2004Journal of the Visualization Society of JapanOpen access

Gradient-based PIV using Neural Networks

Rikiya OHTANI, Yasuhide ONO, Mituru Ohta, Akinori Nakata, Ichirô KIMURA, Akikazu Kaga

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Abstract

Recently, the whole field measurement using PIV has been becoming common to analyze many flow fields. The conventional PIV, however, often fails to measure an entire velocity vector field from deficient visualized images or to obtain velocity vectors in near-wall boundary layers. We have proposed a novel method using an artificial neural network for acquiring the characteristics of a two-dimensional flow field to solve the problems. We apply the proposed PIV to experimentally visualized tracer images of a rectangular channel flow with reverse flow. The examination proves that even velocity vectors very close to walls are measurable by putting a non-moving pattern on the wall.

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What this paper is about

Recently, the whole field measurement using PIV has been becoming common to analyze many flow fields. The conventional PIV, however, often fails to measure an entire velocity vector field from deficient visualized images or to obtain velocity vectors in near-wall boundary layers. We have proposed a novel method using an artificial neural network for acquiring the characteristics of a two-dimensional flow field to solve the problems. We apply the proposed PIV to experimentally visualized tracer images of a rectangular channel flow with reverse flow. The examination proves that even velocity vectors very close to walls are measurable by putting a non-moving pattern on the wall.

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Available abstract

Recently, the whole field measurement using PIV has been becoming common to analyze many flow fields. The conventional PIV, however, often fails to measure an entire velocity vector field from deficient visualized images or to obtain velocity vectors in near-wall boundary layers. We have proposed a novel method using an artificial neural network for acquiring the characteristics of a two-dimensional flow field to solve the problems. We apply the proposed PIV to experimentally visualized tracer images of a rectangular channel flow with reverse flow. The examination proves that even velocity vectors very close to walls are measurable by putting a non-moving pattern on the wall.

Key concepts: Vector field, Velocity vector, Flow (mathematics), Measure (data warehouse), Vector flow, Artificial neural network, Boundary (topology), Computer science

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