Get Free Shipping on orders over $0
Non-Conservative Systems : New Static and Dynamic Stability Criteria - Kurt Ingerle

Non-Conservative Systems

New Static and Dynamic Stability Criteria

By: Kurt Ingerle

Hardcover | 2 March 2018 | Edition Number 1

At a Glance

Hardcover


RRP $434.50

$433.75

or 4 interest-free payments of $108.44 with

 or 

Ships in 5 to 7 business days

Non-Conservative Systems: New Static and Dynamic Stability Criteria

summarizes the essential properties of non-conservative elastic systems (static stability and post-critical behavior), and the importance of novel stability criteria for such systems. Beginning with the history of non-conservative systems theory, the text goes on to propose new theories regarding static stability in massless non-conservative systems, and dynamic stability in systems with mass. Experiments are included, as are computational models developed by the author, along with an extensive bibliography. This new work is a valuable new resource for those working in the area of structural stability.

More in Technology in General

Engineering Drawing + Sketchbook : 8th Edition - A. W. Boundy

RRP $119.96

$113.75

The Design of Everyday Things : Revised and Expanded Edition - Don Norman
Thing Explainer : Complicated Stuff in Simple Words - Randall Munroe
Ford Mustang 60 Years : 60 Years - Donald Farr

RRP $95.00

$65.99

31%
OFF
First Knowledges Innovation : Knowledge and Ingenuity - Ian J McNiven
Calibration : A Technician's Guide - Michael P. Cable
Dynamics of Marine Structures - Yingguang  Wang

RRP $503.95

$442.99

12%
OFF
The Technology Book : Big Ideas Simply Explained - DK

RRP $45.00

$35.75

21%
OFF
BioMEMS Devices - Azrul Azlan  Hamzah

RRP $344.95

$306.75

11%
OFF
Engineering Mechanics: Statics, SI Units : 15th Global Edition - Russell Hibbeler
Open Circuits : The Inner Beauty of Electronic Components - Windell Oskay
Solar Energy Solutions for Sustainable Urban and Built Environment - Andre  Augusto
Data Empire : How information shaped human history - Roopika Risam