The Serrated-Flow Behavior in High-Entropy Alloys
arXiv:2103.14504
Abstract
This chapter presents a literature review of the serrated flow phenomenon in high-entropy alloys (HEAs). The serrated flow is important as it can result in permanent macroscopic and microstructural changes in HEAs. The literature reveals several important findings regarding the effect of strain rate and test temperature on the serrated flow. Furthermore, this chapter explores the relationship among the composition, microstructure, testing condition, and serration behavior. Towards the end of the chapter, a concise summary is presented for the temperature, strain rate, mechanical-testing type (compression/tension/nanoindentation), and serration type for HEAs. This chapter also provides an overview of the different types of analytical methods that have been successfully implemented to model and analyze the serration behavior in HEAs. Such techniques include the mean-field theory (MFT) formalism, complexity-analysis method, and multifractal technique. Finally, future research topics in this area are presented, such as the effects of twinning and irradiation on the serration behavior.
arXiv commentHigh-entropy alloys, Mechanical testing, Nanoindentation, Plastic deformation, Serrated flow, Dislocation Pinning, Twinning, Temperature effects, Strain-rate effects, Compositional Effects, Microstructural characterization, Mean-field theory, Algorithms, Data Analysis, Complexity
References in corpus (11)
- Crackling Noise
- Bulk Metallic Glasses Deform via Slip Avalanches
- Does scrambling equal chaos?
- Scaling properties of extreme price fluctuations in Bitcoin markets
- Multifractal burst in the spatio-temporal dynamics of jerky flow
- Hysteresis, neural avalanches and critical behaviour near a first-order transition of a spiking neural network
- Playing with universality classes of Barkhausen avalanches
- Crackling Noise, Power Spectra and Disorder Induced Critical Scaling
- Complexity Analysis of Chaos and Other Fluctuating Phenomena
- Intermittent chaos in a model of financial markets with heterogeneous agents
- On the Study of Chaos and Memory Effects in the Bonhoeffer-van der Pol Oscillator with a Non-Ideal Capacitor