A single injection moulding cycle can be broken down into three distinct stages: plastication, mould filling and cooling with solidification.
1.3.3.1 Plastication
This stage is carried out in the injection unit and is similar to the process of extrusion.
The polymer flow rate is governed by the material processing conditions of the plastication stage: a combination of material rheology, barrel temperature and shear, back pressure and screw speed. The basic aim is to produce a homogeneous melt for the next stage where the material enters the mould.
Moulding parameters which control the plastication stage are cylinder temperature, screw back temperature and back pressure.
1.3.3.2 Filling
Here the injection unit delivers a pre-set amount of molten polymer to the mould tool.
The parameters of mould filling are of great importance to the end result especially when considering factors such as warpage (orientation effects) and surface finish (skin formation). Filling dynamics are also thought to be the major factor in affecting the levels of residual stress. It is important that injection speeds are reproducible as slight changes can cause variations in the end product. Injection speeds that are too high can cause jetting and degradation and thus affect mechanical properties. A low speed may cause an increase in pressure requirements due to a thicker frozen layer and short shots (incomplete filling of the mould).
Thinner sections will generally need faster injection speeds than thick walled parts, mainly because of the decrease in the importance of the relationship between mould filling time and cooling time with a thicker section. The important thing is that the speeds are reproducible from one shot to the next.
Important moulding parameters for filling are the injection speed and injection pressure.
1.3.3.3 Packing and Solidification
Once the material is in the tool, filling must be completed (tool packing), the part cooled and finally ejected. The purpose of the packing stage is to add extra material to compensate for the shrinkage caused by the decreasing density of the solidifying polymer. If the additional polymer were not injected the component would shrink and warp due to nonuniform cooling. Ideally the packing and cooling stages should be such that the final dimensions are maintained as close as possible to design tolerances. Variables during this stage are packing pressure, packing time and the
mould temperature. Bad mould design can lead to inconsistent cooling along the dimensions of the mould surface which can cause increased residual stresses. Once the material has cooled sufficiently, the component can be injected and the injection cycle continues. The cycle does not occur sequentially, while one part is cooling, plastication of the next cycle has already begun.
A breakdown of the cycle and the relative time for each stage is shown in Figure
The injection moulding process and the parameter effects will be further discussed in Chapter 8.
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)
A brief introduction to injection moulding has now been given. Before moving on to consider it in greater depth, a quick summary of other commercial methods of polymer processing will now be considered for comparison.