L2: Structural loads and internal responses

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17 Terms

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Types of loads

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<p>Section cut and internal forces</p>

Section cut and internal forces

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Internal forces are distributed throughout beam actions in the form of stresses and known as…

Stress resultants

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Notation: N, Q, M

N - normal axial forces within

Q - shear force

M - bending moment

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Section cut and internal forces N, Q, M

  • coordinate x is always with direction of beam and points to right

  • If normal vector n is in opposite direction of x, then face is negative

  • M is positive when it causes the upper surface of the beam to become concave and the lower surface convex (sagging bending moments)

<ul><li><p>coordinate x is always with direction of beam and points to right</p></li><li><p>If normal vector n is in opposite direction of x, then face is negative </p></li><li><p>M is positive when it causes the upper surface of the beam to become concave and the lower surface convex (sagging bending moments)</p></li></ul><p></p>
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Positive moment

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Negative moment

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In stress resultant diagrams we always draw M where?

On the tensile side of a beam

<p>On the tensile side of a beam</p>
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The section cuts must be taken how?

One before and one after the position of the concentrated load. If we have only distribution load then one cut is enough as there will be only one value for all stress resultants. So the number of cuts depend on the jumps of discontinuity

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