Page 58 - Plastics Engineering
P. 58

CHAPTER 2 - Mechanical Behaviour of Plastics

























































                                                                       2J Introduction








                                                                       In Chapter  1 the general mechanical properties of plastics were introduced. In




                                                                       order to  facilitate comparisons with  the behaviour of  other classes of  materi-




                                                                       als the  approach taken  was tu refer to  standard methods of  data presentation,





                                                                       such as stress-strain  graphs, etc.  However,  it is important  to  note that  when




                                                                       one  becomes  involved  in  engineering  design  with  plastics,  such  graphs  are





                                                                       of  limited  value.  The  reason  is  that  they  are  the  results  of  relatively  short-




                                                                       terrn  tests  and  so  heir use  is restricted  to  quality  control  and,  perhaps,  the




                                                                       initial sorting of materials in terms of stiffness, strength etc. Designs based on,




                                                                       say, the  modulus obtained from a short-term test would not predict accurately





                                                                       the  long-term  behaviour of  plastics  because  they  are  viscoelastic  materials.




                                                                       This viscoelasticity means that  quantities such as  modulus, strength, ductility




                                                                       and coefficient of fiction are sensitive to  straining rate, elapsed time, loading





                                                                       history, temperature, etc. It  will  also be  shown  later  that  the  manufacturing




                                                                       method used for the plastic product can create changes in the structure of the




                                                                       material  which have a pronounced  effect on  properties. The behaviour of  the





                                                                       moulded product may therefore be different from the behaviour of a moulded




                                                                       test-piece of the same material.




                                                                               The  time-dependent  change  in  the  dimensions  of  a  plastic  article  when





                                                                       subjected to a constant stress is called creep. As a result of this phenomenon




                                                                       the  modulus of a plastic is not a constant, but provided its variation is known




                                                                       then the creep behaviour of plastics can be allowed for using accurate and well





                                                                       established design procedures  Metals  also display time dependent properties




                                                                       at high temperatures so that  designers of  turbine blades, for example, have to




                                                                       allow for creep and guard against creep rupture. At room temperature the creep




                                                                       behaviour of metals is negligible and so design procedures are simpler in that








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