Fatigue of Engineering Plastics |
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Page 43
4 ) where È is the energy dissipation rate per unit time , f the frequency , J ” the
loss compliance , and o the peak stress . Equation ( 2 . 4 ) may be reduced to
show the temperature rise per unit time as noted in Eq . ( 2 . 5 ) . AT = afJ " ( ( , T )
o ?
4 ) where È is the energy dissipation rate per unit time , f the frequency , J ” the
loss compliance , and o the peak stress . Equation ( 2 . 4 ) may be reduced to
show the temperature rise per unit time as noted in Eq . ( 2 . 5 ) . AT = afJ " ( ( , T )
o ?
Page 46
Returning to the observed fact that most of the temperature rise occurs during the
latter stages of the fatigue life , other tests have been reported wherein
intermittent rest periods were interjected into the cyclic history of the sample . In
this way ...
Returning to the observed fact that most of the temperature rise occurs during the
latter stages of the fatigue life , other tests have been reported wherein
intermittent rest periods were interjected into the cyclic history of the sample . In
this way ...
Page 47
While this reinforces the contention that thermal failure is primarily associated
with a rapid temperature rise occurring during the latter stages of fatigue life , the
use of fatigue data based on periodic rest period testing are certainly not ...
While this reinforces the contention that thermal failure is primarily associated
with a rapid temperature rise occurring during the latter stages of fatigue life , the
use of fatigue data based on periodic rest period testing are certainly not ...
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Contents
Fatigue Crack Propagation | 74 |
Fatigue Fracture Micromechanisms in Engineering Plastics | 146 |
Composite Systems | 184 |
Copyright | |
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addition applied associated bands behavior changes component composites constant corresponding crack growth rate crack tip craze curve cycles cyclic da/dN damage decrease deformation depend discontinuous discussed effect energy engineering examined example exist expected experiments fact factor failure fatigue crack fatigue crack propagation FCP rates fibers fracture fracture surface frequency function given greater higher important increase initial involving J. A. Manson limits loading lower material matrix mean mechanical metals modulus molecular notched noted nylon 66 observed occur plastic PMMA polymeric polymers polystyrene possible properties R. W. Hertzberg range region relationship relative reported resistance respect response rise rubber samples sensitivity shear showed significant similar Skibo solids specimen static strain strength stress stress intensity striations structure studies temperature thermal tion toughness values volume yield York zone