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Artificial Neural Network Approach to Predict the Elastic Modulus from Dynamic Mechanical Analysis Results
25
Citations
30
References
2019
Year
EngineeringMechanical EngineeringNeural NetworkStorage ModulusStructural OptimizationComputational MechanicsMechanics ModelingModal AnalysisMechanicsPolymer CompositesStructural DynamicThermomechanical AnalysisNanomechanicsStructural VibrationMaterials ScienceMechanical BehaviorMechanical ModelingSolid MechanicsMaterial MechanicsElastic ModulusMechanical PropertiesMaterials CharacterizationApplied PhysicsMechanical SystemsMaterial ModelingConstitutive ModelingStructural MechanicsVibration ControlArtificial Neural NetworkMechanics Of MaterialsThermal Property
Abstract Characterizing viscoelastic materials over a range of temperatures and strain rates requires an elaborate experimental scheme. Methods are available that allow testing a single specimen and then transform the storage modulus data to recover elastic modulus. However, applying these methods to polymers with more than one thermal transitions is challenging. As the form of artificial neural network (ANN) follows the time–temperature superposition principle, it is used in the present work to establish the master relation for storage modulus. The neural network is built with various neuron numbers and regularization factors, and two magnitudes of Gaussian noises. The predictions achieve the best accuracy when the regularization factor equals 10 −4 and neuron number equals the number of thermal transitions in the material. Then the ANN is trained on storage modulus data of graphene‐epoxy nanocomposites and achieves 4.1% average error. The storage modulus is transformed to time domain relaxation function using integral relation of viscoelasticity. Stress response over the strain history is determined and the elastic modulus is extracted. Compared to the tensile test results, the predictions achieve an average error of 0.7%, which indicates that the method can predict the material behavior over a wide range of temperatures and strain rates.
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1944 | 12K | |
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2003 | 2.6K | |
2001 | 539 | |
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2015 | 229 | |
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