1982
DOI: 10.1051/jphys:01982004307098500
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Cusp shaped hydrodynamic instability in a nematic

Abstract: 2014 Nous étudions les seuils de l'instabilité hydrodynamique d'un nématique homéotrope soumis à un cisaillement elliptique. Nous analysons le rôle du changement de symétrie causé par la variation de l'ellipticité du cisaillement au voisinage du cas dégénéré de la polarisation circulaire. Abstract. 2014 We study the hydrodynamic instability thresholds of a homeotropic nematic subjected to an elliptical shear. We analyse the role of the changes in the symmetry caused by the variation of the ellipticity of the s… Show more

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Cited by 27 publications
(24 citation statements)
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“…The validity of equation 4has already been tested with elliptical shear experiments (i.e. with xn = yn = 0 in (1)); it reproduces the shape of the threshold with a very good accuracy [4,6]. In this paper, we present measurements for various shears which agree with formulae (4) or (5).…”
Section: Theoretical Modelmentioning
confidence: 52%
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“…The validity of equation 4has already been tested with elliptical shear experiments (i.e. with xn = yn = 0 in (1)); it reproduces the shape of the threshold with a very good accuracy [4,6]. In this paper, we present measurements for various shears which agree with formulae (4) or (5).…”
Section: Theoretical Modelmentioning
confidence: 52%
“…Curve A (8) : boundary between uniform and roll regimes; (J) = 2 n 150 Hz; B (m) : boundary between roll and square regimes; co = 2 7r 150 Hz; C ( 0) : boundary between uniform and roll regimes; co = 2 1t 75 Hz; D (EI) : boundary between roll and square regimes; w = 2 7r 75 Hz. The full curves correspond to the values C, and C21 given in (6). Fig.…”
Section: Theoretical Modelmentioning
confidence: 99%
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