Meaning
A mathematical distribution function quantifies the distribution of relaxation times and associated moduli across a polymer melt undergoing stress relaxation. Dynamic mechanical analysis calculates viscoelastic relaxation spectrum values to predict time-dependent stress recovery and creep behavior in plastic components. The spectrum governs residual stress decay, extrudate swell and melt memory effects during polymer processing.
Its application boundary ends when the material temperature drops into the glassy solid state.
Stress Decay
Polymer chain uncoiling speeds dictate how rapidly internal mechanical stresses dissipate after deformation. Characterizing viscoelastic relaxation spectrum behavior determines optimal mold holding times to minimize post-ejection part distortion. Rapid relaxation prevents internal stress accumulation.
Melt Memory
Elastic energy retention within polymer flows causes die swell and post-extrusion shape changes. Evaluating viscoelastic relaxation spectrum distribution across molecular weight fractions enables die swell prediction during high-speed profile extrusion. Supplier forecasts based on melt flow index fail to capture long relaxation times that drive shape memory.
Demonstrated profile accuracy requires full frequency sweep rheology data.
Deformation Recovery
Time-dependent strain recovery affects dimensional tolerance holding in hot-formed structural parts. Measuring viscoelastic relaxation spectrum parameters prevents springback defects by establishing necessary cooling dwell times inside sizing fixtures. Calling part forming complete before elastic stress relaxation finishes causes dimensional drift during ambient storage.
Complete stress relaxation ensures long-term part stability.