Abstract
Ultrasonic attenuation in a two-dimensional Ising-like antiferromagnet Rb2CoF4 has been measured at frequencies from 10 to 150 MHz near the Néel temperature, TN=103.20±0.02 K. Above TN it is found that the critical attenuation α is described by a scaling function, ω1+yfF(ωτ), where ω is an angular frequency of sound wave and τ is a characteristic time of order-parameter fluctuations and is expressed as τ∝t−x using reduced temperature, t=|T⁄TN−1|, with results x=1.20±0.10 and y=0.31±0.03. The dynamic critical exponent is determined as z=x⁄ν=1.21±0.10 when the existing value of ν (=0.99±0.04) is used. The critical attenuation has a maximum below TN which shifts to lower temperature as frequency increases. This behaviour can be explained in terms of the relaxation of order-parameter.