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Static indentation hardness testing of concrete: a long established method revived

机译:混凝土静态压痕硬度测试:复兴了悠久的方法

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Hardness (even in-situ) testing of materials offers the potential of strength estimation by means of a much simpler test than the direct compressive or tensile strength testing. Nevertheless, the theoretical approaches of contact mechanics and hence that of hardness has several gaps. In the technical literature limited number of experimental studies is available on cement mortars and concretes by static ball indentation hardness testing devices. It can be found that a power function can suitably characterize the relationship between the Brinell hardness and the compressive strength of concrete in those cases where one load level is applied for testing. A much detailed analysis can be provided if several load levels are used. Power functions between the indenter load (F) and the residual impression diameter (d) can be formulated for different concrete strengths, F ∝ a×d^sup n^ , of those empirical parameters a and n are material properties as it was demonstrated for metals by Meyer in 1908. Objective of present experimental study was to thoroughly investigate normal weight hardened concrete specimens by a static ball indentation hardness testing laboratory device at several load levels on a wide range of compressive strength and age of concrete at testing. It was found that the power in the Meyer relationship is apparently a constant for concrete, independently of the water-cement ratio and the age at testing, while the multiplier in the Meyer relationship is very sensitive to both influencing factors. The results disproved the hypothesis of the power function relationship between the residual indentation diameter and the compressive strength of concrete with a power of -4.0 published in the technical literature. The results confirmed the existence of a linear general model for the relationship between the compressive strength and the Brinell hardness of concrete, as an average power of 1.128 was found. [PUBLICATION ABSTRACT]
机译:与直接抗压强度或拉伸强度测试相比,材料的硬度(甚至原位)测试通过更简单的测试提供了强度估算的潜力。尽管如此,接触力学的理论方法以及硬度的理论方法仍然存在一些空白。在技​​术文献中,通过静态球压痕硬度测试设备对水泥砂浆和混凝土进行的实验研究数量有限。可以发现,在使用一个载荷水平进行测试的情况下,幂函数可以适当地表征布氏硬度与混凝土的抗压强度之间的关系。如果使用多个负载水平,则可以提供详细的分析。压头载荷(F)和残余压痕直径(d)之间的幂函数可以针对不同的混凝土强度公式化,F ∝ a×d ^ sup n ^,其中的经验参数a和n是材料特性,如针对于1908年由Meyer用金属制造。本实验研究的目的是通过静态球压痕硬度测试实验室设备,在多种载荷水平下,在广泛的抗压强度和混凝土使用寿命上,彻底研究正常重量的硬化混凝土试样。已发现,与混凝土的水灰比和试验年龄无关,迈耶关系中的幂对于混凝土而言显然是一个常数,而迈耶关系中的乘数对这两个影响因素都非常敏感。该结果反驳了技术文献中所公布的残余压痕直径与混凝土抗压强度之间的幂函数关系(功率为-4.0)的假设。结果证实,存在抗压强度与混凝土布氏硬度之间关系的线性通用模型,其平均功率为1.128。 [出版物摘要]

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    《Építöanyag》 |2011年第2期|p.2-8|共7页
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    KATALIN SZILÁGYI * BME Dept. of Construction Materials and Engineering Geology * ilagyikt@gmail.comA DORJÁN BOROSNYÓI *BME Dept. of Construction Materials and Engineering Geology * adorjan.borosnyoi@gmail.comK RISTÓF DOBÓ * BME Dept. of Construction Materials and Engineering Geology * kristofdobo@gmail.comReceived: 06.02.2011. * Érkezett: 2011.02.06.Katalin SZILÁGYIis civil engineer (MSc), PhD candidate at the Department of Construction Materials and Engineering Geology, Budapest University of Technology and Economics. Main fields of interest: diagnostics of concrete structures, non-destructive testing of concrete, concrete technology, shrinkage compensation of concretes. Member of the Hungarian Group of fib and the SZTE Concrete Division.Dr. Adorján BOROSNYÓIis civil engineer (MSc), PhD, Associate Professor at BME Dept. of Construction Materials and Engineering Geology. Main fields of interest: cracking and deflection of reinforced concrete, application of non-metallic (FRP) reinforcements for concrete structures, bond in concrete, nondestructive testing of concrete. Secretary of the fib Task Group 4.1 "Serviceability Models" and Chairman of the SZTE Concrete Division.Kristóf DOBÓis civil engineer (BSc) student at BME Dept. of Construction Materials and Engineering Geology. Main fields of interest: material modelling, hardness testing of concrete.;

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