The principle of causality leads to linear Kramers–Kronig relations (KKR) that relate the real
and imaginary parts of the complex modulus G∗ through integral transforms. Using the …

Oscillatory rheometric techniques such as small amplitude oscillatory shear (SAOS) and,
more recently, medium amplitude oscillatory shear and large amplitude oscillatory shear …

The power of a macromolecular theory for the transport properties of a polymeric liquid
increases with the number of analytical expressions for its most important material functions …

This article presents micro-medium-amplitude oscillatory shear (μ MAOS), a method to
measure the frequency-dependent micromechanical properties of soft materials in the …

We consider the corotational Maxwell model which is perhaps the simplest constitutive
model with a nontrivial oscillatory shear response that can be solved analytically. The exact …

Anticipating qualitative changes in the rheological response of complex fluids (eg, a gelation
or vitrification transition) is an important capability for processing operations that utilize such …

The purpose of this paper is to demonstrate how the general problem of interconversion
between parallel and orthogonal superposition protocols can be treated using the kernels in …

Metamaterials are composite structures whose extraordinary properties arise from a
mesoscale organization of their constituents. Here, we introduce a different material class …

Abstract Parallel and Orthogonal Superposition experiments may be employed to probe a
material's non-linear rheological properties through the rate-dependent parallel and …

The unsteady, lineal translation of a solid spherical particle through viscoelastic fluids
described by the Johnson-Segalman and Giesekus models is studied analytically. Solutions …