The strength of compression members subjected to axial compression is defined by curves corresponding to _______ classes.
a, b, c and d
Compression members are structural elements designed to resist axial compressive loads. Their strength is a critical factor in structural design, and it is significantly influenced by how they behave under compression, particularly regarding buckling.
Structural design codes, such as Eurocode or Indian Standards (like IS 800), classify the cross-sections of structural steel members based on their slenderness and susceptibility to local buckling when subjected to compression or bending. This classification helps determine which design method is appropriate and how to calculate the member's resistance.
For compression members subjected to axial compression, the codes define strength curves. These curves account for the member's overall slenderness and the residual stresses, and they are associated with specific cross-section classes. The behaviour of a compression member under load depends on its slenderness, leading to different buckling curves.
Based on experimental data and theoretical analysis, structural steel codes typically define multiple buckling curves (or strength curves) to cover a range of member types and slenderness ratios. These curves are linked to cross-section classes.
The classification relevant to the strength of compression members subjected to axial compression is typically given by classes:
These classes correspond to different levels of susceptibility to buckling, with class 'a' generally representing sections most resistant to buckling and class 'd' representing sections more prone to buckling, especially local buckling affecting overall capacity at higher slenderness.
The choice of the appropriate strength curve (and thus the corresponding class) depends on factors like the shape of the cross-section, the axis of buckling, and the steel grade.
| Term | Explanation |
|---|---|
| Compression Member | A structural element primarily subjected to compressive axial force. |
| Axial Compression | A compressive force applied along the longitudinal axis of the member. |
| Buckling | A sudden large deformation of a structural member subjected to compressive stress, occurring at a stress level below the yield strength of the material. |
| Strength Curve | A graphical representation showing the relationship between the non-dimensional slenderness ratio and the reduction factor for buckling resistance, used to determine the strength of compression members. |
| Cross-section Classes (a, b, c, d) | Classifications defined in design codes based on the width-to-thickness ratios of plate elements in a cross-section, influencing its behaviour under compression and bending, and linked to the appropriate strength curve for buckling. |
The strength of a compression member is often limited by buckling rather than the yield strength of the material, especially for slender members. Buckling can be global (affecting the entire member) or local (affecting individual plate elements within the cross-section).
The strength curves (classes a, b, c, d) are primarily used to account for global buckling effects and imperfections. The curve chosen for design depends on the cross-section type and the axis about which buckling occurs.
Design codes provide tables or rules to assign the correct buckling curve (and hence class) to a specific compression member based on its shape (e.g., I-section, H-section, hollow section), dimensions, and the axis of buckling.
For example, in many codes, different curves are assigned for buckling about the strong axis versus the weak axis for an I-section because their effective slenderness and residual stress distributions might differ, leading to different buckling behaviours which are captured by the specific strength curves (classes a, b, c, d).
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Which one of the following is a compression member?
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