Abstract

AbstarctShape memory alloys (SMAs) have the ability to show large recoverable shape changes upon temperature, stress or magnetic field cycling. Their shape memory, material and magnetic properties (e.g. transformation temperatures, strain, saturation magnetization and strength) determine their prospects for applications from small-scale microelectromechanical systems to large scale aerospace and biomedical systems. It should be noted that properties of SMAs are highly temperature dependent. Generally, the conventional mechanical characterization methods (e.g, tension, compression, and torsion) are used on bulk samples of SMAs to determine those properties. In this article, it will be shown that indentation technique can be used as an alternative rapid method to determine some of the important shape memory properties of SMAs. Indentation response of a high-temperature NiTiHf alloy was determined as a function of temperature. A clear relationship between the work recoverable ratio and transformation temperatures, superelastic and plastic behavior was observed. This work shows that indentation response can be used to measure local superelasticity response, determine phase transformation temperatures and reveal the temperature intervals of the deformation mechanisms of shape memory alloys.

Highlights

  • Hardness and elastic modulus were calculated from the initial stage of the unloading curve using the Nano Vantage Software[38]

  • AcofI rarnedspMonsId, rsetsopeAcstIivaneldy,MwshI,ilreesthpeectteimveplye.raTthuereTaTtsthoebtlaoiwneesdt work recoverable ratio during heating through indentation are in very good agreement with the TTs obtained from differential scanning calorimeter (DSC) results

  • The temperature with the highest work recoverable ratio is the TSE, and Md can be determined at the temperature where the work recoverable ratio starts to saturate after TSE

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Summary

Objectives

The main aim of this study is to characterize the mechanical behavior of NiTiHf alloys as a function of temperature under a spherical indenter in micro-scale and compare that with compression experiments at macro-scale

Methods
Results
Discussion
Conclusion
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