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- W4243506104 abstract "This paper presents the theory of a model that consists of identical springs and dashpots arranged in the form of a ladder network. The expressions for complex compliance and complex modulus function are given in closed form; creep and relaxation function are given by series expressions. Comparison of the relaxation spectrum derived from this model with that of Rouse's theory shows both expressions to be identical. Therefore all other expressions obtained with the aid of the model apply equally to Rouse's theory and the model represents a convenient working scheme for the completion of the latter. A discussion of the temperature effect is given." @default.
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- W4243506104 date "1956-04-01" @default.
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- W4243506104 title "Ladder structures for representation of viscoelastic systems. II" @default.
- W4243506104 doi "https://doi.org/10.1002/pol.1956.120209411" @default.
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