The basic stress in masonry units having height to width ratio of 1.5 may be increased by a factor of

Discussion - Masonry Shape Factor MCQ

The basic stress in masonry units having height to width ratio of 1.5 may be increased by a factor of:

A. 1.2
B. 1.4
C. 1.6
D. 2.0
Correct Answer: C. 1.6

🔬 Understanding the Shape Modification Factor

The compressive strength of a masonry unit (like a brick or block) is not an absolute value. It is influenced by the unit's geometry. The standard crushing strength test is performed on a specimen with a specific shape. If the actual units used in construction have a different shape, their effective strength will be different. To account for this, design codes like IS 1905 provide a "Shape Modification Factor."

The Principle: The strength is related to the height-to-width ratio (or height-to-thickness ratio) of the unit. Squatter, more stable units (with a low ratio) are less prone to buckling and exhibit higher effective strength. Taller, more slender units (with a high ratio) are more likely to buckle and have a lower effective strength. The code allows for an increase in the basic permissible stress for squatter units.

⚖️ Detailed Analysis of IS 1905 Table 9

The question requires us to find the specific increase factor for a masonry unit with a height-to-width ratio of 1.5. This is given in Table 9 of IS 1905:1987.

Height to Width Ratio of Unit Shape Modification Factor
0.6 or less 1.0
0.75 1.1
1.0 1.2
1.5 1.6
2.0 1.8
3.0 2.0
4.0 or more 2.0

(c) 1.6

Why it's correct: As shown in the table from IS 1905, for a masonry unit with a height-to-width ratio of 1.5, the basic permissible compressive stress can be multiplied by a factor of 1.6.

💡 Study Tips for Masonry Design Codes

  • Squatter is Stronger: Remember the general trend: as the height-to-width ratio decreases (the brick gets squatter), the shape modification factor increases, meaning you can allow for higher stress.
  • Memorize Key Ratios: For exams, it's highly beneficial to memorize a few key pairs from this table, especially the common ones:
    • Ratio 1.0 → Factor 1.2
    • Ratio 1.5 → Factor 1.6
  • Don't Confuse with Slenderness Ratio: The shape modification factor applies to the individual masonry *unit*. The slenderness ratio applies to the entire *wall* or column.
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