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Nonlinear dynamics in a simple model of solid flame microstructure
J. M. Beck
*
,
V. A. Volpert
*
Corresponding author for this work
Engineering Sciences and Applied Mathematics
Research output
:
Contribution to journal
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Article
›
peer-review
33
Scopus citations
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Dive into the research topics of 'Nonlinear dynamics in a simple model of solid flame microstructure'. Together they form a unique fingerprint.
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Mathematics
Flame
100%
Microstructure
88%
Nonlinear Dynamics
83%
Ignition
81%
Combustion Wave
63%
Wave Speed
45%
Reaction Time
27%
Temperature Profile
27%
Heat Diffusion
26%
Relay
25%
Model
25%
Linear Stability Analysis
24%
Period-doubling Bifurcation
24%
Combustion
23%
Transcendental
20%
Wave Propagation
20%
Heat Transfer
20%
Extinction
19%
Chaos
17%
Green's function
17%
Propagation
17%
History
17%
Orbit
14%
Experiment
14%
Dependent
12%
Iteration
12%
Demonstrate
11%
Physics & Astronomy
flames
69%
microstructure
45%
flame propagation
44%
ignition
37%
ignition temperature
26%
exothermic reactions
25%
period doubling
23%
relay
23%
reaction time
22%
temperature profiles
18%
iteration
18%
chaos
17%
wave propagation
16%
extinction
16%
Green's functions
16%
histories
15%
heat transfer
15%
orbits
14%
heat
12%
propagation
11%
geometry
10%
Engineering & Materials Science
Microstructure
52%
Ignition
51%
Linear stability analysis
27%
Exothermic reactions
26%
Bifurcation (mathematics)
24%
Green's function
22%
Wave propagation
20%
Chaos theory
19%
Orbits
17%
Temperature
15%
Heat transfer
12%
Geometry
11%
Hot Temperature
9%
Experiments
6%