HCNSO Student Theses and Dissertations

Copyright Statement

All rights reserved. This publication is intended for use solely by faculty, students, and staff of Nova Southeastern University. No part of this publication may be reproduced, distributed, or transmitted in any form or by any means, now known or later developed, including but not limited to photocopying, recording, or other electronic or mechanical methods, without the prior written permission of the author or the publisher.

Defense Date

7-1973

Document Type

Dissertation - NSU Access Only

Degree Name

Ph.D. Oceanography/Marine Biology

Department

Oceanographic Center

First Advisor

William S. Richardson

Second Advisor

Pearn P. Niiler

Third Advisor

Dennis W. Moore

Fourth Advisor

Michael Spillane

Abstract

This thesis examines the generalization of the classical quasigeostrophic baroclinic linear-stability model to include the effects of cross-stream sloping topography. Both approximate analytical and precise numerical approaches are examined and compared. The modifications due to topography of the Eady-type instabilities are obtained. Most interesting is the emergence of a new type of instability consisting of hybridized primary Eady modes which would otherwise be individually stable. The second-order dynamics of these two types of instability are examined. The eddy Reynolds stress and the eddy heat flux are of the same magnitude for the hybrid instabilities, whereas for the modified Eady instabilities the Reynolds stress/heat flux ratio is O(ε), where ε is a bottom-curvature parameter. This result may have important consequences in the energetics of the instabilities, particularly if horizontal shear were present.

Files over 10MB may be slow to open. For best results, right-click and select "Save as..."

To access this thesis/dissertation you must have a valid nova.edu OR mynsu.nova.edu email address and create an account for NSUWorks.

Free My Thesis

If you are the author of this work and would like to grant permission to make it openly accessible to all, please click the Free My Thesis button.

  Link to NovaCat

COinS