A review of fibre test methods and reporting

A review of fibre test methods and reporting

by Donal Dowling, Monofloor Project Engineer

With the growing popularity of steel fibre reinforced concrete floors, the issue is in the spotlight of how to verify that there is an even distribution of fibres throughout the concrete mix. 

An even distribution is important to ensure consistent strength across the slab and to reduce the uneven contraction and cracking.

A popular method of on-site testing for fibre distribution is called the “washout” test; and a testing standard exists for this, BS EN 14721:2005 +A1:2007.

However, the usefulness of this test has been called into question by some in the industry, with suggestions that the test findings are not representative of fibre distribution in the final slab, and hence the test is inappropriate.

“Testing the test”

Monofloor set out to “test the test”; and so collaborated with Omega Concrete Testing Services Ltd to monitor their fibre distribution testing at the construction site of a new Lidl distribution centre in Wednesbury, UK.  The flooring contractor, Twintec, was also supportive of the testing.  Monofloor Project Engineer Donal Dowling attended site on 18th August 2016.

The test method explained

The test requires that a measured, random test sample is selected and washed out using a sieve, to leave only the fibres and aggregates.  The sample is then spread out on a polythene sheet, and the steel fibres are picked out using a magnet.  The fibres are then weighed while still wet, and the results recorded.  These show the kg/m3 rate of fibre density in the sample.

Usually three samples will be taken per load, and each will be recorded separately, and then an average will be calculated.

Variables such as mixing time will also be noted on the findings.

Document TR34 4th edition recommends that each sample contains greater than or equal to 80% of the stated minimum fibre density required by the flooring specification.  The average value across the three samples must be greater than or equal to 85%.

At Wednesbury three sets of three tests were undertaken, in order to prove the principle – so nine separate tests in total.

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