基于贝叶斯神经网络的相位梯度计算方法OA北大核心CSTPCD

Strain reconstruction is a vital component in the characterization of mechanical properties of phase-contrast optical coherence tomography(PC-OCT).It requires an accurate calculation for gradient dis-tributions on the differential wrapped phase map.In order to address the challenge of low signal-to-noise ra-tio(SNR)in phase gradient calculation under severe noise interference,a Bayesian-neural-network-based phase gradient calculation is presented.Initially,wrapped phase maps with varying levels of speckle noise and their corresponding ideal phase gradient distributions are generated through a computer simulation.These wrapped phase maps and phase gradient distributions serve as the training datasets.Subsequently,the network learns the"end-to-end"relationship between the wrapped phase maps and phase gradient distribu-tions in a noisy environment by utilizing a Bayesian inference theory.Finally,the wrapped phase measured by PC-OCT is processed by Bayesian neural network(BNN),and the high-quality distribution of phase gradients is accurately predicted by inputting the measured wrapped phase-difference maps into the network.Additionally,the statistical process introduced by BNN allows for the utilization of model uncertainty in the quantitative assessment of the network predictions'reliability.Computer simulation and three-point bending mechanical loading experiment compare the performance of the BNN and the popular vector method.The results indicate that the BNN can enhance the SNR of estimated phase gradients by 8% in the presence of low noise levels.Importantly,the BNN successfully recovers the phase gradients that the vector method is unable to calculate due to the unresolved phase fringes in the presence of strong noise.Moreover,the BNN model uncertainty can be used to quantitatively analyze the prediction errors.It is expected that the contribution of this work can offer effective strain estimation for PC-OCT,enabling the internal mechanical property charac-terization to become high-quality and high-reliability.