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LATEST NEWS

10th March 2025
New book by Tommi Borg, Control Theory in Rheology, Springer International Publishing. Read more >>

16th April 2022
Tommi Borg visits for your meetings at AERC 2022, in Seville, Spain, 26th-28th April 2022.

14th November 2019
Updated RheoPower 5.1 package is now available. Read more >>

24th September 2018
64-bit RheoPower 5.0 analyses still more accurate thanks to developments. Easy to deploy databases. Read more >>

16th April 2017
Tommi Borg visits for your meetings at Chinaplas May 16-19, 2017 - Guangzhou, PR China.

24th November 2015
New published paper "Linear viscoelastic model for different flows based on control theory", Appl. Rheol. Read more >>

7th November 2014
RheoPower 4.3 is also available as true 64-bit for heavy computations. Read more >>

Control Theory in Rheology book by Tommi Borg

An Introduction to Practical Appilications

New book





Tommi Borg, Control Theory in Rheology, An Introduction to Practical Applications, Springer International Publishing. -Click figure to zoom it.



Book presentation on Springer's website, click here.

Book consists 295 pages and 68 illustrations.

Hardcover ISBN: 978-3-031-88247-0 Due: 28 May 2025

Softcover ISBN 978-3-031-88250-0 Due: 28 May 2026

eBook ISBN 978-3-031-88248-7 Due: 28 May 2026

The book is available in major bookstores worldwide.

About this book

This book bridges the gap between theoretical rheology and practical industry applications by introducing Control Theory (CT) and the linear Unified Model. This approach enables the modelling and analysis of various viscoelastic flows as well as polymer and macromolecular structures. In practical engineering, the design of machinery and equipment for polymers often relies on handbooks, respective textbooks, and numerous CAD-aided software tools based on empirical formulas. This book presents many useful viscoelastic constitutive equations for analysing and model shear and complex flows, relaxation modulus and spectrum, elongation, transient viscosity, and for computing the Molecular Weight Distribution (MWD) from viscoelastic measurements.

The book adopts a counterintuitive approach, starting afresh and proceeding chronologically from steady-state viscosity and other flows relevant to practical engineering to the theoretical formulas of relaxation phenomena. It simplifies unnecessary complexity while still drawing on the well-documented motions of molecular chains. Furthermore, the book offers deeper insights into the background of power-law theories and the Cox-Merz rule, supplying new formulas for the relaxation modulus, spectrum, and various modules through the application of unified formulas. Professionals and scholars alike will find it a handy reference tool.




















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