Araştırma Makalesi
BibTex RIS Kaynak Göster
Yıl 2020, Cilt: 35 Sayı: 2, 765 - 774, 25.12.2019
https://doi.org/10.17341/gazimmfd.516656

Öz

Kaynakça

  • Chua, L. O., 1969.Introduction to nonlinear networktheory. McGraw-Hill.
  • Muthuswamy, B., 2010.“Implementing memristorbased chaotic circuits”. International Journal of Bifurcation and Chaos, 20(05), pp. 1335–1350.
  • Yener, S. C., and Kuntman, H. H., 2014. “Fully cmos memristor based chaotic circuit”. Radioengineering, 23(4), pp. 1140–1149.
  • Bao, B., Xu, L., Wu, Z., Chen, M., and Wu, H., 2018.“Coexistence of multiple bifurcation modes in memristive diode-bridge based canonical chuas circuit”.International Journal of Electronics, 105(7), pp. 1159–1169.
  • Chen, M., Yu, J., Yu, Q., Li, C., and Bao, B., 2014.“A memristive diode bridge-based canonical chuas circuit”.Entropy,16(12), pp. 6464–6476.
  • Wu, J., Wang, L., Chen, G., and Duan, S., 2016. “A memristive chaotic system with heart-shaped attractors and its implementation”. Chaos, Solitons & Fractals, 92, pp. 20–29.
  • Wang, L., Drakakis, E., Duan, S., He, P., and Liao, X.,2012. “Memristor model and its application for chaos generation”.International Journal of Bifurcation and Chaos, 22(08), p. 1250205.
  • Hu, X., Chen, G., Duan, S., and Feng, G., 2014. “A memristor-based chaotic system with boundary conditions”. InMemristor Networks. Springer, pp. 351–364.
  • Fonzin, T. F., Srinivasan, K., Kengne, J., and Pelap, F.,2018. “Coexisting bifurcations in a memristive hyper-chaotic oscillator”. AEU-International Journal of Electronics and Communications.
  • Chua, L., 1971. “Memristor-the missing circuit element”.IEEE Transactions on circuit theory, 18(5), pp. 507–519.
  • Kim, H., Sah, M. P., Yang, C., Roska, T., and Chua, L. O., 2012. “Neural synaptic weighting with a pulse-based memristor circuit”.IEEE Transactions on Circuits and Systems I: Regular Papers,59(1), pp. 148–158.
  • Yakopcic, C., Hasan, R., and Taha, T. M., 2018. “Flexible memristor based neuromorphic system for implementing multi-layer neural network algorithms”.International Journal of Parallel, Emergent and Distributed Systems,33(4), pp. 408–429.
  • Hadis, N. S. M., Manaf, A. A., Ngalim, S. H., and Herman, S. H., 2017. “Fabrication and characterisation of fluidic based memristor sensor for liquid with hydroxylgroup”. Sensing and Bio-Sensing Research,14, pp. 21–29.
  • Ebong, I. E., and Mazumder, P., 2011. “Self-controlled writing and erasing in a memristor crossbar memory”.IEEE Transactions on Nanotechnology,10(6),pp. 1454–1463.
  • Saha, G., Pasumarthy, R., and Khatavkar, P., 2015. “Towards analog memristive controllers”. IEEE Transactions on Circuits and Systems I: Regular Papers,62(1),pp. 205–214.
  • Varghese, D., and Gandhi, G., 2009. “Memristor basedhigh linear range differential pair”. In Communications, Circuits and Systems, 2009. ICCCAS 2009. International Conference on, IEEE, pp. 935–938.
  • Yener, Ş. Ç., Mutlu, R., Kuntman H., "Memristor Temelli Sallen-Key Süzgeçler" Gazi Üniversitesi Mühendislik-Mimarlık Fakültesi Dergisi 30.2 (2015).
  • Hirsch, M. W., Smale, S., 1973.Differential equations, dynamical systems and linear algebra. Academic Press college division.
  • Rössler, O. E., 1976.“An equation for continuous chaos” Physics Letters A,57(5), pp. 397–398.
  • Stoyanov, B., Szczypiorski, K., and Kordov, K., 2017.“Yet another pseudorandom number generator”.International Journal of Electronics and Telecommunications,63(2), pp. 195–199.
  • Canals, V., Morro, A., and Rossell ́o, J. L., 2014. “Random number generation based on the rossler attractor”. IEICE Proceeding Series,1, pp. 272–275.
  • Bonilla, L. L., Alvaro, M., and Carretero, M., 2016.“Chaos-based true random number generators”. Journal of Mathematics in Industry,7(1), p. 1.
  • FİDAN, C. B., TUNA, M., 2018. “Kaotik sistemler ve fpga tabanlı kaotik osilatörlerin gerçek rasgele sayı üretimindeki (grsü) önemi üzerine bir araştırma”. Gazi ̈Universitesi Mühendislik-Mimarlık Fakültesi Dergisi,2018(2018).
  • Chantov, D., 2012. “A chaos-based two-level securecommunication system on the basis of two differentpairs of synchronized chaotic systems.”.InternationalJournal on Information Technologies & Security,4(1).
  • Frunzete, M., Popescu, A. A., and Barbot, J.-P., 2015.“Dynamical discrete-time rössler map with variable delay”. In International Conference on Computational Science and Its Applications, Springer, pp. 431–446.
  • Abundiz-Perez, F., Cruz-Hernandez, C., Murillo-Escobar, M., Lopez-Gutierrez, R., and Arellano-Delgado, A., 2016. “A fingerprint image encryption scheme based on hyperchaotic rössler map”.Mathematical Problems in Engineering,2016.
  • Al-Najjar, H. M., 2012.“Digital image encryption algorithm based on multi-dimensional chaotic system and pixels location”. International Journal of Computer Theory and Engineering,4(3), p. 357.
  • Dar, M. R., Kant, N. A., and Khanday, F. A., 2017.“Realization of integrable incommensurate-fractional-order-rössler-system design using operational transconductance amplifiers (otas) and its experimental verification”. International Journal of Bifurcation and Chaos,27(05), p. 1750077.
  • Liao, T.-L., and Chen, C.-K., 1999. “Design and circuit simulation of observer-based chaotic synchronization and communication systems”. International journal of electronics,86(12), pp. 1423–1440.
  • Wei-Qing, L., Jing-Fa, D., and Jing-Hua, X., 2012.“Experimental observation of a multirhythmic pattern in chains of rossler circuits”.Chinese Physics B,21(12), p. 128701.
  • Cam, Z. G., and Sedef, H., 2017. “A new floating memristance simulator circuit based on second generationcurrent conveyor”. Journal of Circuits, Systems and Computers, 26(02), p. 1750029.
  • Recai, K., 2010. A practical guide for studying Chua’s circuits, Vol. 71. World Scientific.
  • ANALOG DEVICES,2017.60 MHz,2000V/s, Monolithic Op Amp with Quad Low Noise. Rev. G.
  • Adhikari, S. P., Sah, M. P., Kim, H., and Chua, L. O.,2013. “Three fingerprints of memristor”.IEEE Transactions on Circuits and Systems I: Regular Papers,60(11), pp. 3008–3021.
  • Kutta, W., 1901. “Beitrag zur n ̈aherungweisen integration totaler differentialgleichungen”.
  • Runge, C., 1895.“ ̈Uber die numerische auflosungvon differentialgleichungen”. Mathematische Annalen, 46(2), pp. 167–178.
  • Zambrano, S., Mari ̃no, I. P., and Sanjuan, M. A., 2009.“Controlling crisis-induced intermittency using its relation with a boundary crisis”. New Journal of Physics, 11(2), p. 023025.
  • ANALOG DEVICES, 2015.Low Cost Analog Multi-plier. Rev. K.
  • Sadoudi, S., Azzaz, M. S., 2009. “Hardware implementation of the rössler chaotic system for securing chaotic communication”. In Proceedings of 5th International Conference of Sciences of Electronic, Technologies of Information and Telecommunications.
  • Eroğlu, C., 2008. “Implementation of synchronized chaotic systems by field programmable gate array”. Master’s thesis, ̇İzmir Institute of Technology.
  • Chiu, R., Mora-Gonzalez, M., and Lopez-Mancilla, D.,2013. “Implementation of a chaotic oscillator into asimple microcontroller”.IERI Procedia,4, pp. 247–252.
  • Larptwee, S., and San-Um, W., 2013. “Implementation of rössler chaotic system through inherent exponential nonlinearity of a diode with two-channel chaotic synchronization applications”. In Intelligent Control andInformation Processing (ICICIP), 2013 Fourth Interna-tional Conference on, IEEE, pp. 787–791.
  • Itoh, M., and Yamamoto, N., 2000. “Synthesis of linear and nonlinear circuits”. In Nonlinear Dynamics Of Electronic Systems. World Scientific, pp. 95–99.

Memristör tabanlı kaotik rössler devresi gerçeklemesi

Yıl 2020, Cilt: 35 Sayı: 2, 765 - 774, 25.12.2019
https://doi.org/10.17341/gazimmfd.516656

Öz

Bu
çalışmada kaotik Rössler diferansiyel denklem kümesinin elektronik gerçeklemesi
için memristör tabanlı yeni bir analog devre önerilmştir. Kaotik faz portreleri
ve çatallanma diyagramları için matematiksel analizler ve SPICE simülasyonları
yapılmışır. Önerilen sistem ticari olarak piyasada bulunan aktif ve pasif
elemanlar kullanılarak bord üzerinde gerçeklenmiş ve deneysel çalışma
yürütülmüştür. Elde edilen deneysel sonuçlar, matematiksel analizler ve
simülasyon sonuçları ile uyumludur. İhtiyaç duyulan memristans karakteristiğini
sağlayacak olan bir memristans simülatörü devresi önerilmiş, ve ona ait
non-lineer dinamikler frekansa bağlı histeresis eğrileri incelenerek memristif
yapısı doğrulanmıştır. 

Kaynakça

  • Chua, L. O., 1969.Introduction to nonlinear networktheory. McGraw-Hill.
  • Muthuswamy, B., 2010.“Implementing memristorbased chaotic circuits”. International Journal of Bifurcation and Chaos, 20(05), pp. 1335–1350.
  • Yener, S. C., and Kuntman, H. H., 2014. “Fully cmos memristor based chaotic circuit”. Radioengineering, 23(4), pp. 1140–1149.
  • Bao, B., Xu, L., Wu, Z., Chen, M., and Wu, H., 2018.“Coexistence of multiple bifurcation modes in memristive diode-bridge based canonical chuas circuit”.International Journal of Electronics, 105(7), pp. 1159–1169.
  • Chen, M., Yu, J., Yu, Q., Li, C., and Bao, B., 2014.“A memristive diode bridge-based canonical chuas circuit”.Entropy,16(12), pp. 6464–6476.
  • Wu, J., Wang, L., Chen, G., and Duan, S., 2016. “A memristive chaotic system with heart-shaped attractors and its implementation”. Chaos, Solitons & Fractals, 92, pp. 20–29.
  • Wang, L., Drakakis, E., Duan, S., He, P., and Liao, X.,2012. “Memristor model and its application for chaos generation”.International Journal of Bifurcation and Chaos, 22(08), p. 1250205.
  • Hu, X., Chen, G., Duan, S., and Feng, G., 2014. “A memristor-based chaotic system with boundary conditions”. InMemristor Networks. Springer, pp. 351–364.
  • Fonzin, T. F., Srinivasan, K., Kengne, J., and Pelap, F.,2018. “Coexisting bifurcations in a memristive hyper-chaotic oscillator”. AEU-International Journal of Electronics and Communications.
  • Chua, L., 1971. “Memristor-the missing circuit element”.IEEE Transactions on circuit theory, 18(5), pp. 507–519.
  • Kim, H., Sah, M. P., Yang, C., Roska, T., and Chua, L. O., 2012. “Neural synaptic weighting with a pulse-based memristor circuit”.IEEE Transactions on Circuits and Systems I: Regular Papers,59(1), pp. 148–158.
  • Yakopcic, C., Hasan, R., and Taha, T. M., 2018. “Flexible memristor based neuromorphic system for implementing multi-layer neural network algorithms”.International Journal of Parallel, Emergent and Distributed Systems,33(4), pp. 408–429.
  • Hadis, N. S. M., Manaf, A. A., Ngalim, S. H., and Herman, S. H., 2017. “Fabrication and characterisation of fluidic based memristor sensor for liquid with hydroxylgroup”. Sensing and Bio-Sensing Research,14, pp. 21–29.
  • Ebong, I. E., and Mazumder, P., 2011. “Self-controlled writing and erasing in a memristor crossbar memory”.IEEE Transactions on Nanotechnology,10(6),pp. 1454–1463.
  • Saha, G., Pasumarthy, R., and Khatavkar, P., 2015. “Towards analog memristive controllers”. IEEE Transactions on Circuits and Systems I: Regular Papers,62(1),pp. 205–214.
  • Varghese, D., and Gandhi, G., 2009. “Memristor basedhigh linear range differential pair”. In Communications, Circuits and Systems, 2009. ICCCAS 2009. International Conference on, IEEE, pp. 935–938.
  • Yener, Ş. Ç., Mutlu, R., Kuntman H., "Memristor Temelli Sallen-Key Süzgeçler" Gazi Üniversitesi Mühendislik-Mimarlık Fakültesi Dergisi 30.2 (2015).
  • Hirsch, M. W., Smale, S., 1973.Differential equations, dynamical systems and linear algebra. Academic Press college division.
  • Rössler, O. E., 1976.“An equation for continuous chaos” Physics Letters A,57(5), pp. 397–398.
  • Stoyanov, B., Szczypiorski, K., and Kordov, K., 2017.“Yet another pseudorandom number generator”.International Journal of Electronics and Telecommunications,63(2), pp. 195–199.
  • Canals, V., Morro, A., and Rossell ́o, J. L., 2014. “Random number generation based on the rossler attractor”. IEICE Proceeding Series,1, pp. 272–275.
  • Bonilla, L. L., Alvaro, M., and Carretero, M., 2016.“Chaos-based true random number generators”. Journal of Mathematics in Industry,7(1), p. 1.
  • FİDAN, C. B., TUNA, M., 2018. “Kaotik sistemler ve fpga tabanlı kaotik osilatörlerin gerçek rasgele sayı üretimindeki (grsü) önemi üzerine bir araştırma”. Gazi ̈Universitesi Mühendislik-Mimarlık Fakültesi Dergisi,2018(2018).
  • Chantov, D., 2012. “A chaos-based two-level securecommunication system on the basis of two differentpairs of synchronized chaotic systems.”.InternationalJournal on Information Technologies & Security,4(1).
  • Frunzete, M., Popescu, A. A., and Barbot, J.-P., 2015.“Dynamical discrete-time rössler map with variable delay”. In International Conference on Computational Science and Its Applications, Springer, pp. 431–446.
  • Abundiz-Perez, F., Cruz-Hernandez, C., Murillo-Escobar, M., Lopez-Gutierrez, R., and Arellano-Delgado, A., 2016. “A fingerprint image encryption scheme based on hyperchaotic rössler map”.Mathematical Problems in Engineering,2016.
  • Al-Najjar, H. M., 2012.“Digital image encryption algorithm based on multi-dimensional chaotic system and pixels location”. International Journal of Computer Theory and Engineering,4(3), p. 357.
  • Dar, M. R., Kant, N. A., and Khanday, F. A., 2017.“Realization of integrable incommensurate-fractional-order-rössler-system design using operational transconductance amplifiers (otas) and its experimental verification”. International Journal of Bifurcation and Chaos,27(05), p. 1750077.
  • Liao, T.-L., and Chen, C.-K., 1999. “Design and circuit simulation of observer-based chaotic synchronization and communication systems”. International journal of electronics,86(12), pp. 1423–1440.
  • Wei-Qing, L., Jing-Fa, D., and Jing-Hua, X., 2012.“Experimental observation of a multirhythmic pattern in chains of rossler circuits”.Chinese Physics B,21(12), p. 128701.
  • Cam, Z. G., and Sedef, H., 2017. “A new floating memristance simulator circuit based on second generationcurrent conveyor”. Journal of Circuits, Systems and Computers, 26(02), p. 1750029.
  • Recai, K., 2010. A practical guide for studying Chua’s circuits, Vol. 71. World Scientific.
  • ANALOG DEVICES,2017.60 MHz,2000V/s, Monolithic Op Amp with Quad Low Noise. Rev. G.
  • Adhikari, S. P., Sah, M. P., Kim, H., and Chua, L. O.,2013. “Three fingerprints of memristor”.IEEE Transactions on Circuits and Systems I: Regular Papers,60(11), pp. 3008–3021.
  • Kutta, W., 1901. “Beitrag zur n ̈aherungweisen integration totaler differentialgleichungen”.
  • Runge, C., 1895.“ ̈Uber die numerische auflosungvon differentialgleichungen”. Mathematische Annalen, 46(2), pp. 167–178.
  • Zambrano, S., Mari ̃no, I. P., and Sanjuan, M. A., 2009.“Controlling crisis-induced intermittency using its relation with a boundary crisis”. New Journal of Physics, 11(2), p. 023025.
  • ANALOG DEVICES, 2015.Low Cost Analog Multi-plier. Rev. K.
  • Sadoudi, S., Azzaz, M. S., 2009. “Hardware implementation of the rössler chaotic system for securing chaotic communication”. In Proceedings of 5th International Conference of Sciences of Electronic, Technologies of Information and Telecommunications.
  • Eroğlu, C., 2008. “Implementation of synchronized chaotic systems by field programmable gate array”. Master’s thesis, ̇İzmir Institute of Technology.
  • Chiu, R., Mora-Gonzalez, M., and Lopez-Mancilla, D.,2013. “Implementation of a chaotic oscillator into asimple microcontroller”.IERI Procedia,4, pp. 247–252.
  • Larptwee, S., and San-Um, W., 2013. “Implementation of rössler chaotic system through inherent exponential nonlinearity of a diode with two-channel chaotic synchronization applications”. In Intelligent Control andInformation Processing (ICICIP), 2013 Fourth Interna-tional Conference on, IEEE, pp. 787–791.
  • Itoh, M., and Yamamoto, N., 2000. “Synthesis of linear and nonlinear circuits”. In Nonlinear Dynamics Of Electronic Systems. World Scientific, pp. 95–99.
Toplam 43 adet kaynakça vardır.

Ayrıntılar

Birincil Dil Türkçe
Konular Mühendislik
Bölüm Makaleler
Yazarlar

Zehra Gülru Çam Taşkıran 0000-0002-7996-7948

Herman Sedef 0000-0001-7852-5825

Yayımlanma Tarihi 25 Aralık 2019
Gönderilme Tarihi 23 Ocak 2019
Kabul Tarihi 10 Eylül 2019
Yayımlandığı Sayı Yıl 2020 Cilt: 35 Sayı: 2

Kaynak Göster

APA Çam Taşkıran, Z. G., & Sedef, H. (2019). Memristör tabanlı kaotik rössler devresi gerçeklemesi. Gazi Üniversitesi Mühendislik Mimarlık Fakültesi Dergisi, 35(2), 765-774. https://doi.org/10.17341/gazimmfd.516656
AMA Çam Taşkıran ZG, Sedef H. Memristör tabanlı kaotik rössler devresi gerçeklemesi. GUMMFD. Aralık 2019;35(2):765-774. doi:10.17341/gazimmfd.516656
Chicago Çam Taşkıran, Zehra Gülru, ve Herman Sedef. “Memristör Tabanlı Kaotik rössler Devresi gerçeklemesi”. Gazi Üniversitesi Mühendislik Mimarlık Fakültesi Dergisi 35, sy. 2 (Aralık 2019): 765-74. https://doi.org/10.17341/gazimmfd.516656.
EndNote Çam Taşkıran ZG, Sedef H (01 Aralık 2019) Memristör tabanlı kaotik rössler devresi gerçeklemesi. Gazi Üniversitesi Mühendislik Mimarlık Fakültesi Dergisi 35 2 765–774.
IEEE Z. G. Çam Taşkıran ve H. Sedef, “Memristör tabanlı kaotik rössler devresi gerçeklemesi”, GUMMFD, c. 35, sy. 2, ss. 765–774, 2019, doi: 10.17341/gazimmfd.516656.
ISNAD Çam Taşkıran, Zehra Gülru - Sedef, Herman. “Memristör Tabanlı Kaotik rössler Devresi gerçeklemesi”. Gazi Üniversitesi Mühendislik Mimarlık Fakültesi Dergisi 35/2 (Aralık 2019), 765-774. https://doi.org/10.17341/gazimmfd.516656.
JAMA Çam Taşkıran ZG, Sedef H. Memristör tabanlı kaotik rössler devresi gerçeklemesi. GUMMFD. 2019;35:765–774.
MLA Çam Taşkıran, Zehra Gülru ve Herman Sedef. “Memristör Tabanlı Kaotik rössler Devresi gerçeklemesi”. Gazi Üniversitesi Mühendislik Mimarlık Fakültesi Dergisi, c. 35, sy. 2, 2019, ss. 765-74, doi:10.17341/gazimmfd.516656.
Vancouver Çam Taşkıran ZG, Sedef H. Memristör tabanlı kaotik rössler devresi gerçeklemesi. GUMMFD. 2019;35(2):765-74.