If you’re ever wondering what a maturity calibration curve (graph shows strength vs maturity in °C-Hrs) could tell you about the time needed to reach a target strength, there is a simple calculation can give you enough information to at least see what’s feasible.

Maturity, using the Nurse-Saul method, is given in units of °C-Hours.   The calculation is simply “Time x Temperature” with the units of time being hours, and units of temperature in °C.  Assuming the common datum temperature of 0 °C, the math gets that simple:  Maturity = Time x Temperature.  Just be sure you get the units right.

Let’s assume you need 4,000 PSI and your calibration curve says the maturity needed for 4,000 PSI is 3,500 °C-Hrs.  How long is that?  A convenient first approximation is to see how long 3,500 °C-Hrs is at a comfortable 23 °C (73 °F) temperature.  Maturity/Temperature  = time, 3500 °C-hrs/23 °C = 152 hours, which is a little over 6 days.  If your goal is 4,000 PSI in 7 days and it’s warm outside, then you’re probably fine with that mix design.  If you need the 4,000 PSI in 3 days, then what do you need to do to get there?  You need higher temperatures!  How high?  Temp = Maturity/Time,  Temp = 3,500 °C-Hrs/(3 days* 24hrs/day) = 49 °C (104 °F).  Is it reasonable for the concrete to have an average curing temperature of at least 49 °C?   Mass concrete in Florida during July – you’re just fine.  A thin elevated deck during January in Chicago – you’ll either have to supply supplementary heat or use a “hotter” mix.

This simple calculation is especially insightful when considering leaner, lower cost mix designs.  Take the example where you need to achieve 3,000 PSI in 2 days and your maturity data says you are achieving 5,000 PSI in 2 days using your expensive high-early mix.  Would a standard lower-cost mix design still get you there?  Grab the calibration curve for the leaner mix, see what maturity is necessary, divide maturity by 48 hours and see what average curing temperature you need (remember, that’s the temperature of the concrete, not the ambient temperature).  Compare the calculated temperature to the temperatures profile you’re currently getting with the high-early mix. Considering that the leaner mix will run somewhat cooler, is it likely that the average 48 hour concrete temperature will be at or above what the maturity calculation said?  This simple calculation can at least tell you yes, no or maybe.  For a 60 second effort, that’s a lot of insight.