The two restraint mechanisms, what the mix design controls, and where the limiting temperatures in CIRIA C766 and NSCS actually come from.
Cement hydration releases heat. In a thin section that heat dissipates about as fast as it is generated. In a thick section it does not: the core has nowhere to lose heat to, so its temperature rises — commonly up to 50 °C above placing temperature, depending on binder content and section thickness — while the surface stays close to ambient.
Concrete expands as it heats and contracts as it cools. A section at 45 °C in the core and 20 °C at the face is therefore not at uniform volume: an expanded core is bonded to a cooler, less expanded surface zone. That incompatibility is what generates tensile strain.
The core expands against a cooler surface zone bonded to it, putting the surface in tension. At one to three days the tensile strain capacity is low, so the face cracks — fine, closely spaced cracking, usually not full depth.
The section cools from peak and contracts. Where that contraction is restrained — an existing pour, a kicker, a pile cap — tension develops through the full section. Fewer cracks, wider, and a compliance issue for water-retaining structures.
The two are controlled by different quantities. Internal restraint is governed by the differential across the section. External restraint is governed by the temperature drop from peak and the degree of restraint. A pour can satisfy its differential limit and still crack through on cooling.
Most of what determines the temperature rise is fixed before the concrete is batched.
On GGBS — "slow-gaining" is misleading. Its reactivity is more temperature-sensitive than CEM I in both directions: it accelerates further at elevated temperature and retards further at low temperature, and the effect increases with replacement level.
In the core of a thick section it is not slow. It is slow at the surface and in cold weather. That same sensitivity is why the maturity function applied to it must reflect the actual cementitious combination rather than a default.
These interact, and the distinction matters. At high replacement levels a GGBS mix may not reach the specified strength class at 28 days, so the binder content has to be increased or the water-binder ratio reduced to compensate. Increasing binder content partially cancels the heat benefit the GGBS was specified for.
Allowing compliance at 56 or 90 days avoids that. It is not that later compliance permits a higher replacement level in isolation — it is that it lets you hold a high replacement level without raising total binder content to hit a 28-day figure. C766 makes the same point the other way round: specifying strength at a later age is effectively equivalent to specifying a lower strength class.
A thermal control plan normally specifies two.
There is no single correct value. The limit is a function of the coefficient of thermal expansion and the tensile strain capacity — both largely aggregate-dependent — together with the restraint factor and strength class. Applying the C766 method, a gravel concrete reaches its limiting differential 15 °C below a limestone one — 20 °C against 35 °C. C766 tabulates values for common aggregate types in Table 7.1.
A round 20 °C remains widely quoted, and it is a real C766 figure — but only for gravel. It is the gravel column of the limiting-differential row, which reads 28 °C for granite and 35 °C for limestone. Table A5.2 restates the same differentials from earlier guidance; the two tables diverge in the limiting temperature change rows rather than the differential, by around 1 °C for gravel and more for limestone, with the older figures the less conservative. Where cracking is critical, C766 recommends measuring the coefficient of thermal expansion directly and deriving strain capacity from measured tensile strength and elastic modulus rather than adopting defaults.
The National Structural Concrete Specification sets 65 °C, as a single figure applied regardless of binder. This is not a cracking limit. Above the threshold, sulfate that would normally be bound into ettringite during setting can redissolve and re-form in hardened concrete, expanding as it does — delayed ettringite formation, which manifests years later and cannot be remediated on site.
The 65 °C figure is a conservative default rather than a fixed physical threshold. C766 Appendix A8.3 reproduces risk bands from Quillin (2001) that apply specifically to Portland cement concretes: no risk below 60 °C, very low risk below 70 °C, low risk below 80 °C. Replace enough of the cement — fly ash above 20 % or GGBS above 40 % — and the same source holds that DEF-induced expansion is prevented at peak temperatures up to 100 °C, because there is far less reactive sulfate and aluminate left to cause it.
NSCS does not build that distinction into its clause, so 65 °C is what applies unless the project agrees otherwise. In practice, a case for a higher project-specific limit — backed by the mix's SCM content and the DEF evidence behind it — is a normal thing to put to the design engineer on a GGBS or fly ash mix, not an exception to argue for from nothing.
The differential is taken between a sensor at the hottest point in the core and one in the surface zone, typically at cover depth. Two things determine whether the value is meaningful: sensor position, and which face is instrumented. The critical face is normally the one losing heat fastest — the exposed top surface overnight, the windward face, or the first to be struck.
Limits apply through cooling as well as heating. The highest-risk point is often striking: removing formwork exposes a warm face to ambient and the differential can rise sharply within minutes. A section that has performed for three days can crack within an hour of being struck. Insulation retained after striking controls the rate of surface cooling.
Continuous temperature records demonstrating that the limits held, at what margin and for how long. That closes out the thermal control plan, and it informs whether the next pour's controls can be relaxed or need tightening.
Designing it out — every limit above is easier to meet if the mix and section were assessed before the pour. Thermal modelling predicts peak temperature and differential for the actual mix in the actual section, to within about two degrees, while the variables are still cheap to change.
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