4.7 Review

Nonlinear mechanisms in photoacoustics-Powerful tools in photoacoustic imaging

期刊

PHOTOACOUSTICS
卷 22, 期 -, 页码 -

出版社

ELSEVIER GMBH
DOI: 10.1016/j.pacs.2021.100243

关键词

Nonlinearity; Photoacoustic imaging; Super-resolution; Super-imaging-contrast; Functional imaging; Parameter extraction

资金

  1. National Natural Science Foundation of China [81927807, 92059108]
  2. Chinese Academy of Sciences [2019352, YJKYYQ20190078, GJJSTD20210003]
  3. Shenzhen Science and Technology Innovation Grant [JCYJ20200109141222892]
  4. National Key R&D Program of China [2020YFA0908800]
  5. CAS Key Laboratory of Health Informatics [2011DP173015]
  6. Guangdong Provincial Key Laboratory of Biomedical Optical Imaging [2020B121201010]
  7. Shenzhen Key Laboratory for Molecular Imaging [ZDSY20130401165820357]

向作者/读者索取更多资源

Many nonlinear effects in photoacoustic imaging have been explored for various applications, such as enhancing contrast, measuring tissue temperature, achieving super-resolution imaging, enabling functional imaging, and extracting physical parameters. Understanding the mathematical structure and practical applications of these nonlinear mechanisms is crucial for identifying their potential uses and guiding future discoveries in nonlinear photoacoustics.
Many nonlinear effects have been discovered and developed in photoacoustic imaging. These nonlinear mechanisms have been explored for different utilizations, such as enhancing imaging contrast, measuring tissue temperature, achieving super-resolution imaging, enabling functional imaging, and extracting important physical parameters. This review aims to introduce different nonlinear mechanisms in photoacoustics, underline the fundamental principles, highlight their representative applications, and outline the occurrence conditions and applicable range of each nonlinear mechanism. Furthermore, this review thoroughly discusses the nonlinearity rule concerning how the mathematical structure of the nonlinear dependence is correlated to its practical applications. This summarization is useful for identifying and guiding the potential applications of nonlinearity based on their mathematical expressions, and is helpful for new nonlinear mechanism discovery or implementation in the future, which facilitates further breakthroughs in nonlinear photoacoustics.

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