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Description
Creep and Relaxation of Nonlinear Viscoelastic MaterialsThis pioneering book presents the basic theory, experimental methods, experimental results and solution of boundary value problems in a readable, useful way to designers as well as research workers and students. The mathematical background required has been kept to a minimum and supplemented by explanations where it has been necessary to introduce specialized mathematics. Also, appendices have been included to provide sufficient background in Laplace
This pioneering book presents the basic theory, experimental methods, experimental results and solution of boundary value problems in a readable, useful way to designers as well as research workers and students. The mathematical background required has been kept to a minimum and supplemented by explanations where it has been necessary to introduce specialized mathematics. Also, appendices have been included to provide sufficient background in Laplace transforms and in step functions.Chapters 1 and 2 contain an introduction and historic review of creep. As an aid to the reader a background on stress, strain, and stress analysis is provided in Chapters 3 and 4, an introduction to linear viscoelasticity is found in Chapter 5 and linear viscoelastic stress analysis in Chapter 6. In the next six chapters the multiple integral representation of nonlinear creep and relaxation, and simplifications to single integral forms and incompressibility, are examined at length. After a consideration of other representations, general relations are derived, then expanded to components of stress or strain for special cases. Both constant stress (or strain) and variable states are described, together with methods of determining material constants. Conversion from creep to relaxation, effects of temperature and stress analysis problems in nonlinear materials are also treated here.
Finally, Chapter 13 discusses experimental methods for creep and stress relaxation under combined stress. This chapter considers especially those experimental problems which must be solved properly when reliable experimental results of high precision are required. Six appendices present the necessary mathematical background, conversion tables, and more rigorous derivations than employed in the text. An extensive updated bibliography completes the book.
Binding Type: Paperback
Publisher: Dover Publications
Published: 06/01/1989
ISBN: 9780486660165
Pages: 400
Weight: 0.90lbs
Size: 8.40h x 5.32w x 0.73d
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Over the sink holder
Color: Black
It fits good on the back of sink. I like it. Its very sturdy and it large
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Reviewed in the United States on April 2, 2026
★★★★★ 5
Perfect fit!
Color: Black, Color: Black
It is exactly what I needed. I love the expansion option and the toolbox that can be attached to the outside of the tray. I had a problem with the tray sliding after I adjusted to the size I wanted, but I secured everything in place with a few z-ties, and it works great. I also put anti-slip dots on the bottom, so it doesn't slide on the counter. I love it and I am very happy with my purchase!
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Reviewed in the United States on February 7, 2026
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Perfect sink basket
Color: Black
Large holder fits many items fits on counter well
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Reviewed in the United States on May 16, 2026
★★★★★ 5
We like it
Color: Black
It works well, holds everything we need it to, and the spout for draining water works well.
It allows us to be organised without a cluttered (or wet) counter.
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★★★★★ 5
Perfect, Versatile, Sink Organizer
Color: Black, Size: Medium
Perfect organizer for my kitchen sink.
Thoughtful design keeps water directed into the sink, not the counter.
Dividers can be moved to suit your needs. The hanging basket fits on either end, or sits in the top rack.
Holds a LOT of items beautifully!
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Reviewed in the United States on March 22, 2026