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On the influence of initial geometry on the evolution of fluid filaments
K. Mahady,
S. Afkhami
,
L. Kondic
Mathematical Sciences
Research output
:
Contribution to journal
›
Article
›
peer-review
10
Scopus citations
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Keyphrases
Plateau-Rayleigh Instability
100%
Initial Geometry
100%
Numerical Results
66%
Instability Mechanism
66%
Rectangular Wave
66%
Equation-based
33%
Directed Self-assembly
33%
Highly Accurate
33%
Fluid Interface
33%
Fluid Jet
33%
Prediction Method
33%
Volume of Fluid
33%
One-dimensional Array
33%
Initial Perturbation
33%
Two-dimensional Array
33%
Nanoparticle Arrays
33%
Pulsed Laser-induced Dewetting
33%
Two-dimensional Nanoparticles
33%
Interface Tracking
33%
Square Waveform
33%
Three-dimensional Navier-Stokes Equations
33%
Sinusoidal Shape
33%
Minimal Distance
33%
Wave Perturbations
33%
Sessile Droplet
33%
Scale Thickness
33%
Engineering
One Dimensional
100%
Two Dimensional
66%
Dimensional Array
66%
Instability Mechanism
66%
Nanoscale
33%
Nanoparticle
33%
Numerical Study
33%
Spatial Scale
33%
Pulsed Laser
33%
Navier-Stokes Equation
33%
Fluid Interface
33%
Final State
33%
Scale Thickness
33%