Chen Di-Chao, Mo Qian, Wu Da-Jian, Zhu Xing-Feng, Cheng Ying, Liu Xiao-Jun
Institute of Acoustics, School of Physics and Technology, Nanjing Normal University, Nanjing, 210023, China.
MOE Key Laboratory of Modern Acoustics, School of Physics, Nanjing University, Nanjing, 210093, China.
Adv Sci (Weinh). 2025 Sep;12(33):e05631. doi: 10.1002/advs.202505631. Epub 2025 Jun 10.
Acoustic waves as longitudinal waves are recently demonstrated to have both spin and orbital angular momentums (AMs). The separation of orbital and spin components is proposed as the most current idea. However, it remains extremely difficult to develop studies sensitive to both types of AM using direct wave field measurements. Here, theoretical explanation and experimental proof of the acoustic spin-orbit AM conversion are reported. A formulaic description of spin-orbit AM conversion in coupled fields of two nonparaxial Bessel acoustic vortices is given by a thorough theoretical derivation. Experimental results of wave field measurements provide compelling evidence for spin-orbit AM conversion via passive artificial structures. Based on this conversion, contactless high-resolution manipulation of micro-objects is further achieved, as demonstrated by the controlled rotation of Rayleigh particles and their translation along a circular trajectory. This work provides deeper insights into the AM physics of classical waves and has significant implications for acoustic sensing, acoustic imaging, and particle manipulation based on acoustic radiation force or torque.
作为纵波的声波最近被证明同时具有自旋角动量和轨道角动量(AM)。将轨道分量和自旋分量分离是目前最新的观点。然而,利用直接波场测量开展对这两种角动量都敏感的研究仍然极其困难。在此,报道了声自旋 - 轨道角动量转换的理论解释和实验证明。通过深入的理论推导给出了两个非傍轴贝塞尔声涡旋耦合场中自旋 - 轨道角动量转换的公式化描述。波场测量的实验结果为通过无源人工结构实现的自旋 - 轨道角动量转换提供了令人信服的证据。基于这种转换,进一步实现了对微物体的非接触式高分辨率操控,如瑞利粒子的受控旋转及其沿圆形轨迹的平移所示。这项工作为经典波的角动量物理提供了更深入的见解,对基于声辐射力或扭矩的声学传感、声学成像和粒子操控具有重要意义。