Nondestructive Monitoring of Ageing of Alkali Resistant Glass Fiber Reinforced Cement (GRC)
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Citations
Noncontact detection of fatigue cracks by laser nonlinear wave modulation spectroscopy (LNWMS)
Baseline-free damage visualization using noncontact laser nonlinear ultrasonics and state space geometrical changes
Fatigue crack detection using dual laser induced nonlinear ultrasonic modulation
Peri-ultrasound for modeling linear and nonlinear ultrasonic response.
Impact damage detection in composites using a guided wave mixing technique
References
The chemistry of cement and concrete
Lea's chemistry of cement and concrete
Mathematical models of hysteresis and their applications
Nonlinear Mesoscopic Elasticity: Evidence for a New Class of Materials
Nonlinear Elastic Wave Spectroscopy (NEWS) Techniques to Discern Material Damage, Part I: Nonlinear Wave Modulation Spectroscopy (NWMS)
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Frequently Asked Questions (10)
Q2. What is the main advantage of obtaining resonance frequencies by a hammer impact?
The main advantage of obtaining the resonance frequencies by a hammer impact is that it excites several modes of vibration simultaneously since the impact has a wide range of frequencies.
Q3. What is the effect of ageing on the flexural and torsional modes?
The natural frequencies of flexural (or bending) and torsional modes increase with time of ageing indicating an increase of stiffness of the material.
Q4. Why does the amplitude of the propagating wave increase?
This is because with increasing driving voltage as the amplitude of the propagating wave increases the energy loss due to friction at the fiber-matrix interfaces or micro-crack surfaces in contact should increase resulting more nonlinear behavior in the material.
Q5. What is the common reason for the loss of mechanical properties of glass fiber reinforced portland?
The loss of mechanical properties with ageing has been attributed to two different mechanisms - a stress corrosion cracking process in glass materials called static fatigue [2] and the growth ofhydration products, mainly portlandite around the single filaments in the strand [1].
Q6. How many peaks are present in the spectra of aged and unaged samples?
Four most dominant peaks between 25 and 175 kHz and two other relatively strong peaks between 175 and 250 kHz are present in both aged and un-aged specimens’ spectra.
Q7. What was the eigen value problem for the prismatic specimen?
The eigen value problem for the prismatic specimen was solved numerically using ANSYS 13.0 to obtain different eigen-frequencies or resonance frequencies of the specimen.
Q8. How can a nonlinear ultrasonic technique detect a crack?
Macroscopic anomalies such as cracks, notches, inclusions and corrosions can be detected in this manner by propagating ultrasonic bulk waves or guided waves [24-25] through the specimen.
Q9. What is the Poisson’s ratio of a linear elastic isotropic material?
Given that E and G are proportional to the squares of these frequencies (F1FLEX and F1TOR), the lower ratio F1TOR/F1FLEX indicates higher Poisson’s ratio.
Q10. What is the effect of the accelerated ageing on the glass fibers?
As a result of this deterioration the toughness of the specimen gained from the presence of the fibers is lost when the specimen is aged.