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Determination and Application of the Sharp Degradation Point of Concrete under Environmental Actions
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作者 周锡武 卫军 罗昕 《Journal of China University of Geosciences》 SCIE CSCD 2006年第2期181-184,共4页
To study the sharp degradation point of concrete durability, damage at the characteristic failure point under loads was first obtained by the application of the one-dimensional stress-strain relationship of Saenz. The... To study the sharp degradation point of concrete durability, damage at the characteristic failure point under loads was first obtained by the application of the one-dimensional stress-strain relationship of Saenz. Then based on the principle that damage at the characteristic failure point subjected to loads is equal to the damage in accordance with the characteristic point of concrete durability under environmental actions, the sharp degradation point of concrete durability was determined. The results were applied to the case of concrete suffering freeze-thaw actions. Good accordance between experimental results and forecasted results indicated the reliability of this method. 展开更多
关键词 CONCRETE DURABILITY sharp degradation point damage freeze-thaw.
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A sharp estimate of positive integral points in6-dimensional polyhedra and a sharp estimate of smooth numbers
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作者 LIANG Andrew YAU Stephen ZUO Huai Qing 《Science China Mathematics》 SCIE CSCD 2016年第3期425-444,共20页
Inspired by Durfee Conjecture in singularity theory, Yau formulated the Yau number theoretic conjecture(see Conjecture 1.3) which gives a sharp polynomial upper bound of the number of positive integral points in an n-... Inspired by Durfee Conjecture in singularity theory, Yau formulated the Yau number theoretic conjecture(see Conjecture 1.3) which gives a sharp polynomial upper bound of the number of positive integral points in an n-dimensional(n≥3) polyhedron. It is well known that getting the estimate of integral points in the polyhedron is equivalent to getting the estimate of the de Bruijn function ψ(x, y), which is important and has a number of applications to analytic number theory and cryptography. We prove the Yau number theoretic conjecture for n = 6. As an application, we give a sharper estimate of function ψ(x, y) for 5≤y < 17, compared with the result obtained by Ennola. 展开更多
关键词 integral points tetrahedron sharp estimate
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