达文中 发表于 2020-6-21 17:20:35

应力 / 应变 / 泊松比 / 受力 / 压强 / 强度 / 模量

本帖最后由 达文中 于 2020-6-21 17:21 编辑

机械设计中经常听到:应力 / 应变 / 泊松比 / 受力 / 压强 / 强度 / 模量 这些专有名词,对应英文Stress /Strain / Poisson's Rate / Force / Pressure / Strength / Modulus,很多人搞不清楚。别说机械新人,就是我做了这么多年的机械研发设计,也有脑子混乱的时候。特此整理记录一下!如有错误,请指正。
简单概括:应力(Stress)是在施加的外力的影响下物体内部产生的内力与截面积的比值,表达公式:σ=F/A(F:受力,A:截面积)单位:帕斯卡(Pa).应变(Strain)是在施加的外力的影响下物体伸长量ΔL和原长L的比值所表示的伸长率或压缩率,公式表达为ε=ΔL/L0,无单位,常常乘以100%。泊松比(Poisson's Rate)是指材料在单向受拉或受压时,横向正应变与轴向正应变比值的绝对值,记为μ=-ε1/ε2,无单位.压力/受力(Force),在力学和工程中“压力”与物理学中的压强(Pressure)同义。但是压力准确的来说是物理学中的力(force),即F,单位牛顿(N)。压强(Pressure)是物体所受的压力与受力面积之比。计算公式是:P=F/S,单位:帕斯卡,符号是Pa.强度(Strength)是指材料在外力作用下抵抗破坏的能力,材料破坏时应力(stress)达到的极限值称为材料的极限强度(如果再细分,有breaking limit 和yield limit之分,这个暂时不谈,以后再说)。常用f表示,单位:Pa, 常用兆帕(MPa)。模量(Modulus)是指材料在受力状态下应力(stress)与应变(strain)之比,表达公式:E = σ / ε,单位:Pa, 常用吉帕(GPa)。


对比记忆:·      应力(Stress)和压强(Pressure)的概念差不多,就是指单位面积上所受的力的大小,单位和压强一样:帕、千帕、兆帕等等。在流体力学中一般习惯用压强,在固体力学中一般习惯用应力这种称呼。·      按照载荷(load)作用的形式不同,应力又可以分为拉伸应力、压缩应力、剪切应力、弯曲应力和扭转应力。相对的,材料承受的应力(Stress)对应的就是材料的强度(strength),所以根据外力作用方式不同,材料会受到抗拉强度/拉伸强度(Tensile strength)、抗压强度(compressivestrength)、抗剪强度/剪切强度(shear strength or Tear strength )、抗弯强度/弯曲强度(Flexural modulus)等。【我有看到网上说 机械设计手册-成大先版-材料力学性能代号及其含义中的规定,没有拉伸强度这一项,对于材料只有抗拉强度。但是平时工作中常说到拉伸强度,且GB/T 1040.1-2018 塑料 拉伸性能的测定 中把Tensile strength翻译为拉伸强度,所以用拉伸强度并无不妥】
·      材料发生形变时内部产生了大小相等但方向相反的反作用力抵抗外力,定义为:单位面积上的这种反作用力为应力(Stress)。或物体由于外因(受力、湿度变化等)而变形时,在物体内各部分之间产生相互作用的内力,以抵抗这种外因的作用,并力图使物体从变形后的位置回复到变形前的位置。在所考察的截面某一点单位面积上的内力称为应力(Stress)。·      材料在外力作用下不能产生位移时,它的几何形状和尺寸将发生变化,这种形变称为应变(Strain)。按照应力和应变的方向关系,可以将应力分为正应力σ 和切应力τ,正应力的方向与应变方向平行,而切应力的方向与应变垂直。正应力表示零件内部相邻两截面间拉伸和压缩的作用,切应力表示相互错动的作用。正应力和切应力的向量和称为总应力。正应力和切应力是度量零件强度(strength)的两个物理量。·      当材料受外力作用时,其内部产生应力,外力增加,应力相应增大,直至材料内部质点间结合力不足以抵抗所作用的外力时,材料即发生破坏,就是我们常说的抗拉/抗压/抗剪强度(strength)。
公式记忆:·      当一条长度为L、截面积为A的金属丝在力F作用下伸长ΔL时,F/A叫应力(Stress),公式:σ=F/A,其物理意义是金属丝单位截面积所受到的力 (初中物理学过:单位面积所受到的力称之为压强,所以“应力”并不是“力”,其本质是表示一个压强的大小), 单位是Pa,ΔL/ L0叫应变(Strain),ε=ΔL/L0*100%,其物理意义是金属丝单位长度所对应的伸长量(即变化的长度除以原始长度),无量纲单位,或者说单位为常数1。·      应力与应变的比叫模量(模量=应力/应变)。E=σ/ε,单位是Pa( 或MPa,GPa)材料的抗压、抗拉、抗剪强度的计算式为:f=F/A. ( 式中:f:材料强度,MPa;F:材料破坏时的最大荷载,N;A:试件的受力面积, mm^2)。材料的抗弯( 折)强度的计算式为:f=3FL/(2bh^2) (受力方式为:矩形截面的条形试件放在两支点上,中间作用一集中荷载力F。b,h为截面的宽度高度,L是两支点距离)
弹性模量: 材料在弹性变形阶段,其应力和应变成正比例关系,也就是说满足胡克定律( Hooke's law ,也译作虎克定律:固体材料受力之后,材料中的应力与应变之间成线性关系,F=-k·x),其比例系数(k)称为弹性模量(E)。
弹性模量(elastic modulus / modulus of elasticity)是描述物质弹性的一个物理量,是一个总称,弹性模量包括杨氏模量(Young's modulus), 体积模量(bulk modulus)和剪切模量(shear modulus)等。一般把弹性模量等同于杨氏模量(即拉伸模量)。Young's modulus (E), shear modulus(G), bulk modulus (K), 和 Poisson'sratio (μ) 之间可以进行换算,公式为:E=2G(1+μ)=3K(1-2μ).
在材料弹性变形阶段内,μ是一个常数。理论上,各向同性材料的三个弹性常数E、G、μ中,只有两个是独立的,因为它们之间存在如下关系:G=E/,知道其中两个数值,第三个可以通过公式推导得出。
·      杨氏模量(Young's modulus),又称拉伸模量(tensile modulus)是弹性模量(elastic modulus)中最常见的一种。杨氏模量衡量的是一个弹性体的刚度(stiffness),表示材料受拉/受压变形的难易程度,是描述固体材料抵抗形变能力的物理量,材料刚度的一个指标。E值永为正值,单位Pa,因为 ΔL是微小变化量,最终的结果比较大,常用MPa。定义:应力与应变的比值别称:拉伸模量(tensile modulus)公式:E = σ / ε= (F/A)/(ΔL/L0)
·      体积模量(bulk modulus),又称为体变模量。我们先假设,在P0的压强下体积为V0,若压强变化为ΔP(ΔP是末态的压强减去初态的压强,当然ΔP可正可负),则体积变化为ΔV(ΔV计算方法同前者,当然也可正可负)。则有K=- ΔP /( ΔV/V0), 被称为该物体的体积模量(modulus of volume elasticity)。如在弹性范围内,则专称为体积弹性模量。不难发现体积模量是一个正值 (压强大时体积变小,压强小时体积变大),K值永为正值,单位Pa。
·      剪切模量(Shear modulus),材料常数,是剪切应力与应变的比值。又称切变模量或刚性模量。材料的力学性能指标之一。是材料在剪切应力作用下,在弹性变形比例极限范围内,切应力与切应变的比值。它表征材料抵抗切应变的能力。模量大,则表示材料的刚性强。剪切模量的倒数称为剪切柔量,是单位剪切力作用下发生切应变的量度,可表示材料剪切变形的难易程度。定    义:剪切应力与应变的比值别    名:切变模量或刚性模量(modulus ofrigidity)公 式:剪切模量G和弹性模量E、泊松比μ之间有关系:G=E/(2(1+μ))
·      泊松比(Poisson ratio),是指材料在单向受拉或受压时,横向正应变与轴向正应变的绝对值的比值,也叫横向变形系数,它是反映材料横向变形的弹性常数。计算方式为:垂直方向上的应变εl与载荷方向上的应变ε之比的负值。可以想象为一块正方体橡皮泥,一个方向受压变小,应变为负;一个方向因为挤压变大,应变为正,两者相除取绝对值。同应变一样,是无量纲量,无量纲单位,或者说单位为常数1。定义:横向正应变轴向正应变比值的绝对值公式:μ=-ε1/ε2主次泊松比的区别:主泊松比PRXY,指的是在单轴作用下,X方向的单位拉(或压)应变所引起的Y方向的压(或拉)应变;次泊松比NUXY,它代表了与PRXY成正交方向的泊松比,指的是在单轴作用下,Y方向的单位拉(或压)应变所引起的X方向的压(或拉)应变。PRXY与NUXY是有一定关系的: PRXY/NUXY=EX/EY对于正交各向异性材料,需要根据材料数据分别输入主次泊松比,对于各向同性材料来说,选择PRXY或NUXY来输入泊松比是没有任何区别的,只要输入其中一个即可。·      在有限元分析软件中,自定义材料属性,经常让输入杨氏模量和泊松比。

其他:·      英文定义:E is the Young's modulus (modulus ofelasticity)F is the force exerted on an object under tension;A is the actual cross-sectional area, which equals thearea of the cross-section perpendicular to the applied force;ΔL is the amount by which the length of the object changes(ΔL ispositive if the material is stretched , and negative when the material is compressed);L0 is the original length of theobject.
·      单位换算:1 Pa=1 N/m^2=10e-6 N/mm^2,工程实际中应力数值较大,常用MPa或GPa作单位1 MPa= 1 N/mm^2 =10e6 Pa (10的6次方)1 GPa=10e9 Pa (10的9次方)钢材的弹性模量一般为 200GPa左右;工程塑料的弹性模量一般为2GPa,通用塑料更低,特种塑料更高 【以后有时间专门再写一篇文章详聊】.
·      各种名词:除了强度(strength)另外还经常听到刚度(stiffness)韧性(toughness)屈服强度(yield strength)断裂强度(breaking strength)塑性阶段(plastic stage)弹性阶段(elastic stage)弹性塑性阶段(elastic-plasticphase)延展性(ductility)屈服点(ductility limit /yield point)等等,参考下面2张图先,以后有时间再写。材料的机械性能:data:image/png;base64,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


GB/T 1040.1-2018 塑料拉伸性能的测定 第1部分总则:应力-应变曲线:
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

未来第一站 发表于 2020-6-21 20:51:05

感谢分享。

aban 发表于 2020-6-22 08:38:45

学习了,谢谢分享!

紫衣云梦 发表于 2020-6-22 08:41:02

谢谢分享!

杯里月光 发表于 2020-6-22 08:42:27

还真没分清

babty 发表于 2020-6-22 09:26:27

材料力学基础。

as13025251541 发表于 2020-6-22 09:52:04

谢谢分享

小明同学啊 发表于 2020-6-22 10:55:44

感谢分享

刘洋洋001 发表于 2020-6-22 11:18:12

感谢分享,材料力学买了4本到了,正在学习ANSYS。

钣金准专家 发表于 2020-6-22 11:29:24

mark一下,好好回忆一下以前的基础
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