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2008 | Buch

Dynamics of the Axially Moving Orthotropic Web

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Über dieses Buch

A material continuum moving axially at high speed can be met in numerous different technical applications. These comprise band saws, web papers during manufacturing, processing and printing processes, textile bands during manufacturing and processing, pipes transporting fluids, transmission belts as well as flat objects moving at high speeds in space. In all these so varied technical applications, the maximum transport speed or the transportation speed is aimed at in order to increase efficiency and optimize investment and performance costs of sometimes very expensive and complex machines and installations. The dynamic behavior of axially moving systems very often hinders from reaching these aims.

The book is devoted to dynamics of axially moving material objects of low flexural stiffness that are referred to as webs. Webs are moving at high speed, for example, in paper production the paper webs are transported with longitudinal speeds of up to 3000 m/min. Above the critical speed one can expect various dynamical instabilities mainly of divergent and flutter type.

The up-to-date state of investigations conducted in the field of the axially moving system dynamics is presented in the beginning of the book. Special attention is paid on nonlinear dynamic investigations of translating systems. In the next chapters various mathematical models that can be employed in dynamic investigations of such objects and the results of analysis of the dynamic behavior of the axially moving orthotropic material web are presented. To make tracing the dynamic considerations easier, a paper web is the main object of investigations in the book.

Inhaltsverzeichnis

Frontmatter
Chapter 2. State of Knowledge on Dynamics of Axially Moving Systems
Abstract
One of the most important phenomena that are analyzed during investigations of the dynamic behavior of the system are vibrations and dynamic stability of the system motion. Due to high transport speeds that are attained by webs in various industrial applications, investigations of motion stability are crucial as they allow to avoid folding or even breaking of the web.
Krzysztof Marynowski
Chapter 1. Introduction
Krzysztof Marynowski
Chapter 3. Dynamical Analysis of the Undamped Axially Moving Web System
Abstract
Dynamics of the thin web moving axially with a constant velocity is considered in this chapter. The geometrical dimensions of the system under analysis along with the assumed system of coordinates are presented
Krzysztof Marynowski
Chapter 4. Displacements of the Web in Equilibrium States of the Linearized System
Abstract
A mathematical model of the axially moving orthotropic plate, derived in Sect. 4.2, describing a transverse motion of the web and a field of sectional forces is applied in this section. A static analysis involving determination of the non-trivial equilibrium positions existence is used in the investigations of stability of the web motion. Equations of equilibrium positions of the axially moving web performing uniform motion have been derived. Transverse displacements and wrinkling of the webs made of two kinds of papers and the three-layered corrugated board composed of these papers have been investigated.
Krzysztof Marynowski
Chapter 6. Beam Model of the Moving Viscoelastic Web
Abstract
The results of analysis of the axially moving web dynamics obtained with the nonlinear mathematical model developed in Chap. 3 have been presented in the previous chapters. The complexity of this model as regards a complicated nature of the mathematical description causes that it is not convenient in engineering applications. The level of complexity of the mathematical description and its size are especially important in calculations of this kind, where computation time plays a significant role. On the other hand, the results of analyses obtained so far indicate
Krzysztof Marynowski
Chapter 5. Dynamics of the Axially Moving Viscoelastic Web
Krzysztof Marynowski
Chapter 7. Concluding Remarks
Abstract
The results of analyses and investigations discussed in the book allow for formulating numerous conclusions and final remarks that are presented below.
Krzysztof Marynowski
Backmatter
Metadaten
Titel
Dynamics of the Axially Moving Orthotropic Web
verfasst von
Dr. Krzysztof Marynowski
Copyright-Jahr
2008
Verlag
Springer Berlin Heidelberg
Electronic ISBN
978-3-540-78989-5
Print ISBN
978-3-540-78988-8
DOI
https://doi.org/10.1007/978-3-540-78989-5

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