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Structural health monitoring of tissue mechanics for non-invasive diagnosis of breast cancer

Structural Health Monitoring von Gewebemechanik für nicht-invasive Diagnose von Brustkrebs
  • Cong Zhou

    Dr Cong Zhou received his PhD degree from University of Canterbury in 2016. Dr Zhou is currently a post-doctoral research fellow working in Mechanical Engineering and Centre for Bioengineering at University of Canterbury. His main research fields include: Structural Dynamics, Structural Health Monitoring (SHM), Signal Processing, Biomedical System Modelling and Machine Learning Application.

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    , Brent Hainsworth

    Brent Hainsworth received his BE(hons) in mechanical engineering from the University of Canterbury in 2017. He is currently involved in an Industry 4.0 project for Christchurch Engine Centre as part his master’s degree in engineering management.

    , Maxwell Sydney

    Max Sydney is a graduate of the University of Canterbury, where he completed his B.E in Mechanical Engineering in 2018. He is currently working in industry as a Research Engineer with Trimble Navigation, where he specialises in sensor systems and instrumentation.

    , Michael Lee

    Michael Lee is a Master of Engineering in Management student at the University of Canterbury. Before that he received a BSc in Physiology from the University of Otago and a BE(Hons) in Mechanical Engineering from the University of Canterbury. His background in Physiology led to his interest in Biomedical Engineering.

    , Zane Ormsby

    Zane Ormsby, BEng Hons, received a honours degree in Engineering from the University of Canterbury in 2015, specialising in Mechatronics Engineering.

    , Marcus Haggers

    Marcus Haggers, MEng Hons Oxon, received a masters degree in Engineering from the University of Oxford in 2004, specialising in Biomedical Engineering. Subsequently he gained a further masters degree from the University in Manchester in 2007.

    and J. Geoffrey Chase

    Professor Chase received his B.S. from Case Western Reserve University in 1986 in Mechanical Engineering. His M.S. and PhD were obtained at Stanford University in 1991 and 1996. He spent 6 years working for General Motors and a further 5 years in Silicon Valley, including Xerox PARC, ReSound, Hughes Space and Communications, and Infineon Technologies, before the University of Canterbury in 2000. His research focuses on the intersection of engineering and clinical medicine, primarily in intensive care. Dr. Chase has published over 1200 journal and conference papers and 15 US and European patents. He founded 3 startup companies, and is a Fellow of the Royal Society of NZ (FRSNZ), the American Society of Mechanical Engineers (FASME) and IPENZ (FIPENZ).

Abstract

A hysteresis loop analysis (HLA) method for breast cancer diagnosis based on a non-invasive digital imaging elasto-tomography (DIET) screening system is evaluated using data from 3 clinical trial patients, comprising 2 healthy breasts and 4 breasts with cancer. The identified mechanical nominal stiffness with ∼2x higher values compared to healthy tissue stiffness localized the correct cancerous area (CA) or tumor location, matching the mammography detection for all 4 breasts with cancer. The difference in identified stiffness varies across different frequencies and individuals. However, the identified stiffness for all healthy breasts and/or health tissue regions are consistent across frequencies, avoiding false positive diagnosis. The overall approach can be implemented automatically without requiring a skilled operator, thus reducing the screening cost.

Zusammenfassung

Eine Hysterese-Loop-Analyse (HLA) -Methode zur Brustkrebsdiagnose basierend auf einem nicht-invasiven digitalen Bildgebungs-Elastom-Tomographie (DIET) -Screeningsystem wird unter Verwendung von Daten von 3 klinischen Versuchspatienten ausgewertet, die 2 gesunde Brüste und 4 Brüste mit Krebs umfassen. Die identifizierte mechanische Nominalsteifigkeit mit ∼ 2x höheren Werten im Vergleich zur gesunden Gewebesteifigkeit lokalisierte den korrekten Tumorbereich (CA) oder den Tumorort und stimmte mit der Mammographieerkennung für alle 4 Brüste mit Krebs überein. Der Unterschied in der identifizierten Steifigkeit variiert über verschiedene Frequenzen und Individuen. Die identifizierte Steifigkeit für alle gesunden Brust- und / oder Gesundheitsgewebsregionen ist jedoch über die Frequenzen hinweg konsistent, wodurch eine falsch positive Diagnose vermieden wird. Der Gesamtansatz kann automatisch implementiert werden, ohne dass ein erfahrener Bediener erforderlich ist, wodurch die Kosten für das Screening verringert werden.

Funding statement: This work was supported by a Postdoctoral Fellowship grant from NZ National Science Challenge, NZ MedTech Core, RSNZ, and by Callaghan Innovation.

About the authors

Cong Zhou

Dr Cong Zhou received his PhD degree from University of Canterbury in 2016. Dr Zhou is currently a post-doctoral research fellow working in Mechanical Engineering and Centre for Bioengineering at University of Canterbury. His main research fields include: Structural Dynamics, Structural Health Monitoring (SHM), Signal Processing, Biomedical System Modelling and Machine Learning Application.

Brent Hainsworth

Brent Hainsworth received his BE(hons) in mechanical engineering from the University of Canterbury in 2017. He is currently involved in an Industry 4.0 project for Christchurch Engine Centre as part his master’s degree in engineering management.

Maxwell Sydney

Max Sydney is a graduate of the University of Canterbury, where he completed his B.E in Mechanical Engineering in 2018. He is currently working in industry as a Research Engineer with Trimble Navigation, where he specialises in sensor systems and instrumentation.

Michael Lee

Michael Lee is a Master of Engineering in Management student at the University of Canterbury. Before that he received a BSc in Physiology from the University of Otago and a BE(Hons) in Mechanical Engineering from the University of Canterbury. His background in Physiology led to his interest in Biomedical Engineering.

Zane Ormsby

Zane Ormsby, BEng Hons, received a honours degree in Engineering from the University of Canterbury in 2015, specialising in Mechatronics Engineering.

Marcus Haggers

Marcus Haggers, MEng Hons Oxon, received a masters degree in Engineering from the University of Oxford in 2004, specialising in Biomedical Engineering. Subsequently he gained a further masters degree from the University in Manchester in 2007.

J. Geoffrey Chase

Professor Chase received his B.S. from Case Western Reserve University in 1986 in Mechanical Engineering. His M.S. and PhD were obtained at Stanford University in 1991 and 1996. He spent 6 years working for General Motors and a further 5 years in Silicon Valley, including Xerox PARC, ReSound, Hughes Space and Communications, and Infineon Technologies, before the University of Canterbury in 2000. His research focuses on the intersection of engineering and clinical medicine, primarily in intensive care. Dr. Chase has published over 1200 journal and conference papers and 15 US and European patents. He founded 3 startup companies, and is a Fellow of the Royal Society of NZ (FRSNZ), the American Society of Mechanical Engineers (FASME) and IPENZ (FIPENZ).

Acknowledgment

The authors thank and acknowledge Canterbury Breast Care and the patients who volunteered for this trial.

References

1. Coleman MP, Quaresma M, Berrino F, Lutz J-M, De Angelis R, Capocaccia R, Baili P, Rachet B, Gatta G and Hakulinen T, Cancer survival in five continents: a worldwide population-based study (CONCORD). The lancet oncology 2008. 9(8): 730–756.10.1016/S1470-2045(08)70179-7Search in Google Scholar

2. Michaelson JS, Silverstein M, Wyatt J, Weber G, Moore R, Halpern E, Kopans DB and Hughes K, Predicting the survival of patients with breast carcinoma using tumor size. Cancer 2002. 95(4): 713–723.10.1002/cncr.10742Search in Google Scholar

3. Huguley CM, Brown RL, The value of breast self-examination. Cancer 1981. 47(5): 989–995.10.1002/1097-0142(19810301)47:5<989::AID-CNCR2820470530>3.0.CO;2-VSearch in Google Scholar

4. Pennypacker H, Goldstein MK, Progress in manual breast examination. European Journal of Behavior Analysis 2016. 17(1): 81–86.10.1080/15021149.2016.1139398Search in Google Scholar

5. McDonald S, Saslow D and Alciati MH, Performance and reporting of clinical breast examination: a review of the literature. CA: a cancer journal for clinicians 2004. 54(6): 345–361.10.3322/canjclin.54.6.345Search in Google Scholar

6. Elmore JG, Barton MB, Moceri VM, Polk S, Arena PJ and Fletcher SW, Ten-year risk of false positive screening mammograms and clinical breast examinations. New England Journal of Medicine 1998. 338(16): 1089–1096.10.1056/NEJM199804163381601Search in Google Scholar

7. Elmore JG, Miglioretti DL, Reisch LM, Barton MB, Kreuter W, Christiansen CL and Fletcher SW, Screening mammograms by community radiologists: variability in false-positive rates. Journal of the National Cancer Institute 2002. 94(18): 1373–1380.10.1093/jnci/94.18.1373Search in Google Scholar

8. Esserman L, Cowley H, Eberle C, Kirkpatrick A, Chang S, Berbaum K and Gale A, Improving the accuracy of mammography: volume and outcome relationships. Journal of the National Cancer Institute 2002. 94(5): 369–375.10.1093/jnci/94.5.369Search in Google Scholar

9. Boyd NF, Martin LJ, Bronskill M, Yaffe MJ, Duric N and Minkin S, Breast tissue composition and susceptibility to breast cancer. Journal of the National Cancer Institute 2010. 102(16): 1224–1237.10.1093/jnci/djq239Search in Google Scholar

10. Carney PA, Miglioretti DL, Yankaskas BC, Kerlikowske K, Rosenberg R, Rutter CM, Geller BM, Abraham LA, Taplin SH and Dignan M, Individual and combined effects of age, breast density, and hormone replacement therapy use on the accuracy of screening mammography. Annals of internal medicine 2003. 138(3): 168–175.10.7326/0003-4819-138-3-200302040-00008Search in Google Scholar

11. Berg WA, Gutierrez L, NessAiver MS, Carter WB, Bhargavan M, Lewis RS and Ioffe OB, Diagnostic accuracy of mammography, clinical examination, US, and MR imaging in preoperative assessment of breast cancer. Radiology 2004. 233(3): 830–849.10.1148/radiol.2333031484Search in Google Scholar PubMed

12. El-Bastawissi AY, White E, Mandelson MT and Taplin SH, Reproductive and hormonal factors associated with mammographic breast density by age (United States). Cancer Causes & Control 2000. 11(10): 955–963.10.1023/A:1026514032085Search in Google Scholar

13. Checka CM, Chun JE, Schnabel FR, Lee J and Toth H, The relationship of mammographic density and age: implications for breast cancer screening. American Journal of Roentgenology 2012. 198(3): W292–W295.10.2214/AJR.10.6049Search in Google Scholar PubMed

14. Mariappan YK, Glaser KJ and Ehman RL, Magnetic resonance elastography: a review. Clinical anatomy 2010. 23(5): 497–511.10.1002/ca.21006Search in Google Scholar PubMed PubMed Central

15. Botterill T, Lotz T, Kashif A and Chase JG, Reconstructing 3-D Skin Surface Motion for the DIET Breast Cancer Screening System. IEEE transactions on medical imaging 2014. 33(5): 1109–1118.10.1109/TMI.2014.2304959Search in Google Scholar PubMed

16. Moore SK, Better breast cancer detection. Ieee Spectrum 2001. 38(5): 50–54.10.1109/6.920031Search in Google Scholar

17. Zhi H, Ou B, Luo B-M, Feng X, Wen Y-L and Yang H-Y, Comparison of ultrasound elastography, mammography, and sonography in the diagnosis of solid breast lesions. Journal of ultrasound in medicine 2007. 26(6): 807–815.10.7863/jum.2007.26.6.807Search in Google Scholar PubMed

18. Zaleska-Dorobisz U, Kaczorowski K, Pawluś A, Puchalska A and Inglot M, Ultrasound elastography–review of techniques and its clinical applications. brain 2013. 6: 10–14.10.17219/acem/26301Search in Google Scholar PubMed

19. Krouskop TA, Wheeler TM, Kallel F, Garra BS and Hall T, Elastic moduli of breast and prostate tissues under compression. Ultrasonic imaging 1998. 20(4): 260–274.10.1177/016173469802000403Search in Google Scholar PubMed

20. Samani A, Zubovits J and Plewes D, Elastic moduli of normal and pathological human breast tissues: an inversion-technique-based investigation of 169 samples. Physics in medicine and biology 2007. 52(6): 1565.10.1088/0031-9155/52/6/002Search in Google Scholar PubMed

21. Xu C, Chase JG and Rodgers GW, Physical parameter identification of nonlinear base-isolated buildings using seismic response data. Computers & Structures 2014. 145(1): 47–57.10.1016/j.compstruc.2014.08.006Search in Google Scholar

22. Zhou C, Chase JG, Rodgers GW, Tomlinson H and Xu C, Physical Parameter Identification of Structural Systems with Hysteretic Pinching. Computer-Aided Civil and Infrastructure Engineering 2015. 30(4): 247–262.10.1111/mice.12108Search in Google Scholar

23. Zhou C, Chase JG, Rodgers GW, Xu C and Tomlinson H, Overall damage identification of flag-shaped hysteresis systems under seismic excitation. Smart Structures and Systems 2015. 16(1): 163–181.10.12989/sss.2015.16.1.163Search in Google Scholar

24. Farrar CR, Worden K, An introduction to structural health monitoring. Philosophical Transactions of the Royal Society of London A: Mathematical, Physical and Engineering Sciences 2007. 365(1851): 303–315.10.1098/rsta.2006.1928Search in Google Scholar PubMed

25. Doebling SW, Farrar CR, Prime MB and Shevitz DW, Damage identification and health monitoring of structural and mechanical systems from changes in their vibration characteristics: a literature review. 1996.10.2172/249299Search in Google Scholar

26. Brown RG, Chase JG and Hann CE, A pointwise smooth surface stereo reconstruction algorithm without correspondences. Image and Vision Computing 2012. 30(9): 619–629.10.1016/j.imavis.2012.06.003Search in Google Scholar

27. Pepin KM, Ehman RL and McGee KP, Magnetic resonance elastography (MRE) in cancer: Technique, analysis, and applications. Progress in nuclear magnetic resonance spectroscopy 2015. 90: 32–48.10.1016/j.pnmrs.2015.06.001Search in Google Scholar PubMed PubMed Central

28. Zhou C, Chase JG and Rodgers GW, Efficient hysteresis loop analysis-based damage identification of a reinforced concrete frame structure over multiple events. Journal of Civil Structural Health Monitoring 2017. 7(4): 541–556.10.1007/s13349-017-0241-8Search in Google Scholar

29. Zhou C, Chase JG, Rodgers GW, Huang B and Xu C, Effective Stiffness Identification for Structural Health Monitoring of Reinforced Concrete Building using Hysteresis Loop Analysis. Procedia Engineering 2017. 199: 1074–1079.10.1016/j.proeng.2017.09.072Search in Google Scholar

30. Zhou C, Chase JG, Rodgers GW and Iihoshi C, Damage assessment by stiffness identification for a full-scale three-story steel moment resisting frame building subjected to a sequence of earthquake excitations. Bulletin of Earthquake Engineering 2017. 15(9): 1–20.10.1007/s10518-017-0190-ySearch in Google Scholar

31. Zhou C, Chase JG, Rodgers GW, Kuang A, Gutschmidt S and Xu C, Performance Evaluation of CWH Base Isolated Building During Two Major Earthquakes in Christchurch. Bulletin of the New Zealand Society for Earthquake Engineering 2015. 48(4): 264–273.10.5459/bnzsee.48.4.264-273Search in Google Scholar

32. Zhou C, Chase JG, Rodgers GW and Xu C, Comparing model-based adaptive LMS filters and a model-free hysteresis loop analysis method for structural health monitoring. Mechanical System and Signal Processing 2017. 84(2017): 384–398.10.1016/j.ymssp.2016.07.030Search in Google Scholar

33. Zhou C, Chase JG, Ismail H, Signal MK, Haggers M, Rodgers GW and Pretty C, Silicone phantom validation of breast cancer tumor detection using nominal stiffness identification in digital imaging elasto-tomography (DIET). Biomedical Signal Processing and Control 2018. 39: 435–447.10.1016/j.bspc.2017.08.022Search in Google Scholar

34. Bai J, Perron P, Computation and analysis of multiple structural change models. Journal of Applied Econometrics 2003. 18(1): 1–22.10.1002/jae.659Search in Google Scholar

35. Carmichael A, Bendall S, Lockerbie L, Prescott R and Bates T, The long-term outcome of synchronous bilateral breast cancer is worse than metachronous or unilateral tumours. European Journal of Surgical Oncology (EJSO) 2002. 28(4): 388–391.10.1053/ejso.2002.1266Search in Google Scholar

36. Tulinius H, Sigvaldason H and Olafsdottir G, Left and right sided breast cancer. Pathology-Research and Practice 1990. 186(1): 92–94.10.1016/S0344-0338(11)81015-0Search in Google Scholar

37. Dixon A, Galea M, Ellis I, Elston C and Blamey R, Paget’s disease of the nipple. British journal of surgery 1991. 78(6): 722–723.10.1002/bjs.1800780627Search in Google Scholar PubMed

38. Tanaka VDA, Sanches JA, Torezan L, Niwa AB and Festa Neto C, Mammary and extramammary Paget’s disease: a study of 14 cases and the associated therapeutic difficulties. Clinics 2009. 64(6): 599–606.10.1590/S1807-59322009000600018Search in Google Scholar PubMed PubMed Central

39. Berg WA, Blume JD, Cormack JB, Mendelson EB, Lehrer D, Böhm-Vélez M, Pisano ED, Jong RA, Evans WP and Morton MJ, Combined screening with ultrasound and mammography vs mammography alone in women at elevated risk of breast cancer. Jama 2008. 299(18): 2151–2163.10.1001/jama.299.18.2151Search in Google Scholar PubMed PubMed Central

40. Kolb TM, Lichy J and Newhouse JH, Comparison of the performance of screening mammography, physical examination, and breast us and evaluation of factors that influence them: An analysis of 27,825 patient evaluations 1. Radiology 2002. 225(1): 165–175.10.1148/radiol.2251011667Search in Google Scholar PubMed

41. Subashini T, Ramalingam V and Palanivel S, Automated assessment of breast tissue density in digital mammograms. Computer Vision and Image Understanding 2010. 114(1): 33–43.10.1016/j.cviu.2009.09.009Search in Google Scholar

Received: 2018-05-08
Accepted: 2018-09-20
Published Online: 2018-11-29
Published in Print: 2018-12-19

© 2018 Walter de Gruyter GmbH, Berlin/Boston

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