1. 铸铁圆轴扭转的破坏机理是由于横截面上的切应力引起的。

  2. 答案:错
  3. 闭口薄壁杆件扭转时其横截面上任一点的剪力流等于常数。

  4. 答案:对
  5. 稳定安全系数一般都大于强度计算时的安全系数。

  6. 答案:对
  7. 剪切实用计算中的许用切应力是使构件在与实际类似受力下作剪切试验直至破坏,由破坏载荷计算受剪面上平均切应力再除以安全系数计算出的。

  8. 答案:对
  9. 提高材料的弹性模量是增加梁强度的一种有效措施。(      )

  10. 答案:错
  11. 薄壁圆管和空心圆管的扭转切应力公式完全一样。

  12. 答案:错
  13. 挤压面和计算挤压面一定相同。

  14. 答案:错
  15. 低碳钢材料在轴向拉伸和压缩时,下列答案中正确的有(       )。

  16. 答案:比例极限相等###弹性模量相等###屈服极限相等

  17. 答案:

  18. 答案:vC左=vC右###θD左=θD右###vD左=vD右###θC左=θC右
  19. 当横向力作用面未通过截面的弯曲中心时,梁中发生的变形有:

  20. 答案:扭转变形###弯曲变形
  21. 压杆属于细长杆,中长杆还是短粗杆,是根据压杆的(        )来判断的。
  22. 确定图示截面核心时,中性轴O1-O2正确布置方法是(    )。
  23. 切应力互等定理是由单元体:
  24. 关于斜弯曲的主要特征有四种答案,试判断哪一种是正确的。
  25. 在功的互等定理中,广义力系Fi和Fj所包含的广义力的性质和个数可以不相同。
  26. 非圆截面杆不能应用圆杆扭转切应力公式,是因为非圆截面杆扭转时“平截面假设”不能成立。
  27. 切应力互等定理只在纯剪状态的单元体中成立。
  28. 求组合图形的一次矩的方法既可以用叠加法也可以用负面积法。
  29. 横力弯曲中,中性层上既无正应力也无切应力。
  30. 若平面弯曲梁的结构对称、约束对称、载荷对称,则其剪力图对称、弯矩图对称。
  31. 一个截面距离一个轴距离越远,则该截面对这个轴的静矩就越小。
  32. 在偏心拉压的杆中,危险点的应力状态单向应力状态。
  33. 在确定材料的许用切应力[τ]和许用拉应力[σ]之间的关系时,按最大切应力理论应是       ,按形状改变比能理论应是       。
  34. 有一矩形截面简支梁受均布载荷。下列表述正确的是(       )。
  35. 对低碳钢试件进行拉伸实验,测得弹性模量E=200GPa,屈服极限σs=235MPa。,当试件横截面上正应力σ=300MPa时,测得轴向线应变ε=4.0×10-3,然后把载荷卸为零,则试件的轴向塑性线应变是(        )。
  36. 开口薄壁截面梁,横向载荷作用线不过弯曲中心时,梁中存在的应力包括(       )。
  37. 应用理论力学中的外力平移定理,将梁上横向集中力左右平移时,梁的       。
  38. 等强度梁的截面尺寸       。
  39. 下图对y,z轴的惯性矩Iy和Iz的大小关系为 (      )。
  40. 疲劳破坏的主要原因是:  (   )
  41. 任一单元体,       。
  42. 两端铰支的圆截面压杆,长1m,直径50mm。其柔度为 (      )
  43. 梁发生斜弯曲时,下列与横截面上中性轴性质有关的结论中,错误的是(      )
  44. 在集中力偶m作用点C处,下列论述错误的是( )。
  45. 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
  46. 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
  47. 薄壁梁的横截面如图所示,壁厚处处相等,外力作用面为纵向平面a-a。其中图   所示截面梁发生斜弯曲变形。
  48. 空心圆轴的外径为D,内径为d, α=d/D。其抗扭截面系数为(  )。
  49. 矩形截面杆扭转时,横截面没有正应力的作用。
  50. 剪切构件中作用在相对错动的剪切面上的内力称为剪力,与剪切面相切。
  51. 从压杆的稳定性考虑,当两端沿两个方向支承情况不同时,选取矩形或工形截面比较合理。
  52. 当圆截面梁的直径增加一倍时,梁的刚度变为原来的8倍。
  53. 梁上某截面的剪力值等于该截面一侧所有横向力的代数和,而与外力偶无关。
  54. 一个截面对过形心C的轴x的惯性矩为IxC ,则该截面图形对任意平行于x轴的直线的惯矩都比IxC大
  55. 工程连接件工作时需同时满足剪切强度条件和挤压强度条件。
  56. 关于应力圆法,说法正确的是(   ).
  57. 对于等直梁,下列方法中,可以减小梁弯曲变形的方法有______。
  58. 图示四根细长压杆的材料与横截面均相同,试判断哪一根最容易失稳(       )。
  59. 关于线弹性材料的变形,说法不正确的是(     )
  60. 用于描述梁弯曲变形的几何参量有:
  61. 下列结论错误的是(   )
  62. 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
  63. 为了提高梁的承载能力,对同一梁、相同的均布载荷q,下列哪一种支承条件下,梁的强度最好(     )。
  64. 一般构件的疲劳极限___材料的疲劳极限。
  65. 在集中力P作用处C点,下列论述错误的是( )。
  66. 欧拉公式适用的条件是,压杆的柔度(     )
  67. 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
  68. 圆轴扭转时,表面各点处于“纯剪”应力状态,此时该点处:
  69. 以下疲劳破坏特征描述错误的是(     )
  70. 用截面法求一水平杆某截面的内力时,是对( )建立平衡方程求解的。
  71. 什么梁可不先求支座反力,而直接计算内力(     )。
  72. 在下列说法中,正确的是( )
  73. 一细长压杆当轴向力P=PQ时发生失稳而处于微弯平衡状态,此时若解除压力P,则压杆的微弯变形(      )
  74. 在横截面积等其它条件均相同的条件下,压杆采用图(    )所示截面形状,其稳定性最好。
  75. 四种应力状态分别如图所示,按照第三强度理论,其相当应力最大的是       。
  76. 纯弯曲梁段各横截面上的内力是( )。
  77. 阶梯圆轴的最大切应力发生在(  )。
  78. 剪切破坏条件是(   )。
  79. 图(1)和图(2)所示的悬臂梁尺寸与材料都相同,都受重量为G的重物在相同的高度自由下落冲击C截面,所不同的是(1)是整体梁,(2)由两个单梁构成的叠梁。哪个梁固定端A截面处的动应力大?正确答案是         。
  80. 关于能量法的陈述中,正确的是(   )
  81. 图示等截面直杆,当F1单独作用时,应变能为U1;当F2单独作用时,应变能为U2。若F1和F2共同作用时,其应变能 U是(    )
  82. 图示小曲率杆的应变能为U,用卡式定理求B点的总线位移时,正确的式子是(    )
  83. 图示拉杆的应变能为(    )
  84. 关于冲击,以下说法中正确的是(   )
  85. 图示四种结构,各杆的材料和横截面面积均相同,在集中力F作用下,结构中的应变能分别为U1,U2,U3,U4,则下列结论中正确的是(    )
  86. 对于任何类型的疲劳载荷,构件的S-N曲线都可以通过疲劳试验来确定。
  87. 高强度钢对应力集中比低强度钢敏感。
  88. 疲劳寿命N的分散性很大。
  89. 结构的疲劳破坏不需要经历一个疲劳损伤累积的过程。
  90. S-N曲线可用于评估或估算材料的疲劳寿命。
  91. 疲劳的极限随零件尺寸的增大而降低。
  92. 表面粗糙度提高了构件的疲劳强度。
  93. 应力集中大大提高了零件的疲劳强度。
  94. 疲劳寿命对载荷及环境、材料及结构、加工工艺等方面多种因素相当不敏感。
  95. 无论是脆性材料还是塑性材料,疲劳破坏在宏观上均无明显的塑性变形。
  96. 两根材料和柔度都相同的压杆(   )
  97. 在压杆稳定计算中经判断应按中长杆的经验公式计算临界力时,若使用时错误地用了细长杆的欧拉公式,则后果偏于危险。
  98. 压杆丧失其直线形状的平衡而过渡为曲线平衡,称为丧失稳定,也称其为屈曲。
  99. 细长杆承受轴向压力P的作用,其临界压力与(    )无关。
  100. 在下列有关压杆临界应力σe的结论中,(     )是正确的。
  101. 在材料相同的条件下,随着柔度的增大(     )
  102. 图示受拉杆件材料相同,对于如图(a)和(b)所示情况,正确的安全程度排序为(  )
  103. 矩形截面混凝土短柱受图示偏心载荷F作用,由截面上内力分量与叠加法可知图中沿棱线ab上各点为最危险,若能保证该棱线上各点的强度安全,则即可保证此柱强度安全(    )
  104. 钢杆圆截面上作用有轴力FN,弯矩My,扭矩T,若已知许用应力为[σ],截面面积为A,抗弯截面系数为W,正确的强度条件为(   )
  105. 如图所示A端固定的圆截面折杆,在C和D点作用集中力F和2F,F力沿着y轴方向,AB段最危险的点是(  )
  106. 图示截面梁,A为弯曲中心,虚线表示弯矩所在平面的位置,指出(   )是斜弯曲。
  107. 图示斜杆AB的横截面为正方形,C处受F作用,最大拉应力点(  )
  108. 杆件受偏心压载荷作用时,当集中力作用在截面形心时,则横截面上(    )
  109. 如图A端固定的1/4圆弧曲杆两个视图,截面为圆形,载荷F垂直作用于曲杆平面(曲杆半径为R),则危险面上内力为剪力FS=F,弯矩MZ=FR,扭矩T=FR;危险点为(    )
  110. 关于应变能,说法正确的是(   )。
  111. 关于三向应力状态,说法正确的是(      )
  112. 关于电阻应变测试技术,说法不正确的是(   ) 。
  113. 关于应力状态分析结果,说法正确的是(   ) 。
  114. 关于强度理论,说法完全正确的是(     )。
  115. 一个端部承担集中力的悬臂梁,其根部附近截面中性轴上原始单元体的应力状态可用(   )图表示
  116. 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
  117. 应力状态分析中关于应力正负的定义是:法向应力拉应力为正,压应力为负,切向应力顺时针为正,反时针为负。
  118. 关于应力状态分析单元体,说法正确的是(   )。
  119. 关于应力状态分析,说法不正确的是(   )。
  120. 关于应力状态分类,说法正确的是(   )。
  121. 两个用于度量梁的弯曲变形的几何量是____。
  122. 弯曲变形中的转角指的是:
  123. 在获得梁的近似微分方程时,忽略了哪些量的影响。
  124. 下列方法中能有效减小梁弯曲变形的方法有(       )
  125. 今有一圆截面悬臂梁在其自由端受集中力,如果其截面半径增加一倍,长度增加一倍。则其最大弯曲变形变为原来的( )。
  126. 对于一个超静定结构,静定基是唯一的。
  127. 若将图(a)的开口薄壁截面梁,焊合成图(b)的闭口薄截面梁,则梁的正应力强度(    );梁的剪应力强度  (     )。(1)保持不变                     (2)增为两倍(3)增为三倍                     (4)增为四倍
  128. 叠层简支梁的材料、跨度、层数及承受载荷均相同,若(a)叠层自由叠合;(b)叠层粘合成整体,则(     )
  129. 如图所示T形截面铸铁梁,压缩强度极限是拉伸强度极限的3倍,在图示载荷作用下,该梁将首先在           发生破坏。
  130. 铸铁材料的T形截面外伸梁受力如图(a)所示,已知F=14kN,M=4kNm,T形截面形状如图(b)所示,O为截面形心,截面对于中性轴z 的惯性矩Iz=4.0×10-6 m4,计算梁弯曲时的最大压应力,
  131. 梁截面的弯曲中心仅与          有关。
  132. 如图所示T形截面铸铁梁,在图示载荷作用下,其截面按图         所示的方式布置,梁的强度最高。
  133. 如图所示截面的抗弯截面系数Wz=
  134. 矩形截面梁,若截面高度和宽度都增加1倍,则其强度将提高到原来的          倍。
  135. 正方形截面按照图示(a)、(b)两种方式放置,则截面对z轴的
  136. 几何尺寸和形状完全相同的两根梁,一根为木材,一根为钢材,若两根梁受到的载荷和约束形式也相同,则它们的           。
  137. 铸铁材料的T形截面外伸梁受力如图(a)所示,已知F=14kN,M=4kNm,T形截面形状如图(b)所示,O为截面形心,截面对于中性轴z 的惯性矩Iz=4.0×10-6 m4,计算梁弯曲时的最大拉应力,
  138. 梁发生平面弯曲时,其横截面绕       旋转。
  139. 当一个轴通过截面的形心时,则该截面对此轴的一次矩必为0。
  140. 重量为W的工人站在木板的中点处工作,如下图所示。为了改善木板的受力,他将等量的砖块分别堆放在A、B两端。从强度方面考虑,砖块重量F与工人重量W的最佳比值为        。
  141. 梁的M图如图所示,则梁的C截面处       。
  142. 如图所示悬臂梁在中点C受力F作用,为了降低梁内的最大弯矩,现在自由端B处加一向上的力F1作用,F1=      时可使梁的Mmax最小。
  143. 在梁的某一段上,若无载荷作用,则该梁段上的          。
  144. 设梁的剪力图如图所示,则梁的        。
  145. 简支梁AB受如图所示载荷作用,则该梁D截面上的剪力为        。
  146. 在梁的中间铰处,若既无集中力,又无集中力偶作用,则在该处梁的          。
  147. 单位长度扭转角θ与(      )无关。
  148. 薄壁筒扭转时横截面上有正应力的作用。(  )
  149. 空心圆轴扭转时横截面上靠近内表面的切应力为零。(  )
  150. 由圆轴扭转变形的“平截面假设”可以推导出(  )
  151. 闭口薄壁杆件横截面上的最大切应力位于壁厚最薄处。(  )
  152. 杆件承受扭转载荷时由于横截面上的切应力最大,因此都是沿横截面破坏的。(    )
  153. 圆轴扭转时的横截面上的扭矩仅与杆件所受外力偶矩有关,与杆件的材料及横截面的形状、大小等因素无关。(   )
  154. 铸铁扭转破坏时破坏面与轴线成(  )
  155. 有关切应力互等定理的下列说法正确的是(   )
  156. 剪切胡克定律仅在纯剪切情况下才成立。
  157. 剪切变形是杆件的基本变形之一;挤压变形也属于基本变形。
  158. 在连接件剪切强度的实用计算中,切应力许用应力是由(     )
  159. 无论实际挤压面为何种形状,连接件的计算挤压面皆应视为(     )。
  160. 连接件切应力的实用计算是(     )
  161. 材料力学中的内力是指(       )
  162. 根据轴力符号的规定,压轴力所在截面附近杆件的变形是 (      )
  163. 等直圆管受轴向拉伸,变形在弹性范围内。问管外径和内径的变化为(     )。
  164. 图示各杆BC段为轴向拉伸(压缩)的是(       )
  165. 静定问题中的“多余约束”是指(    )
  166. 外力包括( )
  167. 均匀性假设认为,材料内部各点的( )是相同的。
  168. 在下列关于内力与应力的讨论中,说法是正确的是( )
  169. 根据小变形条件可以认为( )
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