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  1. NTU Theses and Dissertations Repository
  2. 工學院
  3. 醫學工程學研究所
請用此 Handle URI 來引用此文件: http://tdr.lib.ntu.edu.tw/jspui/handle/123456789/86745
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dc.contributor.advisor施博仁(Po-Jen Shih)
dc.contributor.authorYa-Hsing Sungen
dc.contributor.author宋亞欣zh_TW
dc.date.accessioned2023-03-20T00:14:59Z-
dc.date.copyright2022-07-29
dc.date.issued2022
dc.date.submitted2022-07-27
dc.identifier.citation1. Flaxman, S.R., et al., Global causes of blindness and distance vision impairment 1990–2020: a systematic review and meta-analysis. The Lancet Global Health, 2017. 5(12): p. e1221-e1234. 2. Leske, M.C., et al., Incident open-angle glaucoma and blood pressure. Archives of ophthalmology, 2002. 120(7): p. 954-959. 3. Berman, E.R., Biochemistry of the Eye. 1991: Springer Science & Business Media. 4. Goel, M., et al., Aqueous humor dynamics: a review. The open ophthalmology journal, 2010. 4: p. 52. 5. Touitou, E. and B.W. Barry, Enhancement in drug delivery. 2006: CRC Press. 6. Nongpiur, M.E., J.Y. Ku, and T. Aung, Angle closure glaucoma: a mechanistic review. Current opinion in ophthalmology, 2011. 22(2): p. 96-101. 7. Stamper, R.L., A history of intraocular pressure and its measurement. Optometry and Vision Science, 2011. 88(1): p. E16-E28. 8. Gloster, J. and E. Perkins, The validity of the Imbert-Fick law as applied to applanation tonometry. Experimental Eye Research, 1963. 2(3): p. 274-283. 9. Ehlers, N., F.K. HANSEN, and H. Aasved, Biometric correlations of corneal thickness. Acta ophthalmologica, 1975. 53(4): p. 652-659. 10. Gunvant, P., et al., Evaluation of tonometric correction factors. Journal of glaucoma, 2005. 14(5): p. 337-343. 11. Vernon, S.A., S.J. Jones, and D.J. Henry, Maximising the sensitivity and specificity of non-contact tonometry in glaucoma screening. Eye, 1991. 5(4): p. 491-493. 12. Brittain, G., D. Austin, and S. Kelly, A prospective survey to determine sources and diagnostic accuracy of glaucoma referrals. Health Trends, 1988. 20(2): p. 43-44. 13. Jorge, J., et al., Clinical performance of the Reichert AT550: a new non‐contact tonometer. Ophthalmic and Physiological Optics, 2002. 22(6): p. 560-564. 14. Jorge, J., et al., Clinical performance of non‐contact tonometry by Reichert AT550® in glaucomatous patients. Ophthalmic and Physiological Optics, 2003. 23(6): p. 503-506. 15. Kotecha, A., et al., The relative effects of corneal thickness and age on Goldmann applanation tonometry and dynamic contour tonometry. British Journal of Ophthalmology, 2005. 89(12): p. 1572-1575. 16. Elsheikh, A., et al., Multiparameter correction equation for Goldmann applanation tonometry. Optometry and Vision Science, 2011. 88(1): p. E102-E112. 17. Young, D.F., T. Okiishi, and W. Huebsch, Fundamentals of fluid mechanics. 2006: Wiley. 18. Kreyszig, E., Advanced Engineering Mathematics, John Wiley & Sons. INC., Singapore, 1993. 19. Smith, D.W., C.-J. Lee, and B.S. Gardiner, No flow through the vitreous humor: How strong is the evidence? Progress in Retinal and Eye Research, 2020. 78: p. 100845.
dc.identifier.urihttp://tdr.lib.ntu.edu.tw/jspui/handle/123456789/86745-
dc.description.abstract吹氣量測所測得前房眼壓究竟等不等於玻璃體眼壓一直是眼科醫師的疑問。眼壓量測目前為量測前房眼壓。對於玻璃體後之眼壓並無法直接量測,僅能透過假設相等的方式令前房眼壓相等於後房眼壓。但正常人與青光眼患者之房水通道黏滯性並不相同,閉隅型青光眼(ACG)患者的後房房水並不易流至前房。相對的,吹氣量測時,房水將不易往後房流通,而會更多的堆積在前房。造成前房眼壓被高估。我們將使用白努力定律為核心建構我們的眼壓連通管模型,以級數解之形式得到解析解,並評估前後房與玻璃體在吹氣量測時眼內壓的升降幅度與升降速度。為考慮變型造成阻尼與級數解之適用性,最後使用彈簧阻尼系統模擬周圍組織抵抗腔室變形之力,評估系統受吹氣壓力時,各腔室壓力上升的延時性。結果顯示,虹膜通道的完全堵塞與完全暢通會影響後房腔室水頭高為正常人上升幅度0.2至2倍,在吹氣量測實驗下,極短時間內量測到的前房眼壓會存在高估玻璃體眼壓的情形。zh_TW
dc.description.abstractWhether the intraocular pressure(IOP) in the anterior chamber measured by insufflation equal to the vitreous is a question for ophthalmologists. The IOP measurement is currently measuring the IOP of the anterior chamber, since we cannot directly measure the IOP of the vitreous. However, the friction of the aqueous channel of normal participants and glaucoma patients is not the same, and the aqueous humor in the posterior chamber of patients with angle-close glaucoma (ACG) is not easy to flow to the anterior chamber. On the other hand, during the air blow measurement, the aqueous humor is not easily flow to the posterior chamber, but it accumulates more in the anterior chamber. That lets the IOP in the anterior chamber to be overestimated. In this paper, we used Bernoulli's principle to construct the IOP model, and obtained analytical solutions in the form of a series solution. These solutions evaluated the rise and fall of the IOP in the anterior and posterior chambers and the vitreous during insufflation measurement. Considering damping dued by deformation and the applicability of the series solution, the spring damping system was finally added to simulate the force of the surrounding tissue to resist the deformation of the chamber, and the delay of the pressure rise of each chamber at system startup. The results show that whether blockage complete or not the iris channel affects the posterior chamber rise by 0.2 to 2 times than normal people, and the measurement of the anterior chamber intraocular pressure overestimates the vitreous intraocular pressure.en
dc.description.provenanceMade available in DSpace on 2023-03-20T00:14:59Z (GMT). No. of bitstreams: 1
U0001-2007202214320700.pdf: 1873578 bytes, checksum: 74e9c1228b9708f2358c53e1f989e1ad (MD5)
Previous issue date: 2022
en
dc.description.tableofcontents謝誌 i 中文摘要 ii ABSTRACT iii 圖目錄 vi 第一章 緒論 1 1.1 研究動機 2 1.2 眼睛結構與功能 2 1.2.1 晶狀體 2 1.2.2 房水液 3 1.2 眼壓計 4 第二章 文獻回顧 6 2.1 眼壓計量測眼內壓 6 2.1.1 接觸式眼壓計 6 2.2 白努力定律 9 2.2.1 穩定流 9 2.2.2 不穩定流 13 2.3 冪級數法 14 第三章 材料與方法 16 3.1 一維力平衡模型的建立 16 3.2 考慮角膜變形之模型建立 24 3.3 角膜變形考慮阻尼力 35 第四章 模型結果驗證與討論 45 4.1 參數設定 45 4.2 級數展開之階數選用 45 4.3 無阻尼模型建立 47 4.4 有阻尼模型建立 51 第五章 結論與未來展望 54 5.1 結論 54 5.2 未來展望 55 參考文獻 56
dc.language.isozh-TW
dc.subject眼壓量測zh_TW
dc.subject級數解zh_TW
dc.subject流體力學zh_TW
dc.subject眼壓量測zh_TW
dc.subject眼睛zh_TW
dc.subject流體力學zh_TW
dc.subject眼睛zh_TW
dc.subject質量彈簧-阻尼系統zh_TW
dc.subject級數解zh_TW
dc.subject質量彈簧-阻尼系統zh_TW
dc.subjecteye intraocular pressureen
dc.subjectspring-damping systemen
dc.subjectseries solutionen
dc.subjectfluid mechanicsen
dc.subjectintraocular pressure measurementen
dc.subjecteye intraocular pressureen
dc.subjectspring-damping systemen
dc.subjectseries solutionen
dc.subjectfluid mechanicsen
dc.subjectintraocular pressure measurementen
dc.title白努力模型應用於分析眼內壓zh_TW
dc.titleApplication of Bernoulli model for analyzing eye intraocular pressureen
dc.typeThesis
dc.date.schoolyear110-2
dc.description.degree碩士
dc.contributor.oralexamcommittee王一中(I-Jong Wang),梁祥光(Hsiang-Kuang Liang),程子翔(Kevin T. Chen)
dc.subject.keyword眼睛,眼壓量測,流體力學,級數解,質量彈簧-阻尼系統,zh_TW
dc.subject.keywordeye intraocular pressure,intraocular pressure measurement,fluid mechanics,series solution,spring-damping system,en
dc.relation.page57
dc.identifier.doi10.6342/NTU202201573
dc.rights.note同意授權(全球公開)
dc.date.accepted2022-07-28
dc.contributor.author-college工學院zh_TW
dc.contributor.author-dept醫學工程學研究所zh_TW
dc.date.embargo-lift2024-07-31-
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