Meaning
Mathematical directional analysis predicts anisotropic dimensional changes in moulded plastic components during cooling. Tooling engineers apply expansion vector calculation to adjust cavity dimensions for non-isotropic volumetric contraction caused by orientation in filled compounds. Linear thermal expansion values from datasheets fail to capture differential shrinkage in filled materials such as glass-reinforced nylon.
The calculation boundary stops at the cavity wall, beyond which post-moulding ambient conditioning governs final part dimensions.
Shrinkage Anisotropy
Polymer shrinkage varies depending on whether flow runs parallel or perpendicular to reinforcing fibers. During cavity filling, shear forces align high-aspect-ratio fillers along the flow front, creating directional mechanical thermal properties. Incorporating expansion vector calculation into CAD software allows mould designers to scale tool cavities non-uniformly.
Neglecting directional variation leads to out-of-tolerance parts and severe warpage.
Tooling Offset
Cavity steel machining requires accurate compensation factors applied to local vector coordinates. Steel dimensions must exceed nominal part drawings to account for volumetric cooling contraction.
Quality Consequence
Precision moulding demands tight dimensional control across complex geometry. Variations in gate location alter the vector grid, forcing tool modifications after initial sampling runs. Correct implementation of expansion vector calculation reduces tool steel recutting and shortens development cycles for automotive components.