Amplitude Modulation and Relaxation-Oscillation of Counterpropagating Rolls within a Broken-Symmetry Laser-Induced Electroconvection Strip
Daniel R. Spiegel, Elliot R. Johnson, and Skyler R. Saucedo

TL;DR
This study investigates laser-induced electroconvection in nematic liquid crystals, revealing counterpropagating rolls with amplitude modulation and relaxation oscillations, and proposes a theoretical framework involving saddle-point solutions and coupled Ginzburg-Landau equations.
Contribution
It provides new experimental observations of counterpropagating rolls with amplitude modulation in a broken-symmetry nematic system and suggests a theoretical model based on saddle points and coupled equations.
Findings
Observation of counterpropagating rolls colliding at a sink point
Detection of strong periodic amplitude modulation and relaxation oscillations
Measurement of drift frequency dependence on applied voltage
Abstract
We report a liquid-crystal pattern-formation experiment in which we break the lateral (translational) symmetry of a nematic medium with a laser-induced thermal gradient. The work is motivated by an improved measurement (reported here) of the temperature dependence of the electroconvection threshold voltage in planar-nematic 4-methoxybenzylidene-4-butylaniline (MBBA). In contrast with other broken-symmetry-pattern studies that report a uniform drift, we observe a strip of counterpropagating rolls that collide at a sink point, and a strong temporally periodic amplitude modulation within a width of 3-4 rolls about the sink point. The time dependence of the amplitude at a fixed position is periodic but displays a nonsinusoidal relaxation-oscillation profile. After reporting experimental results based on spacetime contours and wavenumber profiles, along with a measurement of the change in…
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