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According to IS:10262 (2009), f'_ck = f_ck + 1.65s where, f'_ck = Target Mean Compressive strength at 28 days in N/mm2 f_ck = Characteristic... India Section Post New Message Re: Quality control Standards in India Reply to Group Online Reply to Group Mar 28, 2025 11:28 AM Arth Patel According to IS:10262 (2009),f'_ck = f_ck + 1.65s where, f'_ck = Target Mean Compressive strength at 28 days in N/mm2 f_ck = Characteristic Compressive strength at 28 days in N/mm2 (In this case is 40 N/mm2 for M40 concrete)s = Standard deviation N/mm2 Assuming value of standard deviation (s) Let us assume that project doesn't has proper site control check. Using table 1 (Pg. 2), s = 5 + 1 = 6 N/mm2 f'_ck = 40 + 1.65(6) = 49.9 N/mm2 Maybe due to usual site practice, value of 52 N/mm2 is considered as target mean compressive strength (anyways on conservative side). If you are provided with proper data then please verify same using actual standard deviation (s).------------------------------ArthPatel------------------------------ Reply to Group Online View Thread Like × New Best Answer This thread already has a best answer. Would you like to mark this message as the new best answer? Related Content Quality control Standards in India Venkata Prem Kumar Janapala Added 02-27-2022 Discussion Thread 2 Activities in India Vibhanshu Mishra Added 09-29-2017 Discussion Thread 2 Smart Infrastructure in Traffic Engineering Vardhan Dongre Added 07-30-2017 Blog Entry ASCE India Symposium " NIRMAAN" 2022 Har Amrit Sandhu Added 12-12-2021 Discussion Thread 1 Vastu Shastra For Building Construction – Beliefs, Benefits,Tips and Limitations used in India Prashant Chandel Added 07-27-2017 Blog Entry © 2025 American Society of Civil Engineers Powered by Higher Logic
According to IS:10262 (2009),f'_ck = f_ck + 1.65s
where,
f'_ck = Target Mean Compressive strength at 28 days in N/mm2 f_ck = Characteristic Compressive strength at 28 days in N/mm2 (In this case is 40 N/mm2 for M40 concrete)s = Standard deviation N/mm2
Assuming value of standard deviation (s)
f'_ck = 40 + 1.65(6) = 49.9 N/mm2
If you are provided with proper data then please verify same using actual standard deviation (s).