π The strength of concrete depends upon both the time as well as temperature during the early period of gain in strength.
π The maturity of concrete is defined as the summation of product of time and temperature
Maturity = ∑ (time x temperature)
π Its units are ℃ hr or ℃ days.
πThe temperature is reckoned from -11 ℃ as origin in the computation of maturity, since hydration continues to take place up to about this temperature.
π Example 1: A sample of concrete cured at 18℃ for 28 days is taken to be fully matured which is equal to ?
Maturity (M28 days) = 28 x 24 x [ 18 - (-11)] = 19488 ℃ hr.
OR
Maturity (M28 days) = 28 x [ 18 - (-11)] = 1092 ℃ days.
π The relationship between maturity and strength of concrete is shown in figure below:
π The maturity concept is very useful for estimating the strength of concrete at any other maturity as a percentage of strength of concrete of known maturity by using the formula:Percentage of strength at maturity of 19800 ℃ hr = A + B log maturity/1000
πPlowman has given the following values of constants A and B
28 day strength at 18 ℃ Coefficients
( M = 19800 ℃ hr/kg/cm^2) A B
< 175 10 68
175 - 350 21 61
350-525 32 54
525- 700 42 46.5
Example 2: The strength of a fully matured concrete sample is found to be 500 kg/cm^2. Find the strength of identical concrete at age of 7 days when cured at an average temperature of 20 ℃ in day and 10 ℃ in night?
Solution: Maturity of concrete at the age of 7 days = ∑ (time x temperature)
= 7 x 12 x [ 20 - (-11)] + [ 7 x 12 x (10-(-11)]
= 4368 ℃ hr
Now A = 32 , B = 54
Percentage of strength of concrete at maturity of 4368 ℃ hr = A + B log (4368/1000)
= 32 + 54 x log (4368/1000)
= 66.5%
Strength at 7 days = 500 x (66.5/100) = 332.5 kg/cm^2
It is really important
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