• 2022-05-31
    When conducting the section analysis on the bearing capacity of the normal section of a doubly reinforced concrete rectangular beam, if [img=46x23]1803b9533db5432.png[/img], the ultimate bending moment the section undertakes can be ( ).
    A: calculated by approximating the relationship between [img=8x23]1803b9534526202.png[/img] and [img=14x23]1803b9534d0c9d8.png[/img] as [img=46x23]1803b953549d24e.png[/img]
    B: recalculated according to the case that the area of the tensile reinforcements is unknown
    C: recalculated according to the case that the area of the compressive reinforcements is unknown
    D: determined according to the minimum reinforcement ratio
  • A

    举一反三

    内容

    • 0

      A beam with rectangular cross section is subjected to pure bending. The normal stress distribution on the cross section should be A: [img=223x234]1803277f2c06d7c.png[/img] B: [img=229x233]1803277f373c880.png[/img] C: [img=265x251]1803277f41bd72e.png[/img] D: [img=255x251]1803277f4db7030.png[/img]

    • 1

      A beam with rectangular cross section is subjected to pure bending. The normal stress distribution on the cross section should be A: [img=223x234]1803a10b99083e0.png[/img] B: [img=229x233]1803a10ba37dd25.png[/img] C: [img=265x251]1803a10bae0cf20.png[/img] D: [img=255x251]1803a10bb9dd0ef.png[/img]

    • 2

      The area of section is A, the centroid is C and the moment of inertia of section with respect to the z axis is[img=14x22]1803a25ae5167bc.png[/img] , then [img=21x22]1803a25aee78117.png[/img] is .[img=185x110]1803a25af82e370.jpg[/img] A: [img=55x26]1803a25b03408a9.jpg[/img] B: [img=99x21]1803a25b0d903ef.jpg[/img] C: [img=71x53]1803a25b1883f79.jpg[/img] D: [img=85x56]1803a25b22f93d9.jpg[/img]

    • 3

      初级卵母细胞的核型是 A: 23,X或23,Y B: 46,XY C: 23,X D: 23,Y E: 46,XX

    • 4

      设随机变量[img=52x13]17e0c0edb27595a.gif[/img],[img=60x31]17e0c0edbed05c6.gif[/img],X与Y相互独立,则[img=90x14]17e0c0edcb304a8.gif[/img]= A: -13 B: 15 C: 19 D: 23