Logo

Exploring the Biofluiddynamics of Swimming and Flight

Small book cover: Exploring the Biofluiddynamics of Swimming and Flight

Exploring the Biofluiddynamics of Swimming and Flight
by

Publisher: Wageningen University
ISBN-13: 9789085049715
Number of pages: 192

Description:
Many organisms must move through water or air in order to survive and reproduce. It is useful to analyze fluid motion as a collection of vortices, yet the dynamics are complex: vortices interact with the moving organism, interact with each other, and evolve independently in time.

Home page url

Download or read it online for free here:
Download link
(12MB, PDF)

Similar books

Book cover: Computational Turbulent Incompressible FlowComputational Turbulent Incompressible Flow
by - Springer
In this book we address mathematical modeling of turbulent fluid flow, and its many mysteries that have haunted scientist over the centuries. We approach these mysteries using a synthesis of computational and analytical mathematics.
(13998 views)
Book cover: Using Multiscale Norms to Quantify Mixing and TransportUsing Multiscale Norms to Quantify Mixing and Transport
by - arXiv
Mixing is relevant to many areas of science and engineering, including the pharmaceutical and food industries, oceanography, atmospheric sciences, etc. In all these situations one goal is to improve the degree of homogenisation of a substance.
(10458 views)
Book cover: Atmospheric ConvectionAtmospheric Convection
by - New Mexico Tech
A graduate course in the physics of atmospheric convection: Governing equations of fluid dynamics; Convection and turbulence; Thermodynamics of moist convection; Simple models of convection; Microphysics of convection; Convection and the environment.
(15842 views)
Book cover: Introductory Fluid MechanicsIntroductory Fluid Mechanics
by - Heriot-Watt University
Contents: Introduction; Fluid flow; Trajectories and streamlines; Conservation of mass; Balance of momentum; Transport theorem; Simple example flows; Kelvin's circulation theorem; Bernoulli's Theorem; Irrotational/potential flow; etc.
(7856 views)