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1 polar alignment of molecular dipoles in the nematic.
2 d crystal to form a three-dimensional active nematic.
3 as predicted by existing theories of active nematics.
4 eminiscent of supercooled liquids and active nematics.
5 dered phases are a generic feature of active nematics.
6 tal and computational realizations of active nematics.
7 al nematic, and bimesogenic and trimesogenic nematics.
8 to those describing disclinations in biaxial nematics.
9 ments spontaneously forms a 2D free-standing nematic active sheet that actively buckles out of plane
10 Here, we show that local collision-driven nematic alignment interactions among fibroblasts are ins
12 odel for describing the combined presence of nematic and 'smectic' or stripe-like orders seen in rece
13 ts a competing relationship between diagonal nematic and charge-density-wave order in HgBa(2)CuO(4+de
16 rong dependency of the stability of both the nematic and twist-bend mesophases upon this angle, there
18 dence that the transition between the normal nematic and twist-bend nematic with spontaneous breaking
26 ntually result in a self-organized system of nematic bands and polar waves that dynamically transform
27 eak polar bias in the alignment interaction, nematic bands show a local symmetry-breaking instability
33 the optical activity of the twist alignment nematic cell, spatially non-reciprocal transmission resp
35 C in lying state, in both planar and twisted nematic cells, exhibits reversible in-plane orthogonal s
36 rimental evidence for a phase of fluctuating nematic character in a heavy-fermion superconductor, CeR
37 be naturally explained as an intra-unit-cell nematic charge order with d-wave symmetry, pointing to t
42 ,8), quadrupolar(8-12) and hexadecapolar(13) nematic colloids, the symmetries of such elastic distort
44 ents reveal that the fluctuating order has a nematic component, confirming reports of twofold anisotr
46 the observation of T-linear resistivity at a nematic critical point also raises the question of wheth
47 of a given topological charge can nucleate a nematic defect of equal topological charge and corrobora
48 ion between extrusion sites and positions of nematic defects in the cell orientation field in differe
49 cts are largely static structures, in active nematics defects move spontaneously and can be described
50 ltiple rotation cycles, while the associated nematic director field evolves from a distinct double sp
56 ctor fields with twisted nematic domains and nematic disclinations that encode a pattern of folds for
57 ign two complex director fields with twisted nematic domains and nematic disclinations that encode a
59 ulate or droplet inclusions self-assemble in nematic domains through a balance of topological defects
60 frustrated phase as an array of undercooled nematic domains, periodically intermixed with bend-free
61 f fibers are identified through the fiber-to-nematic droplet interactions, including perpendicular an
62 e tracking reveal that the condensation of a nematic droplet is preceded by the formation of a new ph
67 ambers that mimic the shape of tactoids, the nematic droplets that form during isotropic-nematic phas
70 ty of colloidal particles interacts with the nematic elasticity to predefine chiral or racemic colloi
75 sed constitutive laws for the cell membrane, nematic F-actin cortex, interior cytosol, and external a
76 rs of +1/2 and -1/2 (half-integer due to the nematic feature that arises from the head-tail symmetry
78 perstructures of knotted particles linked by nematic fields, in topological scaffolds supporting the
79 critical point, the doping dependence of the nematic fluctuations deviates significantly from a canon
81 eport the observation of enhanced electronic nematic fluctuations near the endpoint of the pseudogap
82 on motivates consideration of the effects of nematic fluctuations on the superconducting pairing inte
83 t also raises the question of whether strong nematic fluctuations play a part in the transport proper
84 s exhibit a strong coupling among electronic nematic fluctuations, spins and the lattice, serving as
87 icrospheres dispersed in a liquid crystal, a nematic fluid of orientationally ordered molecular rods.
91 Hopf and Solomon links, which we disperse in nematic fluids that possess orientational ordering of an
93 compound BaTi2As2O form a symmetry-breaking nematic ground state that can be naturally explained as
94 king this phase ferroelectric, a 3D uniaxial nematic having a spontaneous, reorientable polarization
95 one, exhibit thermotropic lamellar, discotic nematic, hexagonal, and rectangular columnar mesophases
97 ids and the molecular alignment field of the nematic host reveals that linking of particle rings with
98 spheres locally perturb the alignment of the nematic host, inducing hexadecapolar distortions that dr
99 ed to the uniform alignment direction of the nematic host, which can be readily controlled on large s
103 trol strategy for a microtubule-based active nematic in contact with a hydrophobic thermotropic liqui
105 liquid crystalline phases and the isotropic-nematic interface formed by the colloidal SU-8 rods and
107 The turbulent flow, characteristic of active nematics, is in this way regularized into a laminar flow
110 erns often show one specific symmetry (e.g., nematic lane patterns or polarized traveling flocks), de
112 angled nematic disclinations in thin twisted nematic layers stabilized by 2D arrays of colloidal part
113 he molecular-scale organization of nonglassy nematic LC molecules without altering the LC directors.
114 phenylcarbonitrile (5CB), a room temperature nematic LC, does not bind to Au(111) in an orientation t
116 we report that elastic stresses imparted by nematic LCs can dynamically shape soft colloids and tune
118 to continuous changes in the orientations of nematic LCs, allowing arbitrary tuning of the azimuthal
121 toroidal droplets, have been studied in the nematic liquid crystal (NLC) 4-cyano-4'-pentylbiphenyl (
122 lem by modelling the epithelium as an active nematic liquid crystal (that has a long range directiona
123 trodes due to splay and bend deformations of nematic liquid crystal along oblique electric fields, so
124 irected and true self-assembly mechanisms in nematic liquid crystal colloids rely on specific interac
125 a two-step gram-scale electrosynthesis of a nematic liquid crystal compound, demonstrating its pract
126 le emulsions of water droplets inside radial nematic liquid crystal droplets to form various structur
128 ing the effect of dynamic soft elasticity in nematic liquid crystal elastomers (LCE), the temperature
131 ect structure associated with a colloid in a nematic liquid crystal is dictated by molecular orientat
132 tabilized in this work by introducing into a nematic liquid crystal mixture a cylindrical body that e
135 res of reduced graphene oxide in a lyotropic nematic liquid crystal of graphene oxide flakes using a
137 hat spontaneously aligns into an equilibrium nematic liquid crystal phase that is also macroscopicall
140 work we propose randomly ordered polydomain nematic liquid crystal polymer networks to reversibly ge
141 ices on the colloidal self-organization in a nematic liquid crystal using laser tweezers, particle tr
143 and graphene oxide particles, dispersed in a nematic liquid crystal, and contained within a microflui
147 Cs) are known to self-assemble into a chiral nematic liquid crystalline phase, leading to solid-state
148 udy chiral symmetry-broken configurations of nematic liquid crystals (LCs) confined to cylindrical ca
150 per, we show that anisotropic photosensitive nematic liquid crystals (PNLC) made by incorporating ani
151 ploiting the reorientational nonlinearity of nematic liquid crystals and imposing a linear variation
154 Nanoparticles adsorbed at the interface of nematic liquid crystals are known to form ordered struct
156 sible induction of helical superstructure in nematic liquid crystals containing a very small quantity
157 ct orientational changes of surface-anchored nematic liquid crystals in response to chemical stimuli.
158 the quasicrystalline tilings as platelets in nematic liquid crystals is inherently capable of a conti
160 he analogy between the epithelium and active nematic liquid crystals will trigger further investigati
161 al superstructures (i.e. cholesteric, chiral nematic liquid crystals) is currently in the limelight b
162 se, in orientationally ordered fluids, i.e., nematic liquid crystals, enabled by a visible-light-driv
166 struct the air-liquid crystal interface of a nematic material, namely, 4-pentyl-4'-cyanobiphenyl (5CB
169 ield and defect structures in the dispersing nematic medium, resulting in an elastic coupling between
178 , we study a minimal but generic model for a nematic network in which filament sliding is driven by t
180 form hollow microstructures via a two-stage nematic nucleation process, generating size-tunable clos
181 f rod-like molecules are commonly limited to nematic or layered smectic structures dominated by the p
182 superconductors the interactions driving the nematic order (that breaks four-fold rotational symmetry
183 ly simplest iron-based superconductor, shows nematic order (Ts=90 K), but not magnetic order in the p
185 material system to understand the nature of nematic order and its relationship to superconductivity.
186 nd that turbulent spindles display decreased nematic order and that motile asters distort the nematic
187 long-range interaction can give rise to high nematic order and to the observed patterning of the canc
188 x)S(x) is unique in this respect because its nematic order appears to exist in isolation(9-11), altho
189 broken-symmetry phase, including electronic nematic order associated with spontaneous point-group sy
190 consistent with a spin-driven mechanism for nematic order in FeSe and provide an important step towa
191 ng electronic nematic susceptibility or even nematic order in TBG in regions of the phase diagram whe
194 n degrees of freedom, is challenging because nematic order occurs at, or slightly above, the ordering
195 and puts forward a universal scaling between nematic order of the actin cytoskeleton and the substrat
196 y calculations to study the influence of the nematic order on the electronic structure of FeSe and de
197 re globally aligned within +/-1.5 degrees (a nematic order parameter of approximately 1) and are high
198 ning the critical behavior of the multipolar nematic order parameter, we show that it drives the ther
199 ir nontrivial commutation relations with the nematic order parameter, which can be represented by a B
203 ow for the representative example of orbital-nematic ordering of a non-Kramers doublet that an orthog
204 er iron-based superconductors, FeSe exhibits nematic ordering without magnetism whose relationship wi
209 omysin motility assay suggest that polar and nematic patterns of actin filaments can interact and dyn
210 t a transition from an isotropic liquid to a nematic phase and finally to a liquid-crystal smectic ph
211 e-dipole interactions, resulting in a stable nematic phase and strong homeotropic anchoring on silica
212 ith the cis isomers stabilizing the standard nematic phase and the trans isomers stabilizing the NTB
216 wo liquid crystalline solutions: a colloidal nematic phase comprised of graphene oxide platelets and
218 comprised of graphene oxide platelets and a nematic phase formed by a rod-like high-performance aram
220 o the qualitative behavior of the Ising-like nematic phase in Fe-based superconductors is also presen
223 ingly, the observed enhanced adhesion in the nematic phase is primarily attributable to the increased
224 positional order at the transition from the nematic phase leads to periodic textures that can be use
225 ation charge renders the transition from the nematic phase mean field-like and weakly first order and
226 and their corresponding viscosities for the nematic phase of a standard LLC composed of disk-shaped
229 lied electric field of the lower-temperature nematic phase of the previously reported calamitic compo
230 LC molecular director while cooling from the nematic phase produces a frustrated smectic phase with d
231 centrations, one observes the formation of a nematic phase riddled with [Formula: see text] topologic
233 ids are nuclei of an orientationally ordered nematic phase that emerge upon cooling the isotropic pha
234 hence generally considered difficult in the nematic phase to stabilize a condensed array of free-sta
235 which provides thermodynamic evidence for a nematic phase transition with broken four-fold symmetry.
238 n strength of LCE is more than double in the nematic phase, in comparison to the isotropic phase, fur
239 Upon drying the resulting hybrid biaxial nematic phase, we obtain robust, structural nanocomposit
250 ferences in hydrogen bonding between the two nematic phases shown by CB6OBA which suggest that the op
251 very rich phase behavior, including biaxial nematic phases, polar and antipolar smectic-like phases,
253 ignificant potential for transformative, new nematic physics, chemistry, and applications based on th
255 int at the possible presence of an incipient nematic quantum critical point, the doping dependence of
258 In addition to revealing the phenomenon of nematic quantum criticality, the observation of T-linear
260 Our results suggest that FeSe is a novel S=1 nematic quantum-disordered paramagnet interpolating betw
261 very tolerant to imperfections in the chiral nematic reflector provided that the flexoelectro-optic L
262 crystal phase-only device that uses a chiral nematic reflector to achieve full 2pai phase modulation.
263 tal data to a theoretical model of an active nematic reveals that theory captures the fast procession
264 on of anisotropic shear stresses, the active nematic reversibly self-assembles with aligned flows and
267 t types of defects may be related across the nematic-smectic A phase transition, and presents new pos
268 ide fundamental evidence for theories of the nematic-smectic transition, highlighting the deep connec
269 the peculiar critical behavior of LCs at the nematic-smectic transition, still eluding a comprehensiv
270 This actuator will be flat at a reference nematic state and form four well-controlled bend distort
271 se interest owing to its unusual nonmagnetic nematic state and potential for high-temperature superco
272 se at a separate phase transition and form a nematic state with broken Z(3), i.e., three-state Potts-
273 unts for a propensity for forming electronic nematic states which have been observed experimentally,
275 e of morphological transformations involving nematic stripes and locally aligned focal conic domains.
276 d by recent investigations of FeSe where the nematic (structural) and magnetic transitions appear to
277 interfacial energy, and drives formation of nematic structures that range from roughened spheres to
278 we propose to give rise to the exotic p-wave nematic superconducting pairing in the M(x)Bi(2)Se(3) (M
279 based superconductors to show that divergent nematic susceptibility appears to be a generic feature i
280 ich have been successfully used to probe the nematic susceptibility in materials such as the Fe-based
282 use anisotropic biaxial strain to probe the nematic susceptibility of URu2Si2, a heavy fermion mater
283 ndicates the presence of a strong electronic nematic susceptibility or even nematic order in TBG in r
284 ralding the electronic nematicity or a large nematic susceptibility, is present and substantial alrea
287 of disclinations in the so-called chromonic nematics that extend over macroscopic length scales acce
288 .5 pN as is true in general for thermotropic nematics, the twist elastic constant is found to be one
289 ass transition (-30 degrees C), controllable nematic to isotropic transition (33 to 70 degrees C), an
290 in the in situ thermal phase transition from nematic to smectic A in hybrid-aligned liquid crystal dr
291 thermally conductive pathways to trigger the nematic-to-isotropic transition of elastomers, leading t
292 hape-morph when cycled above and below their nematic-to-isotropic transition temperature (T(NI) ) are
293 strate three-dimensional solitary waves in a nematic, trajectories of which can be steered by the ele
295 mble experiments on FeSe(1-x)S(x) across the nematic transition, where this ultranodal behavior may a
297 -scale distances in microtubule-based active nematics, we identify a non-equilibrium phase characteri
299 on between the normal nematic and twist-bend nematic with spontaneous breaking of chiral symmetry is