论(Engineering beam theory)或者经典梁理论(Classical beam theory)。欧拉梁不考虑剪切变形,与铁木辛柯梁(Timoshenko beam)相对。前面一篇博文《Analysis of a Euler–Bernoulli beam with Abaqus [Abaqus欧拉-伯努利梁分析]》复习了Abaqus中利用欧拉梁单元B23和B33单元进行悬臂梁的模拟,本文接着看看在 ANSYS APDL 中如何利用欧拉梁单元进行同样的分析。

Analysis of a Euler–Bernoulli beam with Abaqus [Abaqus欧拉-伯努利梁分析]

复习有限元知识,利用 Abaqus 进行欧拉伯努利梁单元的分析。欧拉伯努利梁理论(Euler–Bernoulli beam)又称为工程梁理论(Engineering beam theory)或者经典梁理论(Classical beam theory)。欧拉梁不考虑剪切变形,与铁木辛柯梁(Timoshenko beam)相对。Abaqus中的B23和B33单元为欧拉梁单元。