Abstract
The flow of incompressible microstretch fluids is governed by a coupled system of differential equations involving the velocity vector −q, microrotation vector −v and the scalar v representing the microstretch of the fluid element. The paper employs the energy method for obtaining criteria for the universal stability of microstretch fluid flows and provides an algorithm for the determination of the critical Reynolds number. It is seen that the Reynolds number can be defined in terms of the maximum speed of the primary flow.
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