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2021-02-28 05:01
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2021年2月28日发(作者:文体特长)


link180


元描述



link180


是一个三维梁在各种工程应用中是非常有用的。


该单元可以用来模拟桁架,


下垂的电缆,


连接,


弹簧,


等等。


元素是具有三个自由度的每个节点的轴 拉压元件:翻译在节点的


X



Y



Z


方向。只拉(电缆)和压缩(

< p>
GAP


)选


项支持。作为一个铰接结构,没有弯曲 的元素被认为是。塑性,蠕变,旋转,大变形,大应变能力包括。


默认情况下,


link180


包括包括大的偏转效应分析应 力刚度条件。弹性,各向同性硬化塑性,运动硬化塑性,


Hill


各向异性的可塑性,


Chaboche


非线性硬化塑性,蠕变 的支持。模拟拉伸


/


压缩唯一的选择,一个非线性迭代求解方< /p>


法是必要的;因此,大的偏转效应必须被激活(


NLGEOM



ON


)分析的液相之前。



有关该元素的更多细节见机械


APDL


的理论参考


link180





180.1


< br>link180


几何



link180


输入数据


< p>
几何,节点位置,与此元素的坐标系统如图


180.1

所示:


link180


几何。该元件是由两个节点定义,< /p>


横截面积


(面积)


的输入通过

< p>
sectype Sectype



secdat a


命令,增加每单位长度的质量(


addmas


)通过


seccontrol


命令的输入,和材料


特性。单元的


x


轴方向为沿单元长度的节点 对节点


j




单元的荷载在节点荷载描述。温度可以作为体载荷输入单元在节点。我


`


节点温度


T


(我)缺省为


TU NIF


。节点


J


温度

< br>T



J


)缺省为


T


(我)




link180


允许的截面面积的变化作为一个轴向延伸功能。


默认情况下,


横截面面积的变化,


例如,单元的体积变 形后


保存,甚至。默认的是适用于弹塑性应用。运用


KEYOP T



2



,你 可以选择保持恒定的或刚性的横截面。



link180


提供压缩和张力,张力,和仅压缩选项。指定所需的行为通过


keyo pt



3




(见


&quot


< p>
link180


输入总



&quot


;详情。


)的非线性求解过程,这些选项是 必需的;有关更多信息,请


solcontrol


命令的文档。



你可以申请一个初始应力状态对该元件通过

< br>inistate


命令。更多的信息,在基本分析指南见初始状态。



&quot



l ink180


输入总结


&quot

;表总结了元件的输入。元的输入单元输入的一般描述了。



link180


输入概述



节点



我,


J


自由度



UX



UY


,乌斯



材料性能



结核病的命令:看到这个元素的材料模型元素支持。



MP


命令:恩,



pr xy



nuxy



alpx


(或


CTEX



thsx



,窝点,


GXY



AlPd

,就



表面载荷



没有



身体负荷



温度—



t


( 我)



T



J




特殊功能



出生和死亡



初始状态



大挠度



大应变



线性扰动



非线性稳定



应力刚化



KEYOPT



2



< br>截面比例(仅适用于当大的偏转效应


[



]


应用


NLGEOM






0




强制执 行的不可压缩性;截面缩小为一个轴向拉伸功能(默认)




1




部分被认为是刚性的。



KEYOPT



3




张力和


/


或压缩选项:


0




拉伸和压缩(默认)




1




紧张的。



2




仅压缩。



LINK11 Element Description


Link11


元描述



LINK11


may


be


used


to


model


hydraulic


cylinders


and


other


applications


undergoing


large


rotations.


The


element


is


a


uniaxial


tension-compression


element


with


three


degrees


of


freedom


at


each


node:


translations


in


the


nodal


x,


y,


and


z


directions.


No


bending


or


twist


loads


are


considered.


See


LINK11


in


the


Mechanical


APDL


Theory


Reference


for


more


details about this element.


Link11


可用 于新型液压缸和其他应用程序进行大的旋转。


元素是具有三个自由度的每个节点的轴拉压 元件:


翻译在


节点的


X



Y



Z

方向。没有弯曲或扭转载荷。有关该元素的更多细节见机械


APDL


理论参考


Link11




LINK11 Input Data


Link11


数据输入



The geometry and node locations for the element are shown in Figure 11.1: LINK11 Geometry. The element is defined by


two nodes, a stiffness, viscous damping, and mass. The element initial length Lo and orientation are determined from the


node locations.


该元素 的几何和节点的位置如图


11.1


所示:


Link11


几何。该元件是由两个节点,定义了一个刚度,阻尼,和质量。


单元初始长度的


LO


和方向是从节点位置的确定 。



Element loads are described in Nodal Loading. The stroke (length) is defined through the surface load input using the PRES


label. The stroke is relative to the zero force position of the element. A force may


be defined in the same manner as an


alternate to the stroke.


单元的 荷载在节点荷载描述。


中风


(长度)


是 指通过表面负荷输入使用压力标签。


中风是相对于该元素的零力位置。

< br>一个力可以以同样的方式定义为一个交替的行程。



A summary of the element input is given below. A general description of element input is given in Element Input.


单元的输入总结如下。要素投入的一般描述输入给定的元素。



LINK11 Input Summary


Link11


输入概述



Nodes


节点



I, J


我,


J


Degrees of Freedom


自由度



UX, UY


, UZ


UX



UY


,乌斯



Real Constants


实常数



K - Stiffness (force/length)


K -


刚度(力


/


长度)



C - Viscous damping coefficient (force*time/length)


C -


粘性阻尼系 数(力


/


长度×时间)



M - Mass (force*time2/length)



M -


质谱(力

/


长度×时间)



Material Properties


材料性能



MP command: BETD, ALPD


MP


命令:就,


AlPd


Surface Loads


表面载荷



Pressures --



压力—



face 1 - Stroke


面对


1


冲程



face 2 - Axial Force


面对

< p>
2


的轴向力



Body Loads


身体负荷



None


没有



Special Features


特殊功能



Birth and death


出生和死亡



Large deflection


大挠度



Stress stiffening


应力刚化



KEYOPTs


还要看



None


没有



BEAM188 Element Description


元素描述


BEAM188


BEAM188 is suitable for analyzing slender to moderately stubby/thick beam structures.


The element is based on Timoshenko beam theory which includes shear- deformation


effects. The element provides options for unrestrained warping and restrained warping


of cross-sections. < /p>


BEAM188


是适合分析短梁


/



to


适度厚的结构


the Timoshenko


梁元素是基于理论,


包括


剪切变形的影响


The


元素提供选择和约束< /p>


unrestrained


翘曲翘曲


of


横截面



The element is a linear, quadratic, or cubic two-node beam element in 3-D. BEAM188


has six or seven degrees of freedom at each node. These include translations in the x, y,


and z directions and rotations about the x, y, and z directions. A seventh degree of


freedom (warping magnitude) is optional. This element is well-suited for linear, large


rotation, and/or large strain nonlinear applications.


The


元素是线性,


二次,


或立方两节点梁元素在


3 - D



有 六七度


BEAM188


黄金自由


at each


of


节点


These include


平移


in the X



Y



Z


方向 旋转,


and about the X


Y



Z


方向在

第七自由度(牵曳大小)是可选的这个元素是井


suited for


线性,旋转和


/


或宽,大应变非

线性应用



The element includes stress stiffness terms, by default, in any analysis with large


deflection. The provided stress-stiffness terms enable the elements to analyze flexural,


lateral, and torsional stability problems (using eigenvalue buckling, or collapse studies


with arc length methods or nonlinear stabilization).


The


元素包括应力刚度计算,默认情况下,在任何分析以及广泛的偏转


the


提供压力刚度


条款

< br>enable the elements to


分析横向弯曲,扭转,和稳定性 问题(使用特征值屈曲,或


塌陷研究以及电弧长度的方法或非线性稳定)



Elasticity, plasticity, creep and other nonlinear material models are supported. A


cross-section associated with this element type can be a built-up section referencing


more than one material.


弹性,塑 性,蠕变和其他非线性材料模型是支持的


A


断面


associated with this


元素类型


可以有内置了部分基准


more than one


材料



For more detailed information about this element, see PIPE288 - 3-D 2-Node Pipe in the


Mechanical APDL Theory Reference.


更多详细的信息关于这个元素,看到


pipe288 - 3 - D 2


节点钢管


in the


机械


APDL


的理论


参考

< br>


BEAM188 Element Technology and Usage Recommendations


技术和使用建议


BEAM188


元素



BEAM188 is based on Timoshenko beam theory, which is a first-order


shear- deformation theory: transverse-shear strain is constant through the cross-section


(that is, cross-sections remain plane and undistorted after deformation).


基于< /p>


Timoshenko


梁理论是


BEAM 188



which is a


一阶剪 切变形理论:横向剪切应变是


恒定


through the


断面(


that is


,横截面 保持平面变形后与


undistorted


< br>


The element can be used for slender or stout beams. Due to the limitations of first- order


shear-deformation theory, slender to moderately thick beams can be analyzed. Use the


slenderness ratio of a beam structure (GAL2 / (EI) ) to judge the applicability of the


element, where:


can be used for the


元素金梁细长结实


due to the


限制的一阶剪切变形理论,细分析了厚



ca n be to


适度


use the


可溶度比


of a


梁结构(


gal2 /


< p>
EI



to Judge the Applicability of


the


元素,在



G


G


Shear modulus


剪切模量



A


A


Area of the cross-section


area of the


横截面



L


L


Length of the member (not the element length)


length of the Member



not the


元素的长度)



EI


EI


Flexural rigidity


弯曲刚度



Calculate the ratio using some global distance measures, rather than basing it upon


individual element dimensions. The following illustration shows an estimate of


transverse-shear deformation in a cantilever beam subjected to a tip load. Although the


results cannot be extrapolated to any other application, the example serves well as a


general guideline. A slenderness ratio greater than 30 is recommended.


calculate the


比使 用一些全局距离的措施,


而不是


upon individual


基地它元素的尺寸


The


following


插图节目年估计横向剪切变形系数在悬臂梁的

< p>
subjected to a


尖端的负载虽然结


果不能外推到其他任何应用,


the example



well as a general


指南有可溶度比大于


30 is


recommended


The element supports an elastic relationship between transverse-shear forces and


transverse- shear strains. You can override default values of transverse-shear


stiffnesses via the SECCONTROL command.


媒体关系年分子弹性横剪切力和横向剪切菌 株你可以覆盖默认值的横向剪切


stiffnesses


通过< /p>


the seccontrol


命令



BEAM188 does not use higher-order theories to account for variation in distribution of


shear stresses. Use solid elements if such effects must be considered.


BEAM188 does not use


高阶理论


to account for


变异剪切应力分布使用固体元素必须被


认为如果这样的效果


BEAM188 supports “restrained warping” analysis by making available a seventh degree


of freedom at each beam node. By default, BEAM188 elements assume that the


warping of a cross-section is small enough that it can be neglected (KEYOPT(1) = 0).


You can activate the warping degree of freedom by using KEYOPT(1) = 1. With the


warping degree of freedom activated, each node has seven degrees of freedom: UX,


UY, UZ, ROTX, ROTY, ROTZ, and WARP. With KEYOPT(1) = 1, bimoment and


bicurvature are output.


支持


“BEAM188


约束翘曲分析


by making available




七自由度


at each


梁节点默认的,

单元


BEAM188


承担


that the


牵曳


of a


截面是小


enough that it can be N eglected



KEYOPT


(< /p>


1



= 0


)你 可以激活


the


翘曲自由度


by using KEYOPT



1



= 1with the



曲自由度激活,


每个节点有七度的自由:


UX



UY



UZ



rotx



罗蒂酒庄,


rotz


和扭曲


with


KEYO PT



1


)=


1


,双力矩和


bicurvature are


输出



When KEYOPT(3) = 0 (linear, default), BEAM188 is based on linear shape functions. It


uses one point of integration along the length; therefore, all element solution quantities


are constant along the length. For example, when SMISC quantities are requested at


nodes I and J, the centroidal values are reported for both end nodes. This option is


recommended if the element is used as stiffener and it is necessary to maintain


compatibility with a first-order shell element (such as SHELL181). Only constant


bending moments can be represented exactly with this option. Mesh refinement is


generally required in typical applications.



KEYOPT



3


)< /p>


= 0


(线性,


违约)

< br>,


是基于线性形状函数


BEAM188

< br>它用一点积分


along


the length



因此,


所有的元素是恒定解


quantities along the lengthFor example




smisc


quantities


是要求在节点


i



j



the centroidal values are reported for both


结束节点这是


推荐的选择如果你


stiffener element is used and it is necessary to maintain


兼容性第一阶


壳元素


(如

shell181



只有不断


ca n be represented


完全弯曲的时刻与这个选项目需要在


典型应用是一般优雅



When KEYOPT(3) = 2 (quadratic), BEAM188 has an internal node in the interpolation


scheme, effectively making this a beam element based on quadratic shape functions.


Two points of integration are used, resulting in linear variation of element solution


quantities along the length. Linearly varying bending moments are represented exactly. < /p>



KEYOPT



3



= 2


(二次),有一个内部节点


BEAM188 in the< /p>


插值方案,有效使这束


元二次形函数的我们两个点积分

< p>
are used



resulting in


线性变化的溶液


quantities along


the length of


元素


li nearly


变弯矩


are represented


完全



When KEYOPT(3) = 3 (cubic), BEAM188 has two internal nodes and adopts cubic


shape functions. Quadratically varying bending moments are represented exactly.


Three points of integration along the length are used, resulting in quadratic variation of


element solution quantities along the length. Unlike typical cubic (Hermitian)


formulations, cubic interpolation is used for all displacements and rotations.

< br>当


KEYOPT



3

< p>


3


(立方),有两个内部节点采用


BEAM188


和立方形函数


quadratica lly


变弯矩


are represented


完全三点


of integration along the length are used



resulting in


二次变异元解


quantities along the length


不像典型的立方(埃尔米特)制剂,立方插值


is


used for all


流离失所和旋转



Quadratic and cubic options are recommended when higher-order element


interpolations are desired in situations where:


二次和立方推荐选项是当高阶元插值是理想情况:在哪里



The element is associated with tapered cross-sections.


the element is associated with


锥形截面



Nonuniform loads (including tapered distributed loads) exist within the element; in this


case, the cubic option gives superior results over the quadratic option.


nonuniform


荷载(包括锥形分布载荷)存在


within the


元素;在这种情况下,


the


立方选


项给


Superior results over the


二次选项



(For partially distrib



for


部分分布



双语对照



翻译不正确取消


v


(For partially distributed loads and non-nodal point loads, only the cubic


option is valid.)


(部分分布荷载和非节点荷载,只有三次的选择是有效的。)



The element may undergo highly nonuniform deformation (for example, when individual


frame members in civil engineering structures are modeled with single elements).


元素可进行高度不均匀的变形(例如,当个别成员在土木工程结 构与单个单元模拟)。



In practice, when two elements with “restrained warping”


come together at a sharp angle,


you need to couple the displacements and rotations, but leave the out-of-plane warping


decoupled. This is normally accomplished by having two nodes at a physical location


and using appropriate constraints. This process is made easier (or automated) by the


ENDRELEASE command, which decouples the out-of plane warping for any adjacent


elements with cross-sections intersecting at an angle greater than 20 degrees.


在实践中,当两个元素的



约束扭转< /p>



以锐角走到一起,你需要对位移和旋转,但离开了平

< p>
面变形解耦。


这通常是由具有两个节点在物理位置和使用适当的约束完成。


这个过程很容


易的(或自动)的


end release


命令,解耦出平面翘曲在大于


20


度的角度交叉截面的任何


相邻的元素。



BEAM188 allows change in cross- sectional inertia properties as a function of axial


elongation. By default, the cross-sectional area changes such that the volume of the


element is preserved after deformation. The default is suitable for elastoplastic


applications. By using KEYOPT(2), you can choose to keep the cross- section constant


or rigid. Scaling is not an option for nonlinear general beam sections


(SECTYPE,,GENB).


Beam188


允许横截面惯性特性的变化作为一个轴向延伸功能。默认情况下,横截面面积

的变化,


例如,


单元的体积是保存后的变形。


默认的是适用于弹塑性应用。


运用


KEYOPT



2




你可以选择保持不变或刚性横截面。


缩放不是非线性梁截面选择



sectype




genB





Two limitations are associated with the quadratic and cubic options in BEAM188:


两个限制与二次和三次选项


BEAM188


相关:

< p>


Although the elements employ higher-order interpolations, the initial geometry of


BEAM188 is treated as straight.


虽然元件采用高阶插值,


BEAM188


初始几 何作为直。



Because the internal nodes are inaccessible, no boundary/loading/initial conditions are


allowed on these internal nodes.


由于内部节点是无法访问的,没有边界


/


加载


/


初始条件对这些内部节点允许。



As a result of the limitations associated with the quadratic and cubic options, you will


notice discrepancies in the results between BEAM189 and the quadratic option of


BEAM188 if the midside nodes of the BEAM189 model have specified


boundary/loading/initial conditions and/or the midside nodes are not located exactly at


the element midpoint. Similarly, the cubic option of BEAM188 may not be identical to a


traditional cubic (Hermitian) beam element.


作为一个结果,与二次和三次选项,相关联的限制,你将在商业软件 模型中节点指定边界


/


加载


/


初始条件和


/


或中间节点不准确定位在单元中点 通知


Beam189



BEAM188


二次选


项的结果之间的差异。同样,


B EAM188


立方选项可能不到传统的立方相同(埃尔米特)


梁 单元。



For the mass matrix and evaluation of consistent load vectors, a higher order integration


rule than that used for stiffness matrix is employed. The elements support both


consistent and lumped mass matrices. Use LUMPM,ON to activate lumped mass matrix.


Consistent mass matrix is used by default. An added mass per unit length can be input


with the ADDMAS section controls. See


对于质量矩阵和载荷向量的一致评价,


采用高阶积分规 则比刚度矩阵使用。


单元支持一致


和集中质量矩阵。

< p>
使用


lumpm



在激活 集中质量矩阵。


一致质量矩阵是使用默认的。


增加


每单位长度质量可与


addmas


部分控制输入。见


“BEAM188


输入概述





The St. Venant warping functions for torsional behavior are determined in the


undeformed state, and are used to define shear strain even after yielding. No options


are available for recalculating in deformed configuration the torsional shear distribution


on cross- sections during the analysis and possible partial plastic yielding of


cross-sections. As such, large inelastic deformation due to torsional loading should be


treated and verified with caution. Under such circumstances, alternative modeling using


solid or shell elements is recommended.


圣维南翘曲扭转作 用引起的行为是在未变形的状态决定的,


甚至可以用来定义屈服后剪应

< br>变。


没有可供选择的重新配置的扭转剪切变形对截面和可能的局部塑性屈服的截面 分析的


过程中。因此,非弹性大变形扭转荷载应被视为谨慎和验证。在这种情况下,使用 固体或


壳单元是推荐的替代建模。



BEAM188 Input Data


Beam188


输入数据



The geometry, node locations, coordinate system, and pressure directions for this


element are shown in Figure 188.1: BEAM188 Geometry. BEAM188 is defined by nodes


I and J in the global coordinate system.


几何,


节点位置,


坐 标系统,


和该元素的压力方向如图


188.1

< br>所示:


BEAM188 Geometry


< p>
Beam188


是在全局坐标系的节点


i



j


定义。



Node K is a preferred way to define the orientation of the element. For information about


orientation nodes and beam meshing, see Generating a Beam Mesh With Orientation


Nodes in the Modeling and Meshing Guide. See the LMESH and LATT command


descriptions for details on generating the K node automatically.


节点


k


是首选的方式来定义元素的定位。


关于定位节点和梁的网格信 息,看到产生一个与


啮合指导建模定位节点梁网。看到在


k


节点自动生成的详细


lmesh



LATT


命令描述。



BEAM188 can also be defined without the orientation node K. In this case, the element


x-axis is oriented from node I (end 1) toward node J (end 2). If no orientation node is


used, the default orientation of the element y-axis is automatically calculated to be


parallel to the global X-Y plane. For the case where the element is parallel to the global


Z-axis (or within a 0.01 percent slope of it), the element y-axis is oriented parallel to the


global Y-axis (as shown). To control the element orientation about the element x-axis,


use the orientation-node option. If both are defined, the orientation-node option takes


precedence. The orientation node K, if used, defines a plane (with I and J) containing


the element x and z-axes (as shown). If using this element in a large-deflection analysis,


be aware that the location of the orientation node K is used only to initially orient the


element.


Beam188< /p>


也可以定义未定位节点


K



在这种情况下,


单元的


x


轴 方向为从节点


i



1

< br>年底)


对节点


j



2


年底)。如果没有定位节点使用的元素,


Y


轴默认方向自动计算是平行于全局


X-Y


平面 。对于元件平行于全局


Z


轴(或百分之


0.01


坡元内),


y


轴的方向平行于 全局坐


标(如图所示)。控制单元的


x


轴方向的元件,使用定位节点的选项。如果两者都定义,


定位节点的选项优先考虑。定位 节点


k


,如果使用,定义一个平面(


I



J


)含有元素


X



Z


轴(如图所示)。如果使用这 个元素在大挠度分析,要注意定位节点


k


位置是只用于初


步定位元素。



The number of degrees of freedom depends on the value of KEYOPT(1). When


KEYOPT(1) = 0 (the default), six degrees of freedom occur at each node. These include


translations in the x, y, and z directions and rotations about the x, y, and z directions.


When KEYOPT(1) = 1, a seventh degree of freedom (warping magnitude) is also


considered.

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