Mathematical design of fluidic jets
ORAL
Abstract
Recent experimental work has revealed the possibility of sculpting fluid jets by passing them through a sequence of fluid posts. Simplifying the transformation that occurs when a jet passes a post at finite Reynolds number, we ask: Are there rational ways to tailor the sequence of transformations to achieve a given jet shape? Studying these simplified transformations reveals fundamental constraints on what shape changes can be produced by single transformations, and suggests strategies for optimizing combinations of transformations to achieve desired jet shapes.
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Authors
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Adam Haque
UCLA
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Marcus Roper
Univ of California - Los Angeles, University of California Los Angeles, UCLA
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Sarah Hakim
UCLA
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Kaitlyn Hood
UCLA