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材料力学双语教学学习资料

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2021-02-18 17:31
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2021年2月18日发(作者:ring是什么意思)


材料力学双语教学学习资料


1



第一章










Chapter 1 Introduction



§


1-1


材料力学的任务



The Tasks of Mechanics of Materials


1



.


材料力学


: Mechanics of Materials


2.


构件


: Structural Members


3.


变形


: Deformation


4



.


强度


: Strength


5



.


刚度


: Rigidity


6



.


稳定性


: Stability



§


1-2


变形固体的基本假设



Fundamental Assumptions of Solid


Deformation Bodies


1.


连续性假设


: Continuity


2.


均匀性假设


: Homogeneity


3.


各向同性假设


: Isotropy



§


1.3


外力及其分类



External Forces and Classification


1.


分布力


: Distributed Force


2.


集中力


: Point Force


3.


静载荷


: Static Load


4.


动载荷


: Dynamic Load



§


1.4


内力、截面法和应力的概念



Concepts of Internal Forces




Method of


Section and Stress


1



.


内力


: Internal Force


2



.


截面法


: Method of Section


3.


截面法的三个步骤:截开,代替,平衡



Three steps of method of section: cut off,


substitute , and equilibrium.


4



.


应力


: Stress


5.


平均应力:


Average stress


6.


应力


(全应力)




Whole stress



sum stress



7



.


正应力


:



Normal Stress


8



.


剪应 力


(


切应力


)



Shearing Stress





§


1.5


变形与应变



Deformation and Strain


1




线应变


: Strain


2




剪应变


: Shearing Strain



§


1.6


杆件变形的基本形式



Basic Types of Deformations of Rods


1



.


拉伸或压缩


: Tension or Compression


2



.


剪切


: Shear


3



.


扭转


: Torsion


4



.


弯曲


: Bending



第二章



拉伸、压缩与剪切



Chapter 2 Tension



Compression and


Shear




§


2.1


轴向拉伸与压缩的概念和实例



The Concept and Examples of Axial


Tension and Compression



1.


拉杆


: Tensile Rod


2.


压杆


: Compressive Rod


3.


受力特点:


外力合力的作用线与杆轴线重




Characteristic


of


the


External


Forces:


The


acting


line


of


the


resultant


of


external


forces is coincided with the axis of the rod.


4.


变形特点:杆沿轴向伸长或缩短



Characteristic of Deformation: Rod will


elongate or contract along the axis of the


rod.




§


2.2


轴向拉伸或压缩时横截面上的



内力和应力



Internal Force and Stress of Axial Tension


or Compression on the Cross Section



1



.


横截面


: Cross Section


2



.


轴力


: Normal Force


3



.


轴力图


: Diagram of Normal Force




§


2.3


直杆轴向拉伸或压缩时斜截面上的


应力



Stress of Axial Tension or Compression



on the Skew Section



1.


斜截面


: Skew Section


2.


?


?


?


?


cos


2


?






?


?


?


?


2


s


i


n


2


?








§


2.4


材料在拉伸时的力学性能



Mechanical Properties of Materials



with Tensile Load



1.


标准试件


: Specimen


2.


低碳钢


(C



0.3%): Low Carbon Steel


3.


弹性阶段


:Elastic Region


4.


屈服阶段


:Yielding Stage


5.


强化阶段


:


Hardening Stage


6.


颈缩阶段


: Necking Stage


7



.


σ


p


----


比例极限


:



Proportional Limit


8



.


σ


e


----


弹性极限


: Elastic Limit



9


*< /p>


.


σ


s


----


屈服极限


: Yielding Stress



10



.


σ


b


----


强度极限


: Ultimate Stress


11.


延伸率


: Percent Elongation


12.


断面收缩率


: Percent Reduction of Area


13.


塑性材料


: Ductile Materials


14.


脆性材料


: Brittle Materials


15.


铸铁


:Cast iron



§


2.7




失效、安全系数和强度计算



Failure, Safety factor and Strength


calculation


1



.


许用应力


: Allowable Stress


2.


安全系数


: Safety Factor


3



.


强度条件


: Strength Condition


?


N


max


?


F


A


?


[

< p>
?


]



4



.


强度校核


: Check strength


?


max


?


[


?


]



5



.


截面设计


: Section design


A


?


F


N

[


?


]



6



.


确定许可载荷


:Determine allowable load


F


N


?

A


[


?


]




§


2.8


轴向拉伸或压缩时的变形



Deformation in Axial Tension or


Compression



1.


弹性变形


: Elastic Deformation















2.


塑性变形


: Plastic Deformation


3.






:



Longitudinal Strain


?


?


?


l


l

?


l


1


?


l


l



4.


横向应变


: Lateral Strain


?


'


?


?

d


d


'


?


d


d


?


d



5


.线弹性变形


:Linear Elastic Deformation


6.



泊松比


:


Poisson’s ratio



?


?

'


?


?



7



.


弹性模量


-E


:表示材料抵抗拉压变形的



能力



E


- modulus of elasticity




Indicates the capability of materials for


resisting tension or compression



8



.


抗拉刚度


-


EA


:


表示构件抵抗拉压变形的


能力


EA


-


the


axial


rigidity:


Indicates


the


capability


of


constructive


members


for


resisting tension or compression


9



.


胡克定律(


Hooke’s Law



:


当应力不超


过材料的比例极限时,应 力与应变成正



.



The stress is proportional to the strain


within the elastic region.

< p>
?


?


E


?



?


L


?

F


N


L


EA




§


2.12


应力集中的概念



The Concept of Stress Concentration



1.



由于截面尺寸的突然变化,


使截面上的应


力分布不再均匀,在某些部位出现远大


于平均值的应力,称应力集中。



Discontinuities of cross section may result


in high localized or concentrated stresses.


2.


理论应力集中系数


K



Theoretical



Stress-concentration Factor -


K



§


2. 13


剪切和挤压的实用计算



Practical Calculation of Shear and Bearing



1



.



剪切:


Shear


2.



剪切面:


Shearing Plane


3



.


剪切 面上的内力


-


剪力:


Internal Force in


Shearing Plane-Shearing Force


4.


剪切的实用计算:


Practical Calculation of


Shear


?


?


F


S


A

< br>?


[


?


]



5.


挤压的实用计算:


Practical Calculation


of


Bearing

< p>
?


bs


?


F


A


?


[


?

< br>bs


]



bs


6.


挤压强度条件:

< p>
工作中的挤压应力不应超


过许用挤压应力。



Strength condition of bearing



Working


bearing stress should not exceed the





allowable bearing stress.



第三章









Chapter Three Torsion



§



3.1


扭转的概念和实例



Concept and Examples of Torsion



1.


电动机


: Generator


2.


涡轮


: Turbine


3



.



扭转的受力特点:杆件的两端作用着大


小相等,方向相反,且作用面 垂直于杆


件轴线的力偶。



Characteristic of loads: Shaft is loaded by


a torsional couple in planes that are


perpendicular to the axis of the shaft.


4



.


变形特点:杆件的任意两个横截面发生


绕轴线的相对转动。



Characteristic


of


deformation:


any


two


cross sections will twist along the axis.


5



.




: Shaft



§



3.2


外力偶矩的计算




扭矩和扭矩图




Calculation of the external torque



Internal torque and Its diagram


1


.扭转外力偶矩的计算:


Calculation of the


external torque


2



.


扭矩:


Internal Torque


3.



符号规定:


Sign convention


4



.


右手螺旋法则


: Right hand screw rule


5



.


扭矩图:


Diagram of Internal Torque



§



3.3


纯剪切






Pure Shear



1.


薄壁圆筒的扭转实验:


Experiment of


thin-walled circular tube under torsion



2.



变形特点


: Characters of deformations




截面间 的距离不变


;


所有横截面的位置


不变< /p>


;


所有纵向线转过了一个角度


γ




Distances between the sections remain


unchanged , All cross sections remain


unchanged ,



All the generating lines


revolve through an angle


γ


.


3



.



切应力互等定理:


Theorem of


complementary shearing stresses



4



.



切应变:


Shearing strain

< br>5



.剪切虎克定律:


Hook e’s


law of shear


6



.


剪切 弹性模量


G



Modulus of elasticity of


shearing




第四节




圆轴扭转时的应力



Stresses in a round shaft under torsion)


1



.



Ip (


极惯性矩


) --- polar moment of


inertia


2



.


Wp (


抗扭截面系数


)---- section modulus


in torsion



§


3.5


圆轴扭转时的变形



1.


扭转角


: The angle of twist


2



.


抗扭刚度


G Ip




the torsional rigidity



3



.


扭转的刚度条件


: Rigidity condition in


torsion


4.


单位长度扭转角:


The angle of twist per


unit length



Exercises


1. A bracket


(支架)



is shown in the figure



The cross-section area of the steel bar


AB


is


A1=6cm

< p>
2



the cross-section area of the


wooden bar


BC


is A2=300cm


2



Knowing the


allowable stress of steel is[


σ


]=140MPa , the


allowable tensile stress of wood is


[


σ


]


L

< p>
=8MPa, and the allowable compressive


stress of wood is[


σ

]


Y


=4MPa. Try determine


the allowable load


P


of the bracket.




2.


A wooden tenon(



)


joint is shown in the


figure. Knowing that the quantities are


a


=


b



=12cm



h


=35cm


< br>c


=4.5cm and


P


=40KN. Try


to determine the shearing stress and bearing


stress for the joint.




h


h



P


c


P



a




P


b



A



3



Two boards are bolted together as shown .


A


Each board has a thickness (


P


P


δ


) of 2 mm, and


a width (


b


) of 15 mm . The diameter


d


of the


bolt is 4 mm .All the parts are made from the


same material and have the same allowable


stresses


?

< br>?


?


?


160MPa,


?


?


?


?

< p>
=100MPa,


?


bs


?


?


300MPa. Try to design the tensile


force


F


.




第四章





弯曲内力




Chapter Four



Internal Forces in


Bending




4.


A


tensile


bar


and


two


cover


boards


are


bolted


together


as


shown.


Each


cover


board


has


a


thickness


of


8


mm.


All


the


parts


are


made


from


the


same


material


?


and


have


the


same


allowable


stresses

?


?


?


80MPa,

< p>
?


?


?


=60MPa,


?


?


bs


?< /p>


?


160MPa.


The


thickness


of


the


bar


?


=15mm,


the


tensile


force


F


=120KN. Try to design


(1)



the diameter


d


of the bolt .


(2)



the width


b


of the tensile bar.




5


.构件 在外力作用下抵抗破坏的能力称




;构件在外力作用下抵抗


变形的能力称为



;构件在外


力作用下保持原有平衡状态的能力称





(Please fill in the blanks


with proper words in English.)

< br>6


.杆件的基本变形一般















、四种。



(Please fill in the blanks with proper words


in English.)


§


4-1



弯曲的概念和实例



§


4-1 The Concepts and Examples in Bending


1



.梁:


beam


2


.轴线:


axis




3


.纵向 对称面:


longitudinal plane of symmetry


4



.平面弯曲:


pl ane bending


5



.弯曲 的受力特点:作用于杆件上的外力或


外力偶矩矢垂直于杆件轴线。






Characteristics of loads : external forces or


external the couple vector perpendicular



to the axis of the rod.


6



.弯曲 的变形特点:杆件的轴线由直线变为


曲线。






Characteristics of deformations :



the axis of


the rod change into curve from original


straight lines.


7



.弯曲变形:杆件在垂直于杆轴线的外力或


两个外力偶的作用 下,杆的轴线由直线变


为曲线,这种变形称为弯曲变形。






BENDING:



The action of the external force


or external the couple vector perpendicular



to the axis of the rod makes the axis of the


rod change into curve from original straight


lines, this deformation is called bending.



§


4-2


受弯杆件的简化



§


4-2



Simplification of Bending Rods


1




集中力:


concentrated force


2




分布力:


distributed load


3




均布载荷:


uniform load


4




支座:


support


5



.


简支粱:


simple supported beam


6



.


外伸梁:


overhanging beam


7




.


悬臂梁:


cantilever beam




§


4-3



剪力和弯矩



§


4-3



Shearing Force and Bending Moment


1.


弯曲内力:


internal forces in bending


2


< br>.


剪力:


shearing force


3



.


弯矩:


bending moment


4.


内力的正负规定:


sign conventions



for the internal forces


§


4-4



剪力方程和弯矩弯矩方程




剪力图和弯矩图



§


4-4



The Equations of Shearing Force and


Bending Moment


The Diagrams of Shearing Force and Bending


Moment


1



.剪力方程:



equation of shearing force


2



.弯矩方程:



equation of bending moment



3



.剪力图:



diagram of shearing force


4



.弯矩图:



diagram of bending moment


< /p>


§


4-5


载荷集度、剪力和弯矩间的关系





§


4-5



Relations among the Intensity of


Distributed Load , Shearing Force and


Bending Moment


1



.


微分关系:


differentia l relations


2



.


规律法:


method of regulation


3



.


控制截面法:


method of control sections


4.



水平直线:


horizontal straight line


5.



斜直线:


inclined straight line


6.



突变:


sudden change


7.



增函数:


increasing function


8.



减函数:


decreasing function


9.



盆状抛物线:


basin - like curve


10.



坟状抛物线:


tomb - like curve


11.



折向与


P


相反:


flexible opposite to


P




第五章





弯曲应力




Chapter Five



Stresses in Bending



§


5-1


纯弯曲



§


5-1 Pure Bending


1.


横力弯曲:


transverse bending


2



.


纯弯曲:


pure bending


3.



平面假设:横截面变形后仍为平面,只是


绕中性轴发生转动,距中性轴等 高处,变


形相等。



Hypothesis


of


plane


section:



The


cross


sections


remain


still


planes,


and


only


rotate


through


some


angles


around


their


neutral


axes after deformation.



4



.


中性层:


neutral layer


5



.


中性轴:

neutral axis


6.



纵向对称轴:


longitudinal axis of symmetry



§


5-2


纯弯曲时的正应力



§


5-2 Normal Stress in Pure Bending


1




几何关系:


geometric relation


2




物理关系:


physics relation


3




静力关系:


static relation



4




.


抗弯刚度


EIz



flexural rigidity




§


5-3


横力弯曲时的正应力



§


5-3 Normal Stress in Transverse Bending










-


-


-


-


-


-


-


-



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