Match List – l (Type of stress) with List – ll (Allowable value of stress) and select the correct answer using the codes given below the lists: (f y= minimum yield stress of steel) List – I List – II A. Axial tension 1. 0.75 f y B. Bending tension 2. 0.66 f y C. Maximum shear stress 3. 0.60 f y D. Bearing stress 4. 0.45 f y
A-3, B-2, C-4, D-1
This question requires matching different types of stresses encountered in steel structures with their corresponding allowable stress values. These allowable values are typically defined as a fraction of the steel's minimum yield stress, denoted as $f_y$. We need to correctly pair each stress type from List I with its allowable limit from List II.
Based on common engineering practices and design codes, the following matches are established to determine the allowable stress limits for various conditions:
When a steel member is subjected to a load pulling it equally along its length (axial tension), the maximum stress it can safely withstand is limited. For axial tension, the allowable stress is commonly taken as $0.60 f_y$.
Bending tension occurs when a member is subjected to bending moments, causing tensile stresses on one side. While extreme fiber stress in bending is often limited to $0.75 f_y$, this specific matching indicates an allowable bending tensile stress of $0.66 f_y$ in this context.
Shear stress arises from forces acting parallel to a surface. In structural steel design, particularly for elements like the web of beams or plates, the maximum allowable shear stress is typically limited to prevent shear failure. A commonly used value is $0.45 f_y$.
Bearing stress occurs at the contact surface between two parts when a load is applied. This is common in connections where members rest on or bear against each other. The allowable bearing stress is generally set at a higher value, often $0.75 f_y$, reflecting the nature of this stress distribution.
Synthesizing these points, the correct matching between the type of stress and its allowable value is:
This corresponds to option 3.
As per IS 800, the efficiency of a riveted joint having the minimum pitch is:
As per IS 800, the minimum pitch of rivets in a row is recommended as:
The distance between the centre of two consecutive rivets measured along a row of rivets is known as ______.
If the working stress in bearing in power driven rivets is 300 N/mm2 and a double riveted double cover butt joint is used to connect plates of 12 mm thick, then the strength of rivet in bearing is
(Given: The nominal diameter of rivet = 22 mm)
As per IS:800-1984, the minimum pitch of rivets in a row is recommended as the diameter of the rivet times