Crack Detection in a Simply Supported Rc Beam Using Simplified Laplacian
نویسنده
چکیده
This paper describes the detection and identification of cracking severity in a reinforced concrete beam using modal data. Experimental modal test was performed on the beam before and after application of load of increasing intensity to induce a single crack at a fixed location. Modal parameters extracted were categorised into hvo groups, namely local response parameter (mode shape data) and global response parameters. Local&d changes such as cracking reduce the stiffness of the structnre, and therefore caused a localised change in the discrete function of the mode shape. From a previous research [‘I, Laplacian Operator was initially proposed. However, when applied to a non-homogenous and composite material such as reinforced concrete, the operator was too sensitive and did not yield meaninghI results. Hence, a simplified Laplacian operator was suggested. In this investigation, it was found that global response such as natural frequency is a good indicator to detect the occurrence of the deterioration in the strwtnre. However, the local response data such as mode shape was required to detect the defect location accurately and a simplified Laplacian operator worked quite successfnlly. Furthermore, it was observed that the higher frequency modes tend to detect the occurrence of cracking in the earlier stages.
منابع مشابه
Crack Detection of Fixed-Simply Supported Euler Bernoulli Beam Using Elman Networks
In this paper, the crack detection and depth ratio estimation method are presented in beamlikestructures using Elman Networks. For this purpose, by using the frequencies of modes asinput, crack depth ratio of each element was detected as output. Performance of the proposedmethod was evaluated by using three numerical scenarios of crack for fixed-simply supportedbeam consisting of a single crack...
متن کاملDamage Detection of Axially Loaded Beam: A Frequency-Based Method
The present study utilizes an analytical method to formulate the three lowest modal frequencies of axially-loaded notched beam through both crack location and load level in a specific format that can be used in existing frequency-based crack-identification methods. The proposed formula provides a basis to shift into two states, one with axial loading and the other without any loading whatsoever...
متن کاملA crack localization method for beams via an efficient static data based indicator
In this paper, a crack localization method for Euler-Bernoulli beams via an efficient static data based indicator is proposed. The crack in beams is simulated here using a triangular variation in the stiffness. Static responses of a beam are obtained by the finite element modeling. In order to reduce the computational cost of damage detection method, the beam deflection is fitted through a poly...
متن کاملEmbedded Crack Identification in Beam-Column Structures Under Axial Load Using an Efficient Static Data Based Indicator
A triangular model base on an investigation which has done by Sinha et al. has been developed for evaluating embedded crack localization in beam-column structures. In the assessment of this member’s behavior, the effects of displacement slope are necessary. In order to propose a crack localization method for embedded crack, an efficient static data based indicator is proposed for this crack in ...
متن کاملCrack Detection In Functionally Graded Beams Using Conjugate Gradient Method
In this paper the conjugate gradient (CG) method is employed for identifying the parameters of crack in a functionally graded beam from natural frequency measurement. The crack is modeled as a massless rotational spring with sectional flexibility. By using the Euler-Bernoulli beam theory on two separate beams respectively and applying the compatibility requirements of the crack, the characteris...
متن کامل