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研究生: Ifta Minka
Ifta - Minka
論文名稱: 使用Haar小波轉換(HWT)以超音波傳播數值分析研究混凝土碳化
Numerical Study on Concrete Carbonation with Ultrasonic Wave Propagation Using Haar Wavelet Transform (HWT)
指導教授: 張大鵬
Ta-Peng Chang
口試委員: 林宜清
Lin, Yi-Ching
陳君弢
Chen, Chun-Tao
Helsin, Wang
Helsin, Wang
學位類別: 碩士
Master
系所名稱: 工程學院 - 營建工程系
Department of Civil and Construction Engineering
論文出版年: 2012
畢業學年度: 100
語文別: 英文
論文頁數: 102
中文關鍵詞: Haar wavelet transform (HWT)Signal processingCarbonationNon-destructive test of concrete
外文關鍵詞: Non-destructive test of concrete, Carbonation, Signal processing, Haar wavelet transform (HWT)
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  • Concrete is a widely used material in the world. Concrete as an exterior component must resist to severe aggressive agents and reactive agents. Carbonation of concrete is one type of concrete deteriorations which are able to deliver corrosion of reinforced bars and change the characteristic of concrete material. Generally, the detection of carbonation was conducted using phenolphthalein 1% solution. However, previous experiment showed that this method is destructive and may not be able to indicate the significance of detailed carbonation. Therefore, this paper focuses on developing a nondestructive ultrasonic pulse velocity method to estimate the carbonation depth with a signal processing technique, called Haar wavelet transform (HWT). In this research, the transformation result of HWT transformation is used to evaluate the carbonation damaged of concrete material from numerical simulation of finite element model. Then this method is also verified by experimental work.
    Numerical simulation with ultrasonic wave propagation is delivered by using the commercial finite element analysis software LS-DYNA in which a 2-D axisymmetric finite element model is used to simulate concrete carbonated model of 40 mm of thickness and 60 mm of length. Two layers, three layers, four layers and five layers consist of carbonated layer with different thickness overlaying and percentage increase (%) of Young’s modulus (17%14%) overlaying un-carbonated concrete (ordinary concrete).
    The numerical results show that Haar wavelet transform could be used for depth detection with an error less than 3% and the accuracy of detection depends on the acoustic impedance (Z) at each layer of carbonation models. A double layered and multi layered carbonation models with ratio of acoustic impedance higher than 1.20 could be effectively identified carbonation layered.


    Concrete is a widely used material in the world. Concrete as an exterior component must resist to severe aggressive agents and reactive agents. Carbonation of concrete is one type of concrete deteriorations which are able to deliver corrosion of reinforced bars and change the characteristic of concrete material. Generally, the detection of carbonation was conducted using phenolphthalein 1% solution. However, previous experiment showed that this method is destructive and may not be able to indicate the significance of detailed carbonation. Therefore, this paper focuses on developing a nondestructive ultrasonic pulse velocity method to estimate the carbonation depth with a signal processing technique, called Haar wavelet transform (HWT). In this research, the transformation result of HWT transformation is used to evaluate the carbonation damaged of concrete material from numerical simulation of finite element model. Then this method is also verified by experimental work.
    Numerical simulation with ultrasonic wave propagation is delivered by using the commercial finite element analysis software LS-DYNA in which a 2-D axisymmetric finite element model is used to simulate concrete carbonated model of 40 mm of thickness and 60 mm of length. Two layers, three layers, four layers and five layers consist of carbonated layer with different thickness overlaying and percentage increase (%) of Young’s modulus (17%14%) overlaying un-carbonated concrete (ordinary concrete).
    The numerical results show that Haar wavelet transform could be used for depth detection with an error less than 3% and the accuracy of detection depends on the acoustic impedance (Z) at each layer of carbonation models. A double layered and multi layered carbonation models with ratio of acoustic impedance higher than 1.20 could be effectively identified carbonation layered.

    ABSTRACT i ACKNOWLEDGMENTS ii TABLE OF CONTENTS iv LIST OF FIGURES vi LIST OF TABLES ix CHAPTER 1 INTRODUCTION 10 1.1 RESEARCH BACKGROUND 10 1.2 OBJECTIVES OF RESEARCH 14 1.3 ORGANIZATION OF THESIS 15 CHAPTER 2 LITERATURE REVIEW 18 2.1 INTRODUCTION 18 2.2 APPLICATION OF CONCRETE NON-DESTRUCTIVE TEST 18 2.3 NON-DESTRUCTIVE TEST USING ULTRASONIC METHOD 19 2.4 CARBONATION OF CONCRETE 22 2.5 WAVE PROPAGATION 23 2.5.1 Wave propagation in solid materials 24 2.5.2 Wave velocity and Wavelength 24 2.6 LAW OF REFRACTION 26 2.7 ACOUSTIC IMPEDANCE (Z) 26 2.8 HAAR WAVELET TRANSFORM 31 2.8.1 Introduction of Haar Wavelet Transform 32 2.8.2 The Haar Transform 33 2.8.3 The Haar Wavelets 35 CHAPTER 3 METHODOLOGY OF NUMERICAL ANALYSIS 46 3.1 INTRODUCTION 46 3.2 PARAMETER ANALYSIS 47 3.2.1 Parameters in Simulation 47 3.2.2 Parameters of Simulation for Verification Model 50 3.3 COMPUTATION PROCESS 51 3.4 VERIFICATION OF HWT METHOD WITH EXPERIMENTAL WORK 52 CHAPTER 4 NUMERICAL RESULTS & DISCUSSIONS 61 4.1 INTRODUCTION 61 4.2 VERIFICATION OF NUMERICAL MODEL 61 4.3 DOUBLE-LAYERED CARBONATED CONCRETE 62 4.3.1 Reflection Coefficient, Transmission Coefficient and Reflection Loss on Double-Layered Carbonation Model 62 4.3.2 Results for Carbonation Damaged Detection Based on Time Arrival Estimation with 10, 15 and 20 mm of Carbonation Thickness 63 4.4 MULTI-LAYERED CARBONATED CONCRETE 64 4.4.1 Reflection Coefficient, Transmission Coefficient and Reflection Loss on Multi-Layered Carbonated Concrete 65 4.4.2 Results on Three-Layered Carbonated Concrete 66 4.4.3 Results on Four-Layered Carbonated Concrete 66 4.4.4 Results from Five Layers Carbonated Concrete 67 4.4.5 Discussion 67 4.5 VERIFICATION WITH EXPERIMENTAL RESULTS 68 CHAPTER 5 CONCLUSION AND FUTURE DIRECTIONS 92 5.1 CONCLUSIONS 92 5.2 CONTRIBUTION OF THESIS 94 5.3 FUTURE DIRECTIONS 94 REFERENCES 95

    [1] Haardt, P., 2003, “NDT Methods for the Inspection of Highway Structures,” InternationalSymposium Non-Destructive Testing in Civil Engineering (NDT-CE).

    [2] Chi, Jack. M., Ran Huang, and C. C. Yang, 2002, “Effects of Carbonation on Mechanical Properties and Durability of Concrete Using Accelerated Testing Method,” Journals of Marine Science and Technology, Vol. 10, No. 1, pp. 14-20.

    [3] Bouchaala F., C. Payan, V. Garnier, and J. P. Balayssac, 2010, “Carbonation Assessment in Concrete by Nonlinear Ultrasound,” Journal of Cement and Concrete Research, Vol. 41, no. 5, pp. 557-559, 2011.

    [4] Lo , Y. and H. M. Lee, 2001, “Curing Effects On Carbonation Of Concrete Using A Phenolphthalein Indicator And Fourier-Transform Infrared Spectroscopy,” Journal of Building and Environment, Vol. 37, no. 5, pp. 507-514.

    [5] Vermani, Garima, 2008, “Damage Detection in reinforcing Steel Bars using Ultrasonic Wave Propagation,” Master Thesis: Patiala, India.

    [6] Sansalone, M. J., and W. B. Streett, 1997, “Impact Echo: Nondestructive Evaluation of Concrete and Masonry,” Ithaca, New York, U.S.A: Bulbrier Press.

    [7] Chang, Cheng-Feng and Jing-Wen Cheng, 2005, “Strength and Elastic Modulus of Carbonated Concrete,” ACI Materials Journal, V. 102, No. 5, September-October 2005.

    [8] Ashok, V., T. Balakumaran, C. Gowrishankar, ILA. Vennila, and A. Nirmal Kumar, 2010, “The Fast Haar Wavelet Transform for Signal & Image Processing,” International Journal of Computer Science and Information Security (IJCIS), Vol. 7, No. 1.

    [9] Polikar, Robi. [Online] [Cited: 06 13, 2012.]
    http://users.rowan.edu/~polikar/WAVELETS/WTpart2.html

    [10] Yeh, Po-Liang and Pei-Ling Liu, 2007, “Application of The Wavelet Transform and The Enhanced Fourier Spectrum in The Impact Echo Test,” NDT & E International, V. 41, pp. 382-394.

    [11] Swarmy, R. N. and A. M. A. H. Ali, 1984, “Assessment of In Situ Concrete Strength By Various Non-Destructive Tests,” NDT International. Vol 17. No. 3: Butterworth & Co Ltd.

    [12] Kim, D. S. and H. W. Kim, 2004, “Non-Destructive Testing And Evaluation of Civil Infrastructures Using Stress Wave Propagation,” Journal of Engineering Material, Vols. 270-273, pp. 1616-1621.

    [13] Scheel, H., and B. Hillemeier, 1997, “Capacity of the Remanent magnetism Method to Detect Fractures of Steel in Tendons Embedded in Prestressed Concrete,” NDT & E International, Vol. 30. No. 4, pp. 211-216.

    [14] Bui, V. K., D. Montgomery, I. Hinczak, and K. Turner, 2002, “Rapid Testing Method for Segregation Resistance of Self Compacting Concrete,¨ Journal of Cement and Concrete Research, Vol. 32, No. 9, pp. 1489-1496.

    [15] Porteneuve, C., H. Zanni, C. Vernet, K. O. Kjellsen, J. P. Korb, and D. Petit, 2001, “Nuclear Magnetic Resonance Characterization of High and Ultrahigh-performance Concrete: Application to The Study of Water Leaching,” Journal of Cement and Concrete Research, Vol. 31, N0. 12, pp. 1887-1893.

    [16] Kurita, K., M. Oyado, J. Tanaka, and S. Tottori, 2009, “Active Infrared Thermoghraphic Inspection Technique for Elevated Concrete Structures Using Remote Heating System,” Journal of Infrared Physic & Technology, Vol. 52, No. 5, pp. 208-213.

    [17] Tsang, S. W. F., and L. Y. L. Chu, 2011, “An Experimental Study Of Tension Stiffening Effect On The Structural Stiffness Of Reinforced Concrete, Cantilevered Balcony Structures Using Resonant Frequency Measurement Approach,” Journal of Construction and Building Material, Vol. 25, No. 5, pp. 2690-2699.

    [18] Szilagyi, K., A. Borosnyoi, and I. Zsigovics, 2011, “Revound Surface Hardness of Concrete: Introduction of an Empirical Constitutive Model,” Journal of Construction and Building Material, Vol 25, No. 5, pp. 2480-2487.

    [19] Soroushian, P., M. Elzafraney, and A. Nossoni, 2003, “Specimen Preparation And Image Processing and Analysis Techniques for Automated Quantification of Concrete Microcracks and Voids,” Journal of Cement and Concrete Research, Vol. 33, No. 12, pp. 1949-1962.

    [20] Soroushian, P., and M. Elzafraney, 2005, “Morphological Operations, Planar Mathematical Formulations and Stereological Interpretations For Automated Imageanalysis Of Concrete Microstructure,” Journal of Cement and Concrete Composite, Vol. 27, No. 7-8, pp. 823-833.

    [21] Ammouche, A., D. Riss, J. Breysse, and J. Marchand, 2001, “Image Analysis for The Automated Study Microcracks in Concrete,” Journal of Cement and Concrete Composite, Vol. 23, Nos. 2-3, pp. 267-278.

    [22] Ringot, E., and A. Bascoul, 2001, “About the Analysis Of Microcracking In Concrete,” Journal of Cement And Concrete Composite, Vol. 23, Nos. 2-3, pp. 261- 266.

    [23] Punurai, W., J. Jarzinski, J. Qu, J. Y. Kim, L. J. Jacobs, and K. E. Kurtis, 2007, “Charachterization of multi-scale porosity in cement paste by advanced techniques,” Journal of Cement and Concrete Research, Vol. 37, No. 1, pp. 38-46.

    [24] Wang, X., and K.V. Subramaniam, 2010, “Ultrasonic monitoring of capillary porosity and elastic properties in hydrating cement paste,” Journal of Cement and Concrete Composite, Vol. 33, No. 3, pp. 389-401.

    [25] Muhammad, Ario, 2011, “Numerical Study on Reflected Ultrasonic Response at Interface Layer with Various Voids in CFRP-Concrete Structures,” Master Thesis, National Taiwan University of Science and Technology, Taipei, Taiwan.

    [26] Hu, Meng-Tzong, Yiching Lin, and Chia-Chi Cheng, 2006, “Method for Determining Internal P-wave Speed and Thickness of Concrete Plates,” ACI Material Journal, Vol. 103. 5, page 327-335.

    [27] Feng, Zhang, Shuncai Li, and Xiangfeng Xu, 2010, “Ultrasonic Detection Method of Freeze-Thaw Damage Thickness of Concrete,” Institute of Electrical and Electronics Engineers: China.

    [28] Boggess, Albert, 2001, “A First Course in Wavelets With Fourier Analysis,” New Jersey : Prentice-Hall.

    [29] Kaplan, Ian, “Applying The Haar Wavelet Transform to Time Series Information.” [Online] July 2001. [Cited: June 13, 2012.]
    www.bearcave.com/misl/misl_tech/wavelets/haar.html

    [30] Walker, James, 1999, “A Primer on Wavelets and Their Scientific Applications,” Washington D.C : Chapman & Hall/CRC.

    [31] Visual Signal 1.2 Tutorial.

    [32] Gosal, Darwin, and Wayne Lawton, 2001, “Quantum Haar Wavelet Transforms and Their Application,” Singapore: National University of Singapore

    [33] Miki, C., and K. Ikeda, 1993, “Numerical Simulation of Ultrasonic Pulse-Echo Inspection,” Journal of Structural/Earthquake Engineering, Vol. 9, No. 4, pp. 237-246.

    [34] Ren, I-Chun, 2012, “Study on Engineering Properties and Test Methods of Carbonated Mortar,” MasterThesis, National Taiwan University of Science and Technology, Taipei, Taiwan.

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