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John P. Crimaldi

Researcher at University of Colorado Boulder

Publications -  64
Citations -  2177

John P. Crimaldi is an academic researcher from University of Colorado Boulder. The author has contributed to research in topics: Scalar (mathematics) & Plume. The author has an hindex of 23, co-authored 57 publications receiving 1863 citations. Previous affiliations of John P. Crimaldi include Northrop Corporation & Stanford University.

Papers
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Planar laser induced fluorescence in aqueous flows

TL;DR: In this paper, a review of quantitative PLIF in aqueous flows, with discussions of fluorescence theory, experimental methods and equipment, image processing and calibration, and applications of the technique.
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Lobster Sniffing: Antennule Design and Hydrodynamic Filtering of Information in an Odor Plume

TL;DR: This work used planar laser–induced fluorescence to reveal how lobster olfactory antennules hydrodynamically alter the spatiotemporal patterns of concentration in turbulent odor plumes.
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High-resolution measurements of the spatial and temporal scalar structure of a turbulent plume

TL;DR: In this paper, a planar laser-induced fluorescence technique is used to make highly resolved measurements of scalar spatial structure, and a single-point laser-induced fluorescence probe is used for measuring scalar temporal structure.
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Odor landscapes and animal behavior: tracking odor plumes in different physical worlds

TL;DR: The physical constraints on the dispersion of chemical signals and how those constraints are size-dependent phenomenon are reviewed and some of the morphological and behavioral adaptations that aquatic animals possess which allow them to effectively extract ecological information from chemical signals are reviewed.
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Hydrodynamics of larval settlement: The influence of turbulent stress events at potential recruitment sites

TL;DR: A laboratory investigation into the effect of turbulent hydrodynamic stresses on clam larvae in the settlement phase of the recruitment process is described and it is shown that the anchoring probability depends on the nature of the instantaneous stress events rather than on mean stresses.