Page 61 - Plastics Engineering
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44                                    Mechanical Behaviour of Plastics






























                          Fig. 2.2 also illustrates an interesting phenomenon observed in some plastics.
                        This is cold drawing and it occurs because at low extension rates the molecular
                        chains in the plastic have time to align themselves under the influence of  the
                        applied stress. Thus the the material is able to flow at the same rate as it is being
                        strained. Nowadays this phenomena is utilised in  some forming methods for
                        plastics. It creates highly aligned molecular structures which exhibit excellent
                        strength and stiffness properties in the alignment direction.
                          Occasionally, materials are tested in tension by  applying the loads in incre-
                        ments. If this method is used for plastics then special caution is needed because
                        during the delay between applying the load and recording the strain, the material
                        creeps. Therefore if the delay is not uniform there may appear to be excessive
                        scatter or non-linearity in the material. In addition, the way in which the loads
                        are applied constitutes a loading history which can affect the performance of
                        the material. A  test in which the increments are large would quite probably
                        give results which are different from those obtained from a test in which the
                        increments were small or variable.
                          As a result of  these special effects in plastics it is not reasonable to quote
                        properties such as modulus, yield strength, etc as a single value without qual-
                        ifying these with details of the test method. Standard short-term test methods
                        for plastics are described in BS 2782, ASTM D638 and ASTM D790. These
                        relate to both tensile and flexural short-term tests. It  should be noted that, as
                        pointed out above, in uniaxial loading the stress, 6, is simply the force divided
                        by the cross-sectional area and the strain, E, is the deformation divided by the
                        original length. The modulus of  the material is then the ratio of  stresdstrain.
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