IS 9399:1979 is the Indian Standard (BIS) for apparatus for flexural testing of concrete. This standard specifies the requirements for the apparatus used to conduct flexural strength tests on concrete beams. It details the machine frame, load application methods (two-point and central), dimensions and material of rollers, and the accuracy of the load indicating system.
Specification for apparatus for flexural testing of concrete
Key reference values — verify against the current code edition / project specification.
| Reference | Value | Clause |
|---|---|---|
| Purpose | Rig for flexural strength (modulus of rupture) | Scope |
| Loading | Third-point (two-point) loading — constant-moment zone | Critical |
| Rollers | Parallel, free to rotate, accurate span | Critical |
| Output | Modulus of rupture from failure load, span, section | Formula |
| Fracture rule | Outside middle third → standard correction/discard | Procedure |
| Design use | Rigid pavement / PQC (IRC 58) slab thickness | Application |
| Caution | Don't infer flexural from compressive for PQC | Caution |
| Machine | On a calibrated IS 14858 testing machine | Cross-ref |
IS 9399:1979 is the specification for the apparatus for flexural testing of concrete — the beam-loading rig (third-point / two-point loading frame, supports and load-application rollers) used to determine the flexural strength (modulus of rupture) of concrete beam specimens. Flexural strength governs pavement-quality concrete (PQC) and rigid pavement / airfield slab design, where slabs fail in bending fatigue, not crushing.
It sits with the strength-testing stack:
Flexural strength = the extreme-fibre stress at failure of a plain concrete beam — and it is acutely sensitive to how the load is applied. IS 9399 fixes the rig so the modulus of rupture is comparable:
The modulus of rupture is then computed from the failure load, span and beam cross-section. The engineering point: flexural strength is much more setup-sensitive than compressive strength — wrong span, non-parallel rollers, restrained (non-rolling) supports or center-point instead of third-point loading all materially change the number that *directly designs the pavement slab thickness*.
Scenario: pavement-quality concrete for a road/airfield slab, designed on flexural strength per IRC 58.
Step 1 — cast beams: standard flexure beam specimens from the PQC, cured per IS 516 Part 1.
Step 2 — set up the IS 9399 rig: correct span, third-point loading, rollers parallel and free to rotate; mount on a calibrated IS 14858 machine at the IS 516 loading rate.
Step 3 — test & compute: load to failure; compute the modulus of rupture from failure load, span and section (note whether fracture was within the middle third — outside it, the standard correction/rejection rules apply).
Step 4 — judge: compare against the design flexural strength for the pavement; accept/reject the PQC.
Get the geometry wrong (centre-point load, wrong span, seized rollers) and the modulus of rupture is off — and because slab thickness is designed *directly* from it, that error is built into the pavement.
1. Centre-point instead of third-point loading. Different stress state and a different (higher) apparent strength — not comparable to the standard formula.
2. Wrong span or non-parallel/seized rollers. Introduces shear/torsion or restraint; flexure is far more setup-sensitive than compression.
3. Using compressive strength to infer flexural for pavements. Correlations are unreliable; rigid-pavement design needs the *measured* modulus of rupture.
4. Ignoring fracture location. Failure outside the middle third triggers the standard correction/discard rule — applying the plain formula regardless is wrong.
5. Rough handling / poorly cured beams. Flexure specimens are notch-sensitive — a nicked or under-cured beam reads low independent of the concrete.
IS 9399 is reaffirmed and disproportionately important on roads and airfields, because rigid pavements are designed on flexural strength, not compressive strength — the slab thickness comes straight out of the modulus of rupture, so an error in this test is poured into kilometres of pavement. Flexure is the setup-sensitive test: third-point loading, correct span, and freely-rotating parallel rollers are not pedantry — center-point loading or a seized roller shifts the result enough to matter to the design. The other recurring error is *correlating* flexural from compressive strength to save testing — unreliable for PQC acceptance. On pavement work, test flexure properly on a standardised IS 9399 rig and a calibrated IS 14858 machine, respect the middle-third fracture rule, and design to the measured number.
| Parameter | IS Value | International | Source |
|---|---|---|---|
| Standard Structure | Separate standard for apparatus (method in IS 516) | Apparatus and method in a single document | ASTM C78 / C78M-22 |
| Support Span (for 150x150x700 mm beam) | 600 mm | 450 mm (3 x specimen depth) | EN 12390-5:2019 |
| Roller Diameter | 38 mm | 20 mm to 40 mm | EN 12390-5:2019 |
| Loading Rate Unit | Rate of loading (kg/min) | Rate of stress (MPa/s) | EN 12390-5:2019 |
| Testing Machine Accuracy | ±1% of load above 10% of full scale | ±1.0% of indicated load for upper 80% of range (Class 1) | EN 12390-4:2019 |
| Roller Material Hardness | Hardened steel (not quantified) | Rockwell hardness of not less than 55 HRC | ASTM C78 / C78M-22 |