Abstract
This paper considers the current state of robotic assisted complexes in minimally invasive surgery. Three different manipulators for robotic surgery are proposed, which differ from well-known foreign analogues by some advantages.
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REFERENCES
Transparency Market Research, Technical Report (Albany, NY, 2014).
E. I. Veliev, E. N. Golubtsova, and A. A. Tomilov, Onkourologiya, No. 4, 37 (2013).
M. O. Schurr, G. Buess, B. Neisius, and U. Voges, Surg. Endosc. 14, 375 (2000).
J. Rassweiler, R. Autorino, J. Klein, A. Mottrie, A. Serdar Goezen, J.-U. Stolzenburg, K. H. Rha, M. Schurr, J. Kaouk, V. Patel, P. Dasgupta, and E. Liatsikos, Robot. Laparosc. BJU Int. 120, 822 (2017).
S. Gidaro, M. Buscarini, E. Ruzi, et al., Surg. Technol. Int. 22, 20 (2012).
U. Hagn, R. Konietschke, A. Tobergte, et al., Int. J. Comput. Assist. Radiol. Surg. 5, 183 (2010).
D. Kim, D. Park, and K. Rha, Eur. Urol. 69, 541 (2016).
P. Dasgupta, T. Matsuda, K. Rha, and M. Stark, Panel Discussion: Robots on the Horizon. http://www.aua2016.org/webcasts/webcast_pla y.cfm?videoID=3804&agendaid=10182&id=11318,11323,11328,11333, 10263,10264,10304,10182,10186,10225,10226,10246,10312,10251,11846. Accessed November 2016.
G. P. Haber, R. Autorino, Y. Laydner, et al., Eur. Urol. 61, 415 (2012).
E. I. Veliev, R. F. Ganiev, V. A. Glazunov, and G. S. Filippov, Dokl. Phys. 64, 106 (2019).
R. A. Joseph, N. A. Salas, C. Johnson, A. Goh, S. P. Cuevas, M. A. Donovan, M. G. Kaufman, B. Miles, P. R. Reardon, B. L. Bass, and B. J. Dunkin, Surg. Endosc. 24, 3224 (2010).
R. F. Ganiev, S. R. Ganiev, V. P. Kasilov, and A. P. Pustovgar, Wave Technology in Mechanical Engineering (Wiley, Scrivener, Hoboken, NJ, Salem, MA, 2015).
V. A. Glazunov, Parallel Structure Mechanisms and Their Applications: Robotic, Technological, Medical, Teaching Systems (Izhev. Inst. Komp’yut. Issled., Izhevsk, 2018) [in Russian].
V. A. Glazunov, P. S. Glushkov, S. V. Levin, K. A. Shalyukhin, and S. P. Sheptunov, RF Patent No. 170656, Byull. Izobret., No. 13 (2017).
P. D. Krut’ko, Inverse Problems of the Dynamics of Controlled Systems. Non-Linear Models (Nauka, Moscow, 1988) [in Russian].
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Veliev, E.I., Ganiev, R.F., Glazunov, V.A. et al. Promising Minimally Invasive Robotic Surgical Complexes with Parallel Structure. Dokl. Phys. 65, 409–412 (2020). https://doi.org/10.1134/S1028335820110099
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DOI: https://doi.org/10.1134/S1028335820110099