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Research article

First published 2017-10

Characterizing the rheological behaviors of non-Newtonian fluid via a viscoelastic component: Fractal dashpot

Xianglong Su, Wen Chen, Wenxiang Xu

Advances in Mechanical Engineering

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Research article

First published 1986-7

The effects of non-Newtonian viscoelasticity and wall elasticity on flow at a 90° bifurcation

D.N. Ku, D. Liepsch

Biorheology

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Research article

First published 1991-1

Studies of fluids simulating blood-like rheological properties and applications in models of arterial branches 1

D. Liepsch, G. Thurston, M. Lee

Biorheology

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Research article

First published 1988-2

Quality control in blood viscoelastometry

U. Käßer, P. Heimburg

Clinical Hemorheology and Microcirculation

Open access

Research article

First published 2013

Unsteady Non-Newtonian Solver on Unstructured Grid for the Simulation of Blood Flow

Guojie Li, Bin Chen, Gaoling Zhou

Advances in Mechanical Engineering

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Research article

First published 2023-12

Nonlinear stability analysis for the rheology of Oldroyd-B nanofluids embedded by Darcy–Brinkman porous media using a two-phase model

Jeevanpreet Kaur, Urvashi Gupta, Ram Prakash Sharma

Proceedings of the Institution of Mechanical Engineers,Part E: Journal of Process Mechanical Engineering

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Research article

First published 2024

Viscoelastic nanofluids flow through Darcy–Forchheimer porous media with Newtonian conditions

Muhammad Omar, Gosikere Kenchappa Ramesh, Usman Abbas [...]

Proceedings of the Institution of Mechanical Engineers,Part N: Journal of Nanomaterials,Nanoengineering and Nanosystems

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Research article

First published 2014-7

The characterization of a non-Newtonian blood analog in natural- and shear-layer-induced transitional flow

Lin Li, Andrew M. Walker, David E. Rival

Biorheology

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Research article

First published 2023-12

Analysis of second grade nanofluid flow confined by lubricated disk with bioconvection

Manzoor Ahmad, Muhammad Taj, Zahid Nazir [...]

Advances in Mechanical Engineering

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Research article

First published 2025-6

Asymptotic analysis of two-dimensional Oldroyd fluids in unbounded domains: Global attractors and their dimension

Kush Kinra, Manil T. Mohan

Asymptotic Analysis

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