Thermal expansion hyperelastic state

For cross-linked polymers in hyperelastic state thermal expansion s coef Ctient (, K or degree ) is expressed from Simkhi Boyer s equation ... [Pg.39]

Expression a for densely cross-linked polymers in glassy state is analogos to the same, derived for densely cross-linked polymers in hyperelastic state, but in the formula is used thermal expansion s coefOcient of glassy state... [Pg.46]

By the results of experimental models solid expansion study were determined temperature fields of their physical states. Valrres of glass transition temperature are presented in Table 1. Thermal expansion s coefficients at the average are identical for all experimental models in glassy state 4.3 x lo degree, in hyperelastic 7.0 x 10 ... [Pg.53]

It is possible to calculate the coef Ciient of thermal expansion in hyperelastic state according to the Simkhi-Boyer s equation for cross-linked polymers ... [Pg.172]

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