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A model for the craze-flow stress of particle-toughened polystyrene

7 A model for the craze-flow stress of particle-toughened polystyrene [Pg.452]

To determine the mean distance /c between active crazes, consider a statistically equivalent plane-strain model of randomly positioned parallel cylindrical particles perpendicular to the tension axis. Then, as Fig. 13.9 shows, the mean vertical distance L between such particles is [Pg.452]

28) cq is made up of a number of factors defined in eq. (11.51) with numerical values listed in Table 11.2 both for PS and for PMMA, Tq = AGl/k, where AGq is given by eq. (11.52) with values ofln and oo also given in Table 11.2, [Pg.453]

Alternatively, can be given in more detail for operational purposes as [Pg.454]

In any blend having a normalized particle-size distribution g(D) of which a significant fraction falls below Dc only the fraction falling above Dc is effective and /must be modified by a factor l(Dc) defined as [Pg.454]




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Craze

Craze flow stress

For polystyrene

Models particles

Particle flow

Polystyrene crazing

Polystyrene particles

Polystyrene stressed

Polystyrene toughened

Stress crazing

Stress model

Stress modelling

Toughen

Toughen Toughening

Tougheners

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