2017
DOI: 10.1021/acsmacrolett.6b00978
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Using Time–Temperature Superposition for Determining Dielectric Loss in Functionalized Polyethylenes

Abstract: Using Molecular Dynamics simulations, we probe the effect of various pendant polar groups on the dielectric loss of polyethylene copolymers. The dielectric loss was computed using the autocorrelation function of the total dipole moment of a completely relaxed PE–X sample. Since this calculation is computationally expensive (wall time ≥ 4200 h), we explore the use of the time–temperature superposition (tTS) principle to make it more tractable. An important point is that short time MD simulations do not allow th… Show more

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Cited by 17 publications
(17 citation statements)
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References 21 publications
(31 reference statements)
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“…The generalized Kirkwood equation was used to extract the frequency‐dependent dielectric constant, (italicϵ(ω) = italicϵ 1 (ω) + i italicϵ 2 (ω)), from the total dipole moment M ( t ) . This equation is derived by Neumann and Steinhauser specifically for a polarizable cubic system with the Ewald summation method:Fnormaldnormalϕfalse(tfalse)normaldt=ϵfalse(normalωfalse)italicϵϵfalse(0false)italicϵandϵfalse(0false)ϵfalse(false)=M(t)23VknormalBTitalicϵ0where Fft=0fte2πiωtdt is the Fourier transform, ϕfalse(tfalse)=false⟨M(0)·M(t)false⟩/false⟨Mfalse(tfalse)2false⟩ is the normalized autocorrelation function of the total dipole moment, and italicϵ(0) is the vacuum permittivity.…”
Section: Experimental and Simulation Methodsmentioning
confidence: 99%
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“…The generalized Kirkwood equation was used to extract the frequency‐dependent dielectric constant, (italicϵ(ω) = italicϵ 1 (ω) + i italicϵ 2 (ω)), from the total dipole moment M ( t ) . This equation is derived by Neumann and Steinhauser specifically for a polarizable cubic system with the Ewald summation method:Fnormaldnormalϕfalse(tfalse)normaldt=ϵfalse(normalωfalse)italicϵϵfalse(0false)italicϵandϵfalse(0false)ϵfalse(false)=M(t)23VknormalBTitalicϵ0where Fft=0fte2πiωtdt is the Fourier transform, ϕfalse(tfalse)=false⟨M(0)·M(t)false⟩/false⟨Mfalse(tfalse)2false⟩ is the normalized autocorrelation function of the total dipole moment, and italicϵ(0) is the vacuum permittivity.…”
Section: Experimental and Simulation Methodsmentioning
confidence: 99%
“…The generalized Kirkwood equation was used to extract the frequency-dependent dielectric constant, ((x) = 1 (x) + i 2 (x)), from the total dipole moment M(t). [34][35][36][37] This equation is derived by Neumann and Steinhauser specifically for a polarizable cubic system with the Ewald summation method: 38…”
Section: Methodsmentioning
confidence: 99%
“…Higher values of dielectric loss have been seen in experiments 1 and 2 to explain the aging of HDPE after the CO 2 exposure and thermal treatment. The hydroxyl group (-OH) in non-polar polymers increases the dielectric loss factor and is associated with the size and dipole orientation for small molecules [ 76 ]. The mobility of segments in the amorphous phase and within the small portions of macromolecules are affected by polymer crystallization.…”
Section: Resultsmentioning
confidence: 99%
“…Thus, the MSD parameter can qualitatively predict the dielectric loss of cellulose insulation as well as provide an understanding of the experimental phenomena at a molecular level. Compared with the methods in the previous studies [26,27], the proposed method provided a more convenient and economical approach to guide the experimental modification of cellulose insulation.…”
Section: Dielectric Loss Induced By Orientational Polarizationmentioning
confidence: 99%