Modeling of Human Skin using Distributed Order Fractional Derivative Model-Frequency Domain
Само за регистроване кориснике
2014
Поглавље у монографији (Објављена верзија)
Метаподаци
Приказ свих података о документуАпстракт
Bioelectro-mechanical properties of the skin can be very valid data for analyzing fractal characteristics of skin structure. In this paper, bioelectrical impedance method and fractional calculus have been utilized for characterization of the human skin. Our fractional model presents the generalized continuous Cole
model which can predict structural – functional parameters as a lot of Cole complex relaxation times. It is
shown using the proposed model and experimental results that these parameters depend on the fractional
indexes as a degree of the fractional derivatives in the interval (0,1). These relaxation time constants correspond to structural – functional characteristics of the skin. The integral approximation of continuous fractional Cole model was done from ten points corresponding to orderly connected known reduced Cole elements. It was observed that five reduced Cole elements had significant values of corresponding relaxation times. Lastly, the advantages of the proposed m...odel are discussed.
Кључне речи:
skin layer / fractional calculus / frequency analysis / viscoelastic / electric impedanceИзвор:
Advanced Topics on Applications of Fractional Calculus on Control Problems, System Stability and Modeling, 2014, 94-105Издавач:
- WSEAS Press
Финансирање / пројекти:
- Одрживост и унапређење машинских система у енергетици и транспорту применом форензичког инжењерства, еко и робуст дизајна (RS-MESTD-Technological Development (TD or TR)-35006)
- Развој нових метода и техника за рану дијагностику канцера грлића материце, дебелог црева, усне дупље и меланома на бази дигиталне слике и ексцитационо-емисионих спектара у видљивом и инфрацрвеном домену (RS-MESTD-Integrated and Interdisciplinary Research (IIR or III)-41006)
- Повећање енергетске ефикасности ХЕ и ТЕ ЕПС-а развојем технологије и уређаја енергетске електронике за регулацију и аутоматизацију (RS-MESTD-Technological Development (TD or TR)-33020)
- Динамика хибридних система сложених структура. Механика материјала (RS-MESTD-Basic Research (BR or ON)-174001)
Колекције
Институција/група
Mašinski fakultetTY - CHAP AU - Vosika, Zoran AU - Lazarević, Mihailo AU - Lazović, Goran AU - Simić-Krstić, Jovana AU - Koruga, Đuro PY - 2014 UR - https://machinery.mas.bg.ac.rs/handle/123456789/6686 AB - Bioelectro-mechanical properties of the skin can be very valid data for analyzing fractal characteristics of skin structure. In this paper, bioelectrical impedance method and fractional calculus have been utilized for characterization of the human skin. Our fractional model presents the generalized continuous Cole model which can predict structural – functional parameters as a lot of Cole complex relaxation times. It is shown using the proposed model and experimental results that these parameters depend on the fractional indexes as a degree of the fractional derivatives in the interval (0,1). These relaxation time constants correspond to structural – functional characteristics of the skin. The integral approximation of continuous fractional Cole model was done from ten points corresponding to orderly connected known reduced Cole elements. It was observed that five reduced Cole elements had significant values of corresponding relaxation times. Lastly, the advantages of the proposed model are discussed. PB - WSEAS Press T2 - Advanced Topics on Applications of Fractional Calculus on Control Problems, System Stability and Modeling T1 - Modeling of Human Skin using Distributed Order Fractional Derivative Model-Frequency Domain EP - 105 SP - 94 UR - https://hdl.handle.net/21.15107/rcub_machinery_6686 ER -
@inbook{ author = "Vosika, Zoran and Lazarević, Mihailo and Lazović, Goran and Simić-Krstić, Jovana and Koruga, Đuro", year = "2014", abstract = "Bioelectro-mechanical properties of the skin can be very valid data for analyzing fractal characteristics of skin structure. In this paper, bioelectrical impedance method and fractional calculus have been utilized for characterization of the human skin. Our fractional model presents the generalized continuous Cole model which can predict structural – functional parameters as a lot of Cole complex relaxation times. It is shown using the proposed model and experimental results that these parameters depend on the fractional indexes as a degree of the fractional derivatives in the interval (0,1). These relaxation time constants correspond to structural – functional characteristics of the skin. The integral approximation of continuous fractional Cole model was done from ten points corresponding to orderly connected known reduced Cole elements. It was observed that five reduced Cole elements had significant values of corresponding relaxation times. Lastly, the advantages of the proposed model are discussed.", publisher = "WSEAS Press", journal = "Advanced Topics on Applications of Fractional Calculus on Control Problems, System Stability and Modeling", booktitle = "Modeling of Human Skin using Distributed Order Fractional Derivative Model-Frequency Domain", pages = "105-94", url = "https://hdl.handle.net/21.15107/rcub_machinery_6686" }
Vosika, Z., Lazarević, M., Lazović, G., Simić-Krstić, J.,& Koruga, Đ.. (2014). Modeling of Human Skin using Distributed Order Fractional Derivative Model-Frequency Domain. in Advanced Topics on Applications of Fractional Calculus on Control Problems, System Stability and Modeling WSEAS Press., 94-105. https://hdl.handle.net/21.15107/rcub_machinery_6686
Vosika Z, Lazarević M, Lazović G, Simić-Krstić J, Koruga Đ. Modeling of Human Skin using Distributed Order Fractional Derivative Model-Frequency Domain. in Advanced Topics on Applications of Fractional Calculus on Control Problems, System Stability and Modeling. 2014;:94-105. https://hdl.handle.net/21.15107/rcub_machinery_6686 .
Vosika, Zoran, Lazarević, Mihailo, Lazović, Goran, Simić-Krstić, Jovana, Koruga, Đuro, "Modeling of Human Skin using Distributed Order Fractional Derivative Model-Frequency Domain" in Advanced Topics on Applications of Fractional Calculus on Control Problems, System Stability and Modeling (2014):94-105, https://hdl.handle.net/21.15107/rcub_machinery_6686 .