Concrete mix design — “method of voids” assumptions for estimating cement paste volume In the method of voids used for proportioning concrete, which of the following working assumptions are typically made to estimate the required quantity of cement paste and fine aggregates? Select the option that includes all correct assumptions.

Difficulty: Easy

Correct Answer: All of the above

Explanation:


Introduction / Context:
The “method of voids” is a classic empirical approach in concrete mix design. It estimates the quantities of fine aggregate and cement paste needed to fill the voids in coarser constituents, with small allowances to ensure full packing and workability.


Given Data / Assumptions:

  • Concrete is proportioned so that each smaller fraction fills the voids of the larger fraction.
  • Allowances (about 10–15%) are added to cover surface coating, workability, and placement losses.
  • Target is a dense, workable mix with minimal entrapped air.


Concept / Approach:

Coarse aggregate skeleton contains voids. Fine aggregate is selected to fill these voids plus a small margin to compensate for imperfect packing. Remaining voids within the fine aggregate matrix are then filled by cement paste, again with an allowance to provide lubrication, reduce bleeding, and ensure cohesion during compaction and finishing.


Step-by-Step Solution:

Start with measured/assumed voids in coarse aggregate.Provide fine aggregate volume ≈ voids in coarse + about 10%.Determine voids within the fine aggregate mass.Provide cement paste volume ≈ those voids + about 15%.This hierarchy ensures dense packing and workable paste coating.


Verification / Alternative check:

Trial batches confirm or fine-tune allowances by checking slump, bleeding, segregation, and unit weight; adjustments keep the same logic of void filling with modest overages.


Why Other Options Are Wrong:

  • Each single statement (a–d) is correct but incomplete on its own; the comprehensive choice is the only fully correct answer.


Common Pitfalls:

  • Ignoring grading effects; poorly graded fines require larger paste volumes than estimated.
  • Confusing “percent extra” figures; these are typical starting values and need verification by trials.


Final Answer:

All of the above.

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