ACI CLTT-2 study materials
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ACI CLTT-2: Laboratory Concrete Testing: Control, Conditioning, and Calculation

ACI CLTT-2 · Work through your exam, one topic at a time.

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Laboratory Concrete Testing: Control, Conditioning, and Calculation

What the lab is really measuring

A concrete test result is only as good as the chain of custody behind it. Candidates must understand sampling (representative sample, more than one increment, remixing before testing), specimen preparation (mold type, number of layers and rod blows, consolidation by vibration for low-slump or stiff mixes), and curing/conditioning (standard moist curing, or job-site curing when the question asks about the structure rather than the potential of the mix).

Core tests and their governing logic

Know the purpose and failure modes of slump (workability, not strength), air content by pressure meter or volumetric method, unit weight, and compressive strength. Compressive strength depends on specimen geometry, cap planeness and alignment, loading rate, and age. Cylinder ends must be capped or ground so the load is axial; a tilted or unbonded cap produces low, erratic breaks. Strength is calculated as load divided by the measured cross-sectional area, and reported to the nearest 10 psi (0.1 MPa) for standard cylinders.

Traps that appear in questions

  • Confusing acceptance testing (field cylinders) with informational testing.
  • Forgetting that the loading rate must be held within a specified range until failure; a fast rate inflates strength.
  • Assuming a broken cylinder is invalid - a fracture pattern outside the specified pattern may still be acceptable if strength is adequate.
  • Mixing up air-content methods: the pressure method is unsuitable for some lightweight or highly porous aggregates.

Worked example

A 6.00 in. diameter cylinder breaks at 96,000 lbf. Area = π(3.00)² = 28.27 in². Strength = 96,000 / 28.27 = 3,396 psi, reported as 3,400 psi. Rule of thumb: a 6 × 12 in. cylinder has about 28.3 in², so divide the load in pounds by 28.3 - or roughly, every 28,000 lbf equals about 1,000 psi.