Center of Mass and Rigidity

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15 Terms

1
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  • Often called the Stiffness

  • Will determine how well a wall will react to lateral forces

Wall Rigidities

2
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The rigidity of a wall is dependent on the?

  1. cross-sectional dimensions,

  2. the height of the wall, and

  3. the material it is made of

3
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The rigidity of a wall is defined as ____________. For example, for wall i the rigidity R₁ = 1/8i.

the reciprocal of the deflection

4
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is fixed at its base or foundation and is a vertical cantilever

Cantilever wall

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is fixed both at its base and at the top and restrained against rotation

Fixed wall

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  • Define the formula for deflection of cantilever wall and fixed wall.

  • Define also the meaning of each letter in the formula.

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  • Define the formula for deflection of cantilever wall and fixed wall.(SIMPLE MODE)

  • Define also the meaning of each letter in the formula.

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8
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What are considered as horizontal diaphragms?

Floors and flat roofs of buildings

9
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  • is considered to be rigid or flexible based on its stiffness

  • which is idealized as rigid, is typically a solid concrete slab or concrete on metal deck slab having a span-to-depth (aspect) ratio of 3 or less.

Diaphragm

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  • assumes that the diaphragm is sufficiently stiff to retain its form and engage the vertical elements based on their stiffness or rigidity.

  • Designed to distribute lateral loads to the vertical supporting structural elements of the lateral load resisting system such as shear walls or frames.

rigid diaphragm analysis

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  • It needs to be calculated to determine the location of the seismic shear to be applied to the building.

Center of Mass

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What is the formula of Center of Mass?

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13
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is the origin whereby the seismic force applied to the center of mass of the floor will rotate.

Center of Rigidity

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In Center of Rigidity.

  • When forces are parallel to the length of the wall, its rigidity must be?

  • When forces are perpendicular to the wall, its rigidity is?

  1. determined

  2. conservatively taken as zero.

15
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What is the formula of Center of Rigidity?

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