Husain, SaifulAnderssen, Robert S2015-12-130377-0257http://hdl.handle.net/1885/85204In linear viscoelasticity, an important consideration is the Boltzmann causal integral equation σ(t) = ∫-∞t G(t - τ) γ(τ)dτ, which defines how the stress σ(t) at time t depends on the earlier history of the strain rate γ(t) via the relaxation mKeywords: Computer simulation; Elasticity; Functions; Integral equations; Mathematical models; Muscle; Polymers; Relaxation processes; Rheology; Strain rate; Stress analysis; Boltzmann models; Kohlrausch functions; Linear viscoelasticity; Relaxation modulus; Viscoe Boltzmann; Gamma function; Kohlrausch; Moments; Relaxation modulus; Stretched exponential; Viscoelasticity200510.1016/j.jnnfm.2004.11.0022015-12-12