Ideal simple shear strengths of two HfNbTaTi-based quinary refractory multi-principal element alloys
نویسندگان
چکیده
Atomistic simulations are employed to investigate chemical short-range ordering in two body-centered cubic refractory multi-principal element alloys, HfMoNbTaTi and HfNbTaTiZr, its influence on their ideal simple shear strengths. Both the alias affine strengths analyzed {110} {112} planes opposing 111 directions. In both quinary local of NbNb, TaTa, HfNb, HfTa, NbTa is preferred as annealing temperature decreases from 900 300 K. The pair that achieves highest degree TiTi HfTi HfNbTaTiZr. Subject shear, these alloys yield by first phase transformation at most likely pairs followed deformation twinning those sites.
منابع مشابه
Atomic Structure Modeling of Multi-Principal-Element Alloys by the Principle of Maximum Entropy
Atomic structure models of multi-principal-element alloys (or high-entropy alloys) composed of four to eight componential elements in both BCC and FCC lattice structures are built according to the principle of maximum entropy. With the concept of entropic force, the maximum-entropy configurations of these phases are generated through the use of Monte Carlo computer simulation. The efficiency of...
متن کاملThe Effect of Environmental Parameters on the Corrosion Behavior of Simple Shear Extruded AZ91 Magnesium Alloys
In this study, the effects of forming method (extrusion) and environmental factors (solution pH and temperature) on the corrosion performance of AZ91 magnesium alloys were investigated using potentiodynamic polarization, electrochemical impedance spectroscopy (EIS), scanning electron microscopy (SEM) and salt spray techniques. The polarization test results of the specimens showed that simple sh...
متن کاملAccelerated exploration of multi-principal element alloys with solid solution phases
Recent multi-principal element, high entropy alloy (HEA) development strategies vastly expand the number of candidate alloy systems, but also pose a new challenge--how to rapidly screen thousands of candidate alloy systems for targeted properties. Here we develop a new approach to rapidly assess structural metals by combining calculated phase diagrams with simple rules based on the phases prese...
متن کاملA Simple Proof of Some Generalized Principal Ideal Theorems
Using symmetric algebras we simplify (and slightly strengthen) the Bruns-Eisenbud-Evans “generalized principal ideal theorem” on the height of order ideals of nonminimal generators in a module. We also obtain a simple proof and an extension of a result by Kwieciński, which estimates the height of certain Fitting ideals of modules having an equidimensional symmetric algebra.
متن کاملGENERALIZED PRINCIPAL IDEAL THEOREM FOR MODULES
The Generalized Principal Ideal Theorem is one of the cornerstones of dimension theory for Noetherian rings. For an R-module M, we identify certain submodules of M that play a role analogous to that of prime ideals in the ring R. Using this definition, we extend the Generalized Principal Ideal Theorem to modules.
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
ژورنال
عنوان ژورنال: APL Materials
سال: 2022
ISSN: ['2166-532X']
DOI: https://doi.org/10.1063/5.0116898