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Theory on Phase Separation Dynamics and Morphology Evolution

1 Theory on Phase Separation Dynamics and Morphology Evolution [Pg.486]

To elucidate the spatiotemporal emergence of crystalline structure and liquid-hquid phase separation in these polyolefin blends, we employ the time dependent Ginzburg-Landau (TDGL) equations pertaining to the conserved concentration order parameter and the nonconserved crystal order parameter. The spatiotemporal evolution of the nonconserved order parameter i/f, known as TDGL model-A equation (31,32), may be expressed as [Pg.486]

The functional derivative of the free energy with respect to individual order [Pg.487]

Inserting Equations 16.16 and 16.17 into Equations 16.12 and 16.13, respectively, and subsequently nondimensionalizing them, the following equations of motion can be deducted. [Pg.488]

2 Dynamics of Crystal Growth in a Phase Separating System iPP/EPDM Blends [Pg.488]




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Dynamical evolution

Dynamical theory

Dynamics, theory

Evolution theory

Morphological evolution

Morphology, dynamic

PHASE MORPHOLOGY

Phase evolution

Phase-separation theory

Separation dynamics

Separation theory

Separators dynamic

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