Abstract
A new model for the prediction of creep and shrinkage (which is presented in full detail elsewhere), along with a large scope verification by test data, is outlined in simple terms, explained and illustrated in this paper. In this model, the total creep strain is separated into the basic and drying creep components, but not into "reversible" and "irreversible" creep components. The effect of environmental relative humidity is modeled by vertical scaling of the drying creep term. The effect of specimen size is modeled by a horizontal shift of the drying creep term in the logarithmic time scale, and the basic creep term is unaffected by humidity and specimen size. The effects of humidity and size upon the drying creep are modeled completely analogously to those on shrinkage. The dependence of shrinkage as well as drying creep on the size of the cross section is introduced by means of shrinkagesquare halftime, which is the same for both shrinkage and drying creep. Finally, the basic creep component of total creep strain is characterized by double power law..
Original language | English (US) |
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Title of host publication | Designing for Creep and Shrinkage in Concrete Structures |
Publisher | American Concrete Institute |
Pages | 7-23 |
Number of pages | 17 |
ISBN (Electronic) | 9780870317071 |
State | Published - Oct 1 1982 |
Event | 1978 Adrian Pauw Symposium on Designing for Creep and Shrinkage at the 1978 ACI Fall Convention - Houston, United States Duration: Oct 29 1978 → Nov 3 1978 |
Publication series
Name | American Concrete Institute, ACI Special Publication |
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Volume | SP-076 |
ISSN (Print) | 0193-2527 |
Conference
Conference | 1978 Adrian Pauw Symposium on Designing for Creep and Shrinkage at the 1978 ACI Fall Convention |
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Country/Territory | United States |
City | Houston |
Period | 10/29/78 → 11/3/78 |
Funding
Support by the u.s. National Science Foundation under Grant No. ENG75-14848-A01 to Northwestern University is gratefully acknowledged.
Keywords
- Building codes
- Concretes
- Creep properties
- Deformation
- Humidity
- Mathematical models
- Shririkage
- Stra1ns
- Structural analysis
- Structural design
- Volume change
ASJC Scopus subject areas
- Civil and Structural Engineering
- Building and Construction
- General Materials Science