A W12x96 shape is used as a column member in a steel frame structure. The critical length for strong axis bending is Lcx=50 ft while the critical length for weak axis bending is Lcy=30 ft. Compute the “squashing” load for the column. Compute the slenderness ratio, Lcx/rx, for strong axis buckling. Compute the Euler buckling load, Pe, for strong axis buckling. Compute the slenderness ratio, Lcy/ry, for weak axis buckling. Compute the Euler buckling load, Pe, for weak axis buckling. Would this column be considered a “short” column? Explain your answer.
A W12x96 shape is used as a column member in a steel frame structure. The critical length for strong axis bending is Lcx=50 ft while the critical length for weak axis bending is Lcy=30 ft. Compute the “squashing” load for the column. Compute the slenderness ratio, Lcx/rx, for strong axis buckling. Compute the Euler buckling load, Pe, for strong axis buckling. Compute the slenderness ratio, Lcy/ry, for weak axis buckling. Compute the Euler buckling load, Pe, for weak axis buckling. Would this column be considered a “short” column? Explain your answer.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
A W12x96 shape is used as a column member in a steel frame structure. The critical length for strong axis bending is Lcx=50 ft while the critical length for weak axis bending is Lcy=30 ft.
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Compute the “squashing” load for the column.
-
Compute the slenderness ratio, Lcx/rx, for strong axis buckling.
-
Compute the Euler buckling load, Pe, for strong axis buckling.
-
Compute the slenderness ratio, Lcy/ry, for weak axis buckling.
-
Compute the Euler buckling load, Pe, for weak axis buckling.
-
Would this column be considered a “short” column? Explain your answer.
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