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Computational modeling of softening in a structural phase transformation
Pavel Bělík, Mitchell Luskin
School of Mathematics
Research output
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peer-review
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Dive into the research topics of 'Computational modeling of softening in a structural phase transformation'. Together they form a unique fingerprint.
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Mathematics
Phase Transformation
100%
Softening
95%
Computational Modeling
92%
Energy Density
41%
Free Energy
35%
Single Crystal
24%
Elastic Modulus
22%
Precursor
22%
Cooling
21%
Thin Films
20%
Heating
19%
Fluctuations
15%
Oscillation
13%
Numerical Experiment
11%
Path
11%
First-order
11%
Energy
11%
Model
10%
Physics & Astronomy
softening
64%
phase transformations
58%
free energy
53%
flux density
52%
modulus of elasticity
26%
cooling
22%
oscillations
20%
heating
20%
single crystals
20%
thin films
16%
temperature
9%
energy
9%
Earth & Environmental Sciences
softening
69%
modeling
27%
energy
24%
elastic modulus
17%
loss
17%
oscillation
13%
cooling
11%
heating
11%
crystal
11%
experiment
6%
temperature
6%
effect
3%
Engineering & Materials Science
Phase transitions
68%
Free energy
31%
Temperature
26%
Single crystals
15%
Thin films
12%
Elastic moduli
11%
Heating
9%
Cooling
9%
Experiments
4%
Chemical Compounds
Gibbs Free Energy
33%
Chemical Transformation
27%
Cooling
19%
Single Crystalline Solid
15%