Concrete technology — minimum water–cement ratio for workability What is the typical minimum water–cement (w/c) ratio required to obtain a workable concrete mix (assuming normal aggregates and no special admixtures)?

Difficulty: Easy

Correct Answer: 0.40

Explanation:


Introduction / Context:
Workability describes how easily concrete can be mixed, placed, and compacted without segregation. The water–cement ratio (w/c) is a primary lever affecting both workability and strength, so designers must balance these competing demands.


Given Data / Assumptions:

  • Ordinary Portland cement with typical fines content.
  • Normal aggregates and standard grading.
  • No high-range water reducer (superplasticizer) assumed.


Concept / Approach:
At very low w/c (≈0.30), paste is inadequate for lubrication, causing harsh mixes. Around w/c ≈ 0.40, mixes begin to achieve workable consistency with proper compaction. Higher w/c further increases flow but reduces strength and durability. Hence, a practical minimum for workability without admixtures is about 0.40.


Step-by-Step Solution:

Define workable mix target: placeable and finishable with vibration.Relate paste volume and lubrication to w/c.Select boundary where mixes transition from harsh to workable → ≈0.40.Note that strength decreases as w/c increases beyond the minimum required for workability.


Verification / Alternative check:
Empirical mix design methods (e.g., widely used codes and handbooks) often start around w/c 0.40–0.50 depending on slump; 0.40 is a common lower bound without chemical admixtures.


Why Other Options Are Wrong:

  • 0.30: typically too low for workability without plasticizers.
  • 0.50 or 0.60: workable but not minimum; they risk excess bleeding and lower strength.
  • 1.00: impractically high; leads to segregation and poor properties.


Common Pitfalls:
Assuming higher water always improves placement. Excess water harms strength, increases shrinkage, and reduces durability. Use admixtures or better grading to improve workability at lower w/c.


Final Answer:

0.40

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