2016
DOI: 10.1039/c5ce02550h
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Energy barriers and mechanisms in solid–solid polymorphic transitions exhibiting cooperative motion

Abstract: Understanding solid-solid polymorphic transitions within molecular crystals on the molecular scale is a challenging task. It is, however, crucial for the understanding of transitions that are thought to occur through cooperative motion, which offer an interesting perspective for future applications. In this paper, we study the energy barriers and mechanisms involved in the β → α DL-norleucine transition at the molecular scale by applying different computational techniques. We conclude that the mechanism of the… Show more

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Cited by 21 publications
(19 citation statements)
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“…A barrier of 35 meV seems very small, and if indeed true, this would mean that the transition between form I and III would readily occur in an experimental setting. The transition, however, involves a cooperative motion and as we have shown earlier for dl -norleucine, 14 the barrier of this process scales linearly with the number of molecules involved in the movement. The barrier of 35 meV hence corresponds to the free energy barrier involved in sliding a 29 Å by 28 Å area from a F-I to a F-III orientation or the other way around ( Figure 10 ).…”
Section: Simulations Of F-iii To F-i Transitionsupporting
confidence: 60%
“…A barrier of 35 meV seems very small, and if indeed true, this would mean that the transition between form I and III would readily occur in an experimental setting. The transition, however, involves a cooperative motion and as we have shown earlier for dl -norleucine, 14 the barrier of this process scales linearly with the number of molecules involved in the movement. The barrier of 35 meV hence corresponds to the free energy barrier involved in sliding a 29 Å by 28 Å area from a F-I to a F-III orientation or the other way around ( Figure 10 ).…”
Section: Simulations Of F-iii To F-i Transitionsupporting
confidence: 60%
“…For molecular crystals, mechanistic insight into martensitic-type transformations has come from simulations of phase transitions in crystals of DL-norleucine [111,[127][128][129][130] and terephthalic acid [131]. The three known forms of DL-norleucine consist of stacked, hydrogen-bonded bilayers, separated by a van der Waals surface.…”
Section: Displacive/martensitic Transformationsmentioning
confidence: 99%
“…Although the layers move in a concerted fashion, the results further indicate that local fluctuations in the conformations of the aliphatic chains play a crucial role in keeping the cooperative mechanism sustainable at large length scales (see figure). The results suggest a mechanism where formation of a nucleus of the new phase occurs through cooperative motion, which then grows through propagation in a wave-like manner through the crystal [3]. At the length scale of theinitial size of the cluster, classical nucleation theory and the cooperative mechanism could naturally come together.…”
mentioning
confidence: 82%