2019
DOI: 10.3390/jcs3010003
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Damping Characterization of Hybrid Carbon Fiber Elastomer Metal Laminates using Experimental and Numerical Dynamic Mechanical Analysis

Abstract: Lightweight structures which consist to a large extent of carbon fiber reinforced plastics (CFRP), often lack sufficient damping behavior. This also applies to hybrid laminates such as fiber metal laminates made of CFRP and aluminum. Since they are usually prone to vibrations due to their high stiffness and low mass, additional damping material is required to meet noise, vibration and harshness comfort demands in automotive or aviation industry. In the present study, hybrid carbon fiber elastomer metal laminat… Show more

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Cited by 24 publications
(16 citation statements)
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References 22 publications
(25 reference statements)
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“…In particular, all loss parameters, loss modulus (E″) and loss tangent factor d tan ( ( )), predicted by the PFC-MPCD method can demonstrate at least one peak location. These observations are in good agreement with the real solid behavior suggested by [21] and experimental evidence that can be found in [25][26][27][28][29][30][31]. The peak location in loss modulus (E″) parameter also indicates the information on the suitable working frequency where the energy is most dissipated in damping material design.…”
Section: Prediction Of Complex Moduli Parameterssupporting
confidence: 87%
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“…In particular, all loss parameters, loss modulus (E″) and loss tangent factor d tan ( ( )), predicted by the PFC-MPCD method can demonstrate at least one peak location. These observations are in good agreement with the real solid behavior suggested by [21] and experimental evidence that can be found in [25][26][27][28][29][30][31]. The peak location in loss modulus (E″) parameter also indicates the information on the suitable working frequency where the energy is most dissipated in damping material design.…”
Section: Prediction Of Complex Moduli Parameterssupporting
confidence: 87%
“…In particular, all results predicted by PFC-MPCD method are agreeing with numerous experimental observations which can be found in [25,26] for shear and young modulus, which are proportional to storage modulus, in In-Sn and Pb-Sn as well as for loss angle in some alloys [27] which is related to loss tangent factor. Besides, this consistency is even more pronounced in rubber [28][29][30] and in elastomer [31]. This is in contrast to the results obtained from PFC-PCD prediction in figure 7(b) where all complex moduli parameters monotonically increased with increasing frequency without peaks location for loss modulus (E″) and loss tangent factor d tan ( ( )) as well as without the certain frequency value which allows storage modulus E′ to become constant.…”
Section: Prediction Of Complex Moduli Parameterscontrasting
confidence: 63%
“…The results are used to determine a master curve from the frequency and temperature measurements by using the TTS approach as described before. The shift factors are calculated by horizontally shifting the storage modulus curves to gain the best fitting continuation of the surrounding curves as described in [33]. To characterize the damping behavior, the system's loss factor tanδ for forced bending vibrations is defined as the ratio of the homogenized loss to storage modulus.…”
Section: Three Point Bending Dynamic Mechanical Analysismentioning
confidence: 99%
“…4.1 to the three point bending DMA results, meaning the isothermal frequency sweeps are shifted by horizontal shift factors to form a continuous master curve. The procedure is also described in previous studies [33]. Additionally, the numerical results are shown in a frequency range of 10 −4 Hz to 10 2.8 Hz determined for a reference temperature of 20 • C, in order to compare the general trend of the curves to the TTS approach.…”
Section: Three Point Bending Dynamic Mechanical Analysismentioning
confidence: 99%
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