Abstract

Entangled ring polymers, along with blends of ring and linear polymers, continue to be a topic of great interest and debate due to the conflicting experimental results in the literature as well as the difficulty of producing entangled synthetic rings devoid of linear contaminants. Here, we create blended solutions of entangled ring and linear DNA with varying mass fractions of linear DNA. We use optical tweezers microrheology to measure the linear and nonlinear viscoelastic response of these blends. Our measurements reveal a strong non-monotonic dependence of linear viscoelastic properties on linear DNA fraction, with a pronounced maximum when the mass fraction of rings and linear chains are comparable, suggestive of pervasive threading of rings by linear chains. We observe a similar non-monotonicity in the nonlinear regime; however, a comparatively higher fraction of linear chains (0.5-0.7) is required for a substantial increase in resisitive force and slowing of relaxation dynamics to emerge. This nonlinear response also appears to be rate dependent, which we argue arises from force-induced de-threading of rings at high strain rates. Our results fill a longstanding gap in knowledge regarding the microrheology and nonlinear response of ring-linear polymer blends. Moreover, the uniquely strong mechanical response that ring-linear blends exhibit, along with the ability to finely tune these blends by varying the blend composition, provides new materials design principles.

Highlights

  • IntroductionRing polymers have been the subject of considerable interest and investigation for the past several decades due to their biological relevance [1,2,3,4,5], industrial applications [6], and intriguing dynamics that are distinct from linear polymer chains [7,8,9,10,11,12,13,14,15,16,17]

  • Because this model is intended for pure ring systems, and the presence of linear contaminants is expected to increase the modulus, we should expect the model curve to be below the experimental curve for φL = 0.14 if the model accurately captures the dynamics of entangled rings

  • We observe a strong nonmonotonic dependence of linear viscoelastic properties on φL, with a pronounced maximum when the mass fractions of rings and linear chains are comparable. We argue that this nonmonotonicity is a result of threading of ring polymers by linear chains coupled with the relative ineffectiveness of rings to self-entangle compared to linear polymers

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Summary

Introduction

Ring polymers have been the subject of considerable interest and investigation for the past several decades due to their biological relevance [1,2,3,4,5], industrial applications [6], and intriguing dynamics that are distinct from linear polymer chains [7,8,9,10,11,12,13,14,15,16,17]. The lack of free ends in ring polymers makes understanding their dynamics in the entangled regime challenging [20,21,22]. In this regime, free ends play an important role in the dynamics of linear polymers, well described by the reptation model developed by de Gennes and Doi and Edwards [21,23,24,25,26,27,28,29]. While rings have no free ends to undergo traditional reptation, several theoretical models have been proposed to describe the dynamics of entangled

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