| Abstract: | A modified Monte Carlo model of speckle tracking of shear wave propagation in scattering media is proposed.The established Monte Carlo model mainly concerns the variations of optical electric field and speckle.The twodimensional intensity distribution and the time evolution of speckles in different probe locations are obtained.The fluctuation of speckle intensity tracks the acoustic-radiation-force shear wave propagation,and especially the reduction of speckle intensity implies attenuation of shear wave.Then,the shear wave velocity is estimated quantitatively on the basis of the time-to-peak algorithm and linear regression processing.The results reveal that a smaller sampling interval yields higher estimation precision and the shear wave velocity is estimated more efficiently by using speckle intensity difference than by using speckle contrast difference according to the estimation error.Hence,the shear wave velocity is estimated to be 2.25 m/s with relatively high accuracy for the estimation error reaches the minimum(0.071). |
