Original Article

A Simulation Framework for Passive Acoustic Thermometry of Nonhomogeneous Materials

Abstract

Purpose: Internal temperature is a significant factor for medical diagnosis. There are several thermometric methods, including IR, MRI, and active ultrasonic thermometry, which have limitations for clinical applications. The new method in this field called Passive Acoustic Thermometry (PAT), which enhanced some of this limitation. PAT is a safe method for internal temperature estimation that works based on acoustic radiation of materials with a specific temperature. Several experimental studies have been carried out so far in the field of PAT. While, to the best of our knowledge, there is no simulation-based research for nonhomogeneous materials reported yet. In this article (for the first time) we proposed a simulation framework for evaluating the PAT methodologies in nonhomogeneous materials; also we proposed a new formulation for temperature estimation in PAT algorithm.
Materials and Methods: This framework supports the generation of acoustic radiation, signal processing, parameter estimation, and temperature reconstruction processes. At the moment the proposed framework estimates the temperature in the frequency domain and uses the frequency spectrum of the acquired ultrasound signals captured by a single transducer. Using the proposed framework, we tried to implement the previously practical experiments and the results of the simulation are consistent with those of the practical experiments. Also, we proposed the formulation that improves the error of temperature estimation.  
Results: We study 6 scenarios, including 2 environments with a target at 3 different temperatures. The average error of the proposed formulation in two different nonhomogeneous materials for three different temperatures is less than 0.25°C.
Conclusion: The results show that the proposed formulation is the best estimation in the formula that has been introduced until now and compare with the previous study the accuracy is enhanced 54% (from 0.79 to 0.36 deg.). Therefore, the proposed formula enhanced PAT accuracy for temperature estimation. Also, the results show that it is possible to use this framework to evaluate the PAT in different scenarios. Therefore, this method enhances the possibility of examination of different conditions and algorithms. It also reduces the cost of practical experiment.

1- Anosov A.A., Sharakshane AA, Kazansky A.S., Mansfel'd A.D., Sanin A.G, Sharakshane A.S, "Instrument Function of a Broadband Acoustic Thermometric Detector," Acoustical Physics, vol. 62, pp. 626–632, 2016.
2- A.A. Anosov, A.S. Kazanskii, A.D. Mansfel’d, A.S. Sharakshane, "Acoustic Thermometric Reconstruction of a Time-Varying Temperature Profile," Acoust. Phys, vol 62, pp. 255-261, 2016.
3- Anosov A.A., Kazansky A.S., Subochev P.V., Mansfel'd A.D., Klinshov V.V., "Passive estimation of internal temperatures making use of broadband ultrasound radiated by the body," J. Acoust. Soc. Am, vol.137, pp. 1667–1674, 2015.
4- A.A. Anosov, R.V. Belyaev, V.A. Vilkov, M.V. Dvornikova, V.V. Dvornikova, A.S. Kazanskii, N.A. Kuryatnikova, A.D. Mansfel'd, "Acousto-Thermometric Recovery of the Deep Temperature Profile Using Heat Conduction Equations," Acoust. Phys, vol. 58, pp. 542–548, 2012.
5- A.D. Mansfel’d, "Acoustothermometry: current status and prospects," Acoust. Phys, vol. 55, pp. 556–566, 2009.
6- O.A. Godin, "Retrieval of Green’s functions of elastic waves from thermalfluctuations of fluid-solid systems," J. Acoust. Soc. Am, vol. 125, pp. 1960–1970, 2009.
7- A.A. Anosov, R.V. Belyaev, V.A. Vilkov, A.S. Kazanskii, A.D. Mansfel'd, A.S.Sharakshane, "Dynamic acoustothermography," Acoust. Phys, vol. 55, pp. 454–462, 2009.
8- A.A. Anosov, R.V. Belyaev, V.A. Vilkov, A.S. Kazanskii, A.D. Mansfel'd, A.S. Sharakshane, "Determination of the dynamics of temperature variation in a model object by acoustic thermography," Acoust. Phys, vol. 54, pp. 464–468, 2008.
9- A.A. Anosov, Yu.N. Barabanenkov, A.S. Kazanskii, Yu.A. Less, A.S. Sharakshane, "The inverse problem of acoustothermography with correlation reception of thermal acoustic radiation," Acoust. Phys, vol. 55, pp. 114–119, 2009.
10- Anosov, A.A., Yu.N. Barabanenkov, A.G. Sel’skii, "Correlation reception of thermal acoustic radiation," Acoust. Phys, vol. 49, pp. 615–619, 2003.
11- Pouch A.M., Cary T.W., Schultz S.M., Sehgal C.M., "In Vivo Noninvasive Temperature Measurement by B‐ Mode Ultrasound Imaging," J. Ultrasound Med, vol. 29, pp. 1595–1606, 2010.
12- Covaciu L., Rubertsson S., Ortiz-Nieto F., Ahlstrоm H., Weis J., "Human brain MR spectroscopy thermometry using metabolite aqueous‐ solution calibrations," J. Magn. Reson. Imaging, vol. 31, pp. 807–814, 2010.
13- A.A. Anosov, P.V. Subochev, A.D. Mansfeld, A.A. Sharakshane. "TEMPERATURE RECONSTRUCTION BY THE METHOD OF PASSIVE ACOUSTIC THERMOMETRY," Ultrasonics, vol. 21 September 2017.
14- B. E. Treeby and B. T. Cox, "k-Wave: MATLAB toolbox for the simulation and reconstruction of photoacoustic wave-fields," J. Biomed. Opt., vol. 15, no. 2, p. 021314, 2010.
15- Amiri, H.; Makkiabadi, B.; Khani, A.; Ahmadzade Irandoost, S. "A Simulation Framework for Passive Acoustic Thermometry of Homogenous Materials," Frontiers Biomed Technol, vol. 6, pp. 133–138, 2019.
Files
IssueVol 7 No 2 (2020) QRcode
SectionOriginal Article(s)
DOI https://doi.org/10.18502/fbt.v7i2.3858
Keywords
Internal Temperature Passive Acoustic Thermometer Nonhomogeneous Materials

Rights and permissions
Creative Commons License This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.
How to Cite
1.
Amiri H, Khani A, Moghimi Boldaji Y, Makkiabadi B. A Simulation Framework for Passive Acoustic Thermometry of Nonhomogeneous Materials. Frontiers Biomed Technol. 2020;7(2):118-124.