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- W2317496775 abstract "Abstract Consideration is made in this article of the uniaxial stress and compression deformation of vulcanized rubber, for which there exists a sufficient amount of accurate experimental data. One of the present authors established a considerable while back that for lattice polymers (vulcanized rubbers) in the coordinates σ (true stress) and ε (deformation) , the equilibrium curves for stress in the range 100 to 200% are expressed by practically straight lines. Furthermore, this behavior was confirmed in a number of our investigations based on more accurate methods of measurement (cf. Reference 2), and also in a number of foreign papers. (Note 1. The stress is regarded in relation to the actual cross-section of the specimen of deformed rubber, the deformation in relation to the initial length of the specimen. Note 2. For comparison of single-parameter formulas with experience the experimental data are presented each time in coordinates such that a straight line corresponded to the formula in these coordinates. For these coordinates we selected the stress σ and the “generalized coordinate” of deformation ε0, which is a different function of the multiple of stress A in the various single-parameter equations.) Within the limits of scatter of the experimental data the equilibrium curves for uniaxial deformation below the limit of proportionality (100–200% with stress and 20–30% for compression) are expressed by the following single-parameter law:" @default.
- W2317496775 created "2016-06-24" @default.
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- W2317496775 date "1963-03-01" @default.
- W2317496775 modified "2023-09-23" @default.
- W2317496775 title "Law of Deformation of Cured Rubber" @default.
- W2317496775 doi "https://doi.org/10.5254/1.3539553" @default.
- W2317496775 hasPublicationYear "1963" @default.
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