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Compressive strength test of masonry prism
Short answer
Construct a masonry prism at least 400 mm high (h/t=2–5), cure 28 days under damp cloth. Cap bed faces with plywood, center in compression machine, load at 350–700 kN/m/min to failure. Calculate fm = (P/A)*k (correction factor from IS 1905 Table 12, e.g. 0.73 for h/t=2, 1.00 for h/t=5); basic compressive stress = 0.25 fm.
Explain the compressive strength test of brick masonry prism (procedure to test a brick masonry prism in the laboratory).
Compressive strength test of a brick masonry prism (IS 1905 Appendix B)
Aim: to determine the compressive strength of masonry built with the actual brick, mortar and workmanship, so that the basic compressive stress can be fixed.
Specimen: a prism of bricks laid in a stack bond or the actual bond, at least 400 mm high, with height-to-thickness ratio () of 2 to 5 (preferably 4 to 5), joints and mortar as in the work. Moisture content of the bricks and mortar consistency are the same as will be used on site. Test after 28 days.
Procedure
- Build prisms on a flat base; cure under damp cloth and polythene for 28 days.
- Cap the bed faces with sheets of plywood (4 mm) slightly larger than the prism.
- Centre the prism in the compression testing machine with a spherically seated platen so that load is applied evenly over the whole top and bottom surfaces.
- Apply load at a rate of 350 to 700 kN/m per minute (uniform) to failure; record failure load and the mode of failure (vertical splitting).
- Test at least 5 prisms and average.
P
v
+-----+ <- ply/cap
|=====|
|brick| h
|=====| (h/t = 2 to 5)
|brick|
+-----+
ply cap
Calculation
where = bed area, = correction factor for (Table 12): 0.73 for , 0.80 for 2.5, 0.86 for 3.0, 0.91 for 3.5, 0.95 for 4.0 and 1.00 for 5.0. The basic compressive stress is 0.25 times the prism strength.
✓ Answer checked by Claude Opus 5.5 (high effort)
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