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Adjoint-based control of three dimensional Stokes droplets
Alexandru Fikl,
Daniel J. Bodony
Grainger College of Engineering
Aerospace Engineering
Mechanical Science and Engineering
Materials Research Lab
National Center for Supercomputing Applications (NCSA)
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Keyphrases
Three-dimensional (3D)
100%
Stokes
100%
Discretized
100%
Surface Tension
100%
Transverse Field
100%
Scalar
100%
Stokes Flow
100%
Boundary Integral Method
100%
First-order Gradient
100%
Optimal Control Problem
100%
Evolution Equations
100%
Surface Geometry
100%
Control Problem
100%
Quadrature by Expansion
100%
Continuous Adjoint Method
100%
Adjoint Formulation
100%
Velocity Boundary Condition
100%
Adjoint-based Control
100%
Neutrally Buoyant
100%
High-order Boundary
100%
Gradient Information
100%
Interface Evolution
100%
Sensitivity Equations
100%
Spherical Harmonic Representation
100%
Young-Laplace Law
100%
Shape Calculus
100%
Engineering
Harmonics
100%
Boundary Condition
100%
Tension Surface
100%
Formed Tube
100%
Integral Method
100%
Optimal Control Problem
100%
Gradient Information
100%
Sensitivity Equation
100%