Moezi, Seyed Alireza
ORCID: https://orcid.org/0000-0001-6216-7373
(2025)
Magnetoactive Soft Robots for Minimally Invasive Interventions: From Fabrication and Modeling to AI-Driven Autonomous Navigation.
PhD thesis, Concordia University.
Text (application/pdf)
69MBMoezi_PhD_S2026.pdf - Accepted Version Restricted to Repository staff only until 1 February 2028. Available under License Spectrum Terms of Access. |
Abstract
Minimally invasive procedures in the vascular, cardiac, and bronchial systems remain constrained by the limitations of current tools. Navigating the body’s extremely narrow and highly curved anatomical pathways demands a level of precision that conventional catheters and guidewires often cannot deliver, leading to unreliable steering and elevated patient risk. Magnetoactive Soft Continuum Robots (MSCRs) offer a transformative alternative to overcome these inherent limitations. Composed of elastomeric matrices embedded with hard magnetic particles, these millimetre-sized magnetoactive soft robots can undergo large, fully reversible deformations under wireless magnetic actuation, allowing them to conform to complex anatomies and navigate with unprecedented precision. Despite this potential, widespread clinical adoption has been hindered by the absence of a unified framework capable of integrating accurate and computationally efficient simulation of MSCR mechanics, robust real-time control in dynamic environments, and autonomous navigation tools tailored to the constraints of human anatomy. To this end, the present dissertation establishes a comprehensive end-to-end framework addressing these barriers. The work spans the full development pipeline, ranging from fabricating and characterizing tailored adaptive magnetic composites to developing accurate nonlinear magneto-mechanical and viscoelastic dynamic models capable of capturing large deformations and time-dependent behavior. Building on these models, the dissertation introduces advanced model-free and AI-driven model-based control strategies that enable robust, real-time trajectory tracking in dynamic biological environments. The framework is validated through hardware-in-the-loop experimental setups that assess performance under simulated physiological conditions and is further supported by a state-of-the-art in-vitro autonomous dual-arm robotic platform enabling highly accurate navigation in complex anatomies.
This research begins with the fabrication and comprehensive characterization of MSCRs using composite magnetoactive elastomers. It then develops a versatile family of two- and three-dimensional quasi-static and dynamic nonlinear models that capture MSCR multiphysics behavior under uniform and nonuniform magnetic fields in ambient and fluidic environments. These modeling frameworks include: (1) a reduced-order finite element (FE) model employing a switching-trajectory, piecewise-linear architecture that predicts large-deformation response with approximately 1–3% error relative to the tip-deflection amplitude under 5 mT excitation while achieving a 792-fold improvement in computational speed; (2) standard and fractional-order Kelvin–Voigt magneto-viscoelastic formulations that capture rate-dependent and hysteretic behavior, including under biofluid flow; and (3) full 3D quasi-static and dynamic models incorporating magnetic torques, body forces, gravity, axial strain, and hydrodynamic drag to estimate deformation under nonuniform fields with high accuracy. Across all validations against analytical benchmarks and experimental tests, the developed models demonstrated excellent agreement, with errors in the three-dimensional magneto-mechanical model remaining below 3% under uniform magnetic fields and below 1.5% under nonuniform magnetic fields.
Building on these models, several closed-loop control strategies were developed. A model-free feed-forward interval type-2 fractional-order fuzzy-PID controller achieved precise tip-deflection tracking under uniform fields up to 3 Hz, reducing error by 29% at 0.5 Hz and by 80–90% at 2 Hz, while lowering control effort and eliminating chattering. For fluidic navigation, a deep-reinforcement-learning fractional-order sliding-mode controller reduced error by more than 40% at 1160 mL/min and by 33% at 2190 mL/min, with up to 90% lower control effort. Under nonuniform fields, a feed-forward PID (FFPID) strategy maintained milliradian-level accuracy in ambient conditions and exhibited only 2–12% degradation at flow rates up to 2350 mL/min, yielding more than a 75% reduction in tracking error compared with a classical PID controller.
To translate these developments into autonomous navigation, a dual-arm robotic platform integrating magnetic actuation and deep-learning-based stereo-vision perception was developed. Autonomous in-vitro Hardware-in-the-Loop experiments conducted in 3D-printed bronchial and vascular phantoms demonstrated accurate and robust closed-loop navigation, achieving submillimeter-to-millimeter tracking accuracy across complex anatomical pathways. Reliable path following was maintained under blood-mimicking flow rates up to 4755 mL/min, with only marginal degradation in tracking performance and increased actuation effort, confirming near flow-invariant behavior and strong robustness to external disturbances. Overall, this research study delivers a unified and experimentally validated framework, establishing a rigorous foundation for the use of MSCRs at clinical scale for minimally invasive interventions.
| Divisions: | Concordia University > Gina Cody School of Engineering and Computer Science > Mechanical, Industrial and Aerospace Engineering |
|---|---|
| Item Type: | Thesis (PhD) |
| Authors: | Moezi, Seyed Alireza |
| Institution: | Concordia University |
| Degree Name: | Ph. D. |
| Program: | Mechanical Engineering |
| Date: | 15 December 2025 |
| Thesis Supervisor(s): | Sedaghati, Ramin and Rakheja, Subhash |
| Keywords: | Magnetoactive Soft Robots; Magnetoactive soft continuum robots; Artificial Intelligence; Machine Learning; AI-Driven Autonomous Navigation; Minimally Invasive Interventions; Nonlinear magneto-mechanical modeling; Deep reinforcement learning; Dual-arm magnetic actuation; Reduced-order modeling; Hardware-in-the-loop experimentation; Sliding-mode control. |
| ID Code: | 996744 |
| Deposited By: | Alireza Moezi |
| Deposited On: | 29 Jun 2026 17:58 |
| Last Modified: | 29 Jun 2026 17:58 |
References:
1Feigin VL, Stark BA, Johnson CO, et al.; GBD 2019 Stroke Collaborators. Global, regional, and national burden of stroke and its risk factors, 1990–2019: a systematic analysis for the Global Burden of Disease Study 2019. Lancet Neurol. 2021;20(10):795–820.
2
Rochmah TN, Rahmawati IT, Dahlui M, Budiarto W, Bilqis N. Economic burden of stroke disease: a systematic review. Int J Environ Res Public Health. 2021;18(14):7552.
3
Heart & Stroke Foundation of Canada. Help wanted: needs not being met for Canadians living with stroke. 2017.
4
Brain Aneurysm Foundation. Brain aneurysm statistics and facts. 2023.
5
Vlak MHM, Algra A, Brandenburg R, Rinkel GJE. Prevalence of unruptured intracranial aneurysms, with emphasis on sex, age, comorbidity, country, and time period: a systematic review and meta-analysis. Lancet Neurol. 2011;10(7):626–636.
6
Dhillon SS, Harris K. Bronchoscopy for the diagnosis of peripheral lung lesions. J Thorac Dis. 2017;9(S10):S1047–S1058.
7
Sharei H, Alderliesten T, van den Dobbelsteen JJ, Dankelman J. Navigation of guidewires and catheters in the body during intervention procedures: a review of computer-based models. J Med Imaging. 2018;5(1):010902.
8
Muller L, Saeed M, Wilson MW, Hetts SW. Remote control catheter navigation: options for guidance under MRI. J Cardiovasc Magn Reson. 2012;14:33.
9
Rafii-Tari H, Payne CJ, Bicknell C, et al. Objective assessment of endovascular navigation skills with force sensing. Ann Biomed Eng. 2017;45(5):1315–1327.
10
Sakuta K, Hanaoka Y, Ghovvati M, et al. Microguidewire stiffness for microcatheter and aspiration catheter navigation in tortuous vessels. Interv Neuroradiol. 2025. Online ahead of print.
11
U.S. Food and Drug Administration. Coronary, Peripheral, and Neurovascular Guidewires: Guidance for Industry and FDA Staff. 2019.
12
Tummala S, Pendyala LK. Basics of guidewire technology and peripheral artery disease intervention. Cardiovasc Revasc Med. 2023;47:54–61.
13
Walker CM. Guidewire selection for peripheral vascular interventions. Endovasc Today. 2013 May:80–83.
14
Dai S, Xu Z. Guidewire-induced distal coronary perforations. J Clin Cardiol. 2015;31(1):10–12.
15
Qiu MY, Suskin CB, Zayed MA, Genin GM, Osbun JW. Energy barriers govern catheter herniation during endovascular procedures: a 2.5D vascular flow model analysis. J R Soc Interface. 2024;21(219):20240333.
16
Hartquist CM, Lee JV, Qiu MY, et al. Stability of navigation in catheter-based endovascular procedures. bioRxiv. 2023;2023.06.02.543219.
17
Levine MZ, Lentz RJ, Maldonado F, Rickman OB, Katsis JM. Advanced bronchoscopic technologies for biopsy of peripheral pulmonary lesions. Ther Adv Respir Dis. 2021;15:1–17.
18
Katsis JM, Rickman OB, Maldonado F, Lentz RJ. Bronchoscopic biopsy of peripheral pulmonary lesions in 2020: a review of existing technologies. J Thorac Dis. 2020;12(6):3253–3262.
19
Wang Memoli JS, Nietert PJ, Silvestri GA. Meta-analysis of guided bronchoscopy for the evaluation of the pulmonary nodule. Chest. 2012;142(2):385–393.
20
Nadig TR, Thomas N, Eapen GA, et al. Guided bronchoscopy for the evaluation of pulmonary lesions: an updated meta-analysis. Chest. 2023;163(6):1468–1486.
21
Brenner DJ, Hall EJ. Computed tomography—an increasing source of radiation exposure. N Engl J Med. 2007;357:2277–2284.
22
Nguyen BL, Merino JL, Gang ES. Remote navigation for ablation procedures: a new step forward in the treatment of cardiac arrhythmias. Eur Cardiol. 2010;6(3):50–56.
23
Nucleus Medical Media. Cardiac catheterization. Natl Heart Lung Blood Inst. Accessed Dec 2025. Available from: https://www.nhlbi.nih.gov/health/cardiac-catheterization/during
24
Routledge H, Curzen N. Percutaneous management of acute ischaemic stroke. Heart. 2023;109(10):794–800.
25
Duan W, Akinyemi T, Du W, Ma J, Chen X, Wang F, Omisore O, Luo J, Wang H, Wang L. Technical and clinical progress on robot-assisted endovascular interventions: a review. Micromachines. 2023;14(1):197.
26
Imran H, Shuja MH, Abid M, et al. Robotic surgery: augmenting surgeons’ skills or replacing them? Int J Surg Glob Health. 2024;7(6):e00515.
27
Hu X, Chen A, Luo Y, Zhang C, Zhang E. Steerable catheters for minimally invasive surgery: a review and future directions. Comput Assist Surg. 2018;23(1):21–41.
28
Hwang J, Kim J-Y, Choi H. A review of magnetic actuation systems and magnetically actuated guidewire- and catheter-based microrobots for vascular interventions. Intell Serv Robot. 2020;13(1):1–14.
29
Weisz G, Metzger DC, Caputo RP, et al. Safety and feasibility of robotic percutaneous coronary intervention: PRECISE study. J Am Coll Cardiol. 2013;61(15):1596–1600.
30
Mahmud E, Naghi J, Ang L, et al. Complex robotic-assisted percutaneous coronary intervention: CORA-PCI study. JACC Cardiovasc Interv. 2017;10(13):1320–1327.
31
Dreyfus R, Boehler Q, Lyttle S, Gruber P, Lussi J, Chautems C, et al. Dexterous helical magnetic robot for improved endovascular access. Sci Robot. 2024;9(87):eadh0298.
32
Carpi F, Galbiati S, Carpi A. Controlled navigation of endoscopic capsules: concept and preliminary experimental investigations. IEEE Trans Biomed Eng. 2007;54(11):2028–2036.
33
Carpi F, Galbiati S, Carpi A. Magnetically controllable gastrointestinal steering of video capsules. Gastrointest Endosc. 2011;73(5):1015–1019.
34
Yang Z, Yang H, Cao Y, Cui Y, Zhang L. Magnetically actuated continuum medical robots: a review. Adv Intell Syst. 2023;5(6):2200416.
35
Martel S. Magnetic therapeutic delivery using navigable agents. Ther Deliv. 2014;5(2):189–204.
36
Li Z, Diller E. Multi-material fabrication for magnetically driven miniature soft robots using stereolithography. In: 2022 IEEE Int Conf Manipulation Autom Robot Small Scales (MARSS); 2022.
37
Pappone C, Vicedomini G, Manguso F, et al. Robotic magnetic navigation for atrial fibrillation ablation. J Am Coll Cardiol. 2006;47(7):1390–1400.
38
Stevenson A, Kirresh A, Ahmad M, Candilio L. Robotic-assisted percutaneous coronary intervention: the future of coronary intervention? Cardiovasc Revasc Med. 2022;35:161–168.
39
Limpabandhu C, Hu Y, Ren H, Song W, Tse ZTH. Magnetically steerable catheters: state of the art review. Proc Inst Mech Eng H. 2023;237(3):297–308.
40
Ansari MHD, Ha XT, Ourak M, Borghesan G, Iacovacci V, Misra S. Characterization of a 3D-printed endovascular magnetic catheter. Actuators. 2023;12(11):409.
41
Yang S, Zhang M, Li N, et al. Magnetic slippery microcatheter with artificial cilia for low-friction interventions. Sci Adv. 2025;11:eadw9926.
42
Boini A, Acciuffi S, Gumbs AA. Scoping review: autonomous endoscopic navigation. Artif Intell Surg. 2023;3:233–248.
43
Corindus Vascular Robotics. Corindus submits CorPath GRX to FDA for robotic neurovascular interventions. The Robot Report. 2019 Feb 16. Available from: https://www.therobotreport.com/corpath-grx-corindus-fda-neurosurgery/
44
Heunis C, Sikorski J, Misra S. Flexible instruments for endovascular interventions: improved magnetic steering, actuation, and image-guided surgical instruments. IEEE Robot Autom Mag. 2018;25(3):71–82.
45
Li M, Pal A, Aghakhani A, Pena-Francesch A, Sitti M. Soft actuators for real-world applications. Nat Rev Mater. 2022;7:235–249.
46
Kim Y, Parada GA, Liu S, Zhao X. Ferromagnetic soft continuum robots. Sci Robot. 2019;4(33):eaax7329.
47
Pittiglio G, Fruchard M, Renaud P, Nelson BJ. Patient-specific soft magnetic catheter robots for atraumatic autonomous endoscopy. Soft Robot. 2022;9(6):1120–1133.
48
Dong Y, Wang L, Xia N, Yang Z, Zhang C, Pan C, et al. Untethered small-scale magnetic soft robot with programmable magnetization and integrated multifunctional modules. Sci Adv. 2022;8(25):eabn8932.
49
Zhao R, Kim Y, Chester SA, Sharma P, Zhao X. Mechanics of hard-magnetic soft materials. J Mech Phys Solids. 2019;124:244–263.
50
Nelson BJ, Kaliakatsos IK, Abbott JJ. Microrobots for minimally invasive medicine. Annu Rev Biomed Eng. 2010;12:55–85.
51
Sitti M. Mobile microrobotics. Cambridge (MA): MIT Press; 2017.
52
Peng W, Xie H, Zhang S, Gu L. Inverse kinematic analysis and agile control of a magnetically actuated catheter. Robot Comput Integr Manuf. 2024;86:102662.
53
Kim Y, Zhao X. Magnetic soft materials and robots. Chem Rev. 2022;122(5):5317–5364.
54
Kim Y, Genevriere E, Harker P, Choe J, Balicki M, Regenhardt RW, Vranic JE, Dmytriw AA, Patel AB, Zhao X. Telerobotic neurovascular interventions with magnetic manipulation. Sci Robot. 2022;7(65):eabg9907.
55
Hu W, Lum GZ, Mastrangeli M, Sitti M. Small-scale soft-bodied robot with multimodal locomotion. Nature. 2018;554(7690):81–85.
56
Ze Q, Wu S, Nishikawa J, Dai J, Sun Y, Leanza S, Zemelka C, Novelino LS, Paulino GH, Zhao RR. Soft robotic origami crawler. Sci Adv. 2022;8(13):eabm7834.
57
Bira N, Dhagat P, Davidson JR. A review of magnetic elastomers and their role in soft robotics. Front Robot AI. 2020;7:588391.
58
Ijaz S, et al. Magnetically actuated miniature walking soft robot based on chained magnetic microparticles-embedded elastomer. Sens Actuators A Phys. 2020;301:111707.
59
Davis L. Model of magnetorheological elastomers. J Appl Phys. 1999;85(6):3348–3351.
60
Hadzir MN, Abu Bakar MH, Azid IA. Effect of the magnetic field on magnetic particles in magnetorheological elastomer layers. Adv Eng Process Technol. 2019:135–143.
61
Ciambella J, Stanier DC, Rahatekar SS. Magnetic alignment of short carbon fibres in curing composites. Compos Part B Eng. 2017;109:129–137.
62
Hellebrekers T, Chang N, Chin K, Ford MJ, Kroemer O, Majidi C. Soft magnetic tactile skin for continuous force and location estimation using neural networks. IEEE Robot Autom Lett. 2020;5(3):3892–3898.
63
Lum GZ, Ye Z, Dong X, Marvi H, Erin O, Hu W, Sitti M. Shape-programmable magnetic soft matter. Proc Natl Acad Sci USA. 2016;113(41):E6007–E6015.
64
Manamanchaiyaporn L, Xu T, Wu X. Magnetic soft robot with the triangular head–tail morphology inspired by lateral undulation. IEEE/ASME Trans Mechatronics. 2020;25(6):2688–2699.
65
Jeon S, Hoshiar AK, Kim K, Lee S, Kim E, Lee S, Kim JY, Nelson BJ, Cha HJ, Yi BJ, Choi H. A magnetically controlled soft microrobot steering a guidewire in a three-dimensional phantom vascular network. Soft Robot. 2019;6(1):54–68.
66
Zhu H, He Y, Wang Y, Zhao Y, Jiang C. Mechanically-guided 4D printing of magnetoresponsive soft materials across different length scale. Adv Intell Syst. 2021;4(3):2100137.
67
Brusa da Costa Linn L, Danas K, Bodelot L. Towards 4D printing of very soft heterogeneous magnetoactive layers for morphing surface applications via liquid additive manufacturing. Polymers. 2022;14(9):1684.
68
Kim Y, Yuk H, Zhao R, Chester SA, Zhao X. Printing ferromagnetic domains for untethered fast-transforming soft materials. Nature. 2018;558(7709):274–279.
69
van Vilsteren SJ, Yarmand H, Ghodrat S. Review of magnetic shape memory polymers and magnetic soft materials. Magnetochemistry. 2021;7(9):123.
70
Li X, Sun B, Li D, Jing H, Sun Y, Li M. Magnetic soft actuators: sensor–actuator fusion via integrated fabrication for precise control. Adv Mater Technol. 2025;10(18):e00611.
71
Wang Z, Bhattacharjee A, Duygu YC, Lee S, Jabbarzadeh M, Fu HC, Kim MJ. Design, modeling, and control of magnetically actuated rod-like soft robots: propulsion in free space with viscous fluids and navigation in confined geometries. Sens Actuators A Phys. 2025;387:116305.
72
He C, Nguyen R, Mayer H, Cheng L, Kang P, et al. Magnetically actuated dexterous tools for minimally invasive operation inside the brain. Sci Robot. 2025;10(100):eadk4249.
73
Ze Q, Wu S, Dai J, Leanza S, Ikeda G, Yang PC, Iaccarino G, Zhao RR. Spinning-enabled wireless amphibious origami millirobot. Nat Commun. 2022;13(1):3118.
74
Zhang Q, Song S, He P, Li H, Mi HY, Wei W, Li Z, Xiong X, Li Y. Motion control of magnetic microrobot using uniform magnetic field. IEEE Access. 2020;8:71083–71092.
75
Abbott JJ, Diller E, Petruska AJ. Magnetic methods in robotics. Annu Rev Control Robot Auton Syst. 2020;3:57–90.
76
Oulmas A, Andreff N, Régnier S. 3D closed-loop motion control of swimmer with flexible flagella at low Reynolds numbers. In: 2017 IEEE/RSJ Int Conf Intell Robots Syst (IROS); 2017. p. 1877–1882.
77
Kummer MP, Abbott JJ, Kratochvil BE, Borer R, Sengul A, Nelson BJ. OctoMag: an electromagnetic system for 5-DOF wireless micromanipulation. IEEE Trans Robot. 2010;26(6):1006–1017.
78
Ryan P, Diller E. Five-degree-of-freedom magnetic control of micro-robots using rotating permanent magnets. In: 2016 IEEE Int Conf Robot Autom (ICRA); 2016. p. 1731–1736.
79
Yu Y, Li J, Li Y, Li S, Li H, Wang W. Comparative investigation of phenomenological modeling for hysteresis responses of magnetorheological elastomer devices. Int J Mol Sci. 2019;20(13):3216.
80
Moezi SA, Sedaghati R, Rakheja S. An experimental investigation of dynamic motions of a small-scale magnetoactive soft robot undergoing large nonlinear movements. Proc SPIE. 2023;12483:170–179.
81
Wang L, Kim Y, Guo CF, Zhao X. Hard-magnetic elastica. J Mech Phys Solids. 2020;142:104045.
82
Chen W, Wang L. Theoretical modeling and exact solution for extreme bending deformation of hard-magnetic soft beams. J Appl Mech. 2020;87(4):041002.
83
Chen W, Yan Z, Wang L. On mechanics of functionally graded hard-magnetic soft beams. Int J Eng Sci. 2020;157:103391.
84
Chen W, Yan Z, Wang L. Complex transformations of hard-magnetic soft beams by designing residual magnetic flux density. Soft Matter. 2020;16(27):6379–6388.
85
Dadgar-Rad F, Hossain M. Finite deformation analysis of hard-magnetic soft materials based on micropolar continuum theory. Int J Solids Struct. 2022:111747.
86
Dadgar-Rad F, Hossain M. Large viscoelastic deformation of hard-magnetic soft beams. Extreme Mech Lett. 2022;54:101773.
87
Xing Z, Yong H. Dynamic analysis and active control of hard-magnetic soft materials. Int J Smart Nano Mater. 2021;12(4):429–449.
88
Nagal N, Srivastava S, Pandey C, Gupta A, Sharma AK. Alleviation of residual vibrations in hard-magnetic soft actuators using a command-shaping scheme. Polymers. 2022;14(15):3037.
89
Yan D, Abbasi A, Reis PM. A comprehensive framework for hard-magnetic beams: reduced-order theory, 3D simulations, and experiments. Int J Solids Struct. 2022;257:111319.
90
Li J, Wang L. Modeling magnetic soft continuum robot in nonuniform magnetic fields via energy minimization. Int J Mech Sci. 2024;282:109688.
91
Wu C, Xiang Y, Qu S, Song Y, Zheng Q. Numerical study of millimeter-scale magnetorheological elastomer robot for undulatory swimming. J Phys D Appl Phys. 2020;53(23):235402.
92
Ren Z, Zhang R, Soon RH, Liu Z, Hu W, Onck PR, Sitti M. Soft-bodied adaptive multimodal locomotion strategies in fluid-filled confined spaces. Sci Adv. 2021;7(27):eabh2022.
93
Zhang T, Yang L, Yang X, Tan R, Lu H, Shen Y. Millimeter-scale soft continuum robots for large-angle and high-precision manipulation by hybrid actuation. Adv Intell Syst. 2021;3(2):2000189.
94
Liu D, Liu X, Chen Z, Zuo Z, Tang X, Huang Q, et al. Magnetically driven soft continuum microrobot for intravascular operations in microscale. Cyborg Bionic Syst. 2022;2022:9850832.
95
Ni Y, Sun Y, Zhang H, Li X, Zhang S, Li M. Data-driven navigation of ferromagnetic soft continuum robots based on machine learning. Adv Intell Syst. 2023;5(2):2200167.
96
Yao J, Cao Q, Ju Y, Sun Y, Liu R, Han X, Li L. Adaptive actuation of magnetic soft robots using deep reinforcement learning. Adv Intell Syst. 2023;5(2):2200339.
97
Xiang H, Li M, Zhang T, Wang S, Zhang M, Song Y, et al. Motion characteristics of untethered swimmer with magnetoelastic material. Smart Mater Struct. 2021;30(7):075030.
98
Dai Y, Liang S, Chen Y, Feng Y, Chen D, Song B, Bai X, Zhang D, Feng L, Arai F. Untethered octopus-inspired millirobot actuated by regular tetrahedron arranged magnetic field. Adv Intell Syst. 2020;2(5).
99
Pittiglio G, Orekhov AL, da Veiga T, Calò S, Chandler JH, Simaan N, Valdastri P. Closed-loop static control of multi-magnet soft continuum robots. IEEE Robot Autom Lett. 2023;8(7):3930–3937.
100
Cai M, Wang Q, Qi Z, Jin D, Wu X, Xu T, Zhang L. Deep reinforcement learning framework-based flow rate rejection control of soft magnetic miniature robots. IEEE Trans Cybern. 2022.
101
Wang L, Zheng D, Harker P, Patel AB, Guo CF, Zhao X. Evolutionary design of magnetic soft continuum robots. Proc Natl Acad Sci USA. 2021;118(21):e2021922118.
102
Wang L, Guo CF, Zhao X. Magnetic soft continuum robots with contact forces. Extreme Mech Lett. 2022;51:101604.
103
Rafii-Tari H, Payne CJ, Yang GZ. Current and emerging robot-assisted endovascular catheterization technologies: a review. Ann Biomed Eng. 2014;42(4):697–715.
104
Burgner-Kahrs J, Rucker DC, Choset H. Continuum robots for medical applications: a survey. IEEE Trans Robot. 2015;31(6):1261–1280.
105
Menaker SA, Shah SS, Snelling BM, Sur S, Starke RM, Peterson EC. Current applications and future perspectives of robotics in cerebrovascular and endovascular neurosurgery. J NeuroInterv Surg. 2017;10(1):78–82.
106
Peyron Q, Boehler Q, Rougeot P, Roux P, Nelson BJ, Andreff N, Rabenorosoa K, Renaud P. Magnetic concentric tube robots: introduction and analysis. Int J Robot Res. 2022;41(4):418–440.
107
Li H, Go G, Ko SY, Park JO, Park S. Magnetic actuated pH-responsive hydrogel-based soft micro-robot for targeted drug delivery. Smart Mater Struct. 2016;25(2):027001.
108
Li J, Chen S, Sun M. Design and fabrication of a crawling robot based on a soft actuator. Smart Mater Struct. 2021;30(12):125018.
109
Sinha P, Mukhopadhyay T. On-demand contactless programming of nonlinear elastic moduli in hard magnetic soft beam based broadband active lattice materials. Smart Mater Struct. 2023;32(5):055021.
110
Demir SO, Culha U, Karacakol AC, Pena-Francesch A, Trimpe S, Sitti M. Task space adaptation via the learning of gait controllers of magnetic soft millirobots. Int J Robot Res. 2021;40(12–14):1331–1351.
111
Moezi SA, Sedaghati R, Rakheja S. Nonlinear dynamic analysis and control of a small-scale magnetoactive soft robot. In: AIAA SCITECH 2022 Forum; 2022. Paper 0164.
112
Rasooli A, Sedaghati R, Hemmatian M. A novel magnetorheological elastomer-based adaptive tuned vibration absorber: design, analysis and experimental characterization. Smart Mater Struct. 2020;29(11):115042.
113
Xiang H, Li M, Zhang T, Wang S, Yang X. Swimming characteristics of soft robot with magnetoelastic material. In: 2019 IEEE Int Conf Robot Biomimetics (ROBIO); 2019. p. 636–641.
114
Hong S, et al. 3D printing of highly stretchable and tough hydrogels into complex, cellularized structures. Adv Mater. 2015;27(27):4034.
115
Ding Z, Yuan C, Peng X, Wang T, Qi HJ, Dunn ML. Direct 4D printing via active composite materials. Sci Adv. 2017;3(4):e1602890.
116
Xiang H, Zhang T, Li M, Wang S, Yang X. Visual servoing of magnetic swimming robot based on mean shift and fast template matching algorithm. In: 2019 IEEE Int Conf Robot Biomimetics (ROBIO); 2019. p. 2287–2292.
117
Kadapa C, Hossain M. A unified numerical approach for soft to hard magneto-viscoelastically coupled polymers. Mech Mater. 2022;166:104207.
118
Dai Y, Chen D, Liang S, Song L, Qi Q, Feng L. A magnetically actuated octopus-like robot capable of moving in 3D space. In: 2019 IEEE Int Conf Robot Biomimetics (ROBIO); 2019. p. 2201–2206.
119
Sheridan R, Roche J, Lofland SE, vonLockette PR. Numerical simulation and experimental validation of the large deformation bending and folding behavior of magneto-active elastomer composites. Smart Mater Struct. 2014;23(9):094004.
120
Shintake J, Sonar H, Piskarev E, Paik J, Floreano D. Soft pneumatic gelatin actuator for edible robotics. In: 2017 IEEE/RSJ Int Conf Intell Robots Syst (IROS); 2017. p. 6221–6226.
121
Gao W, Wang X. Conceptual design and multifield coupling behavior of magnetically propelled fish-like swimmers. Smart Mater Struct. 2020;29(11):114007.
122
Rewienski M, White J. A trajectory piecewise-linear approach to model order reduction and fast simulation of nonlinear circuits and micromachined devices. IEEE Trans Comput Aided Des Integr Circuits Syst. 2003;22(2):155–170.
123
Castagnotto A, Varona MC, Jeschek L, Lohmann B. sss and sssMOR: analysis and reduction of large-scale dynamic systems in MATLAB. Automatisierungstechnik. 2017;65(2):134–150.
124
Al-Dhaifallah M, Kanagaraj N, Nisar KS. Fuzzy fractional-order PID controller for fractional model of pneumatic pressure system. Math Probl Eng. 2018;2018:1–9.
125
Moezi SA, Zakeri E, Zare A. A generally modified cuckoo optimization algorithm for crack detection in cantilever Euler–Bernoulli beams. Precis Eng. 2018;52:227–241.
126
Moezi SA, Zakeri E, Zare A. Structural single and multiple crack detection in cantilever beams using a hybrid Cuckoo–Nelder–Mead optimization method. Mech Syst Signal Process. 2018;99:805–831.
127
Tao X, Yi J, Pu Z, Xiong T. Robust adaptive tracking control for hypersonic vehicle based on interval type-2 fuzzy logic system and small-gain approach. IEEE Trans Cybern. 2019:1–14.
128
Liang Q, Mendel JM. Interval type-2 fuzzy logic systems: theory and design. IEEE Trans Fuzzy Syst. 2000;8(5):535–550.
129
Mendel JM. Computing derivatives in interval type-2 fuzzy logic systems. IEEE Trans Fuzzy Syst. 2004;12(1):84–98.
130
Malek M, Makys P, Stulrajter M. Feedforward control of electrical drives: rules and limits. Adv Electr Electron Eng. 2011;9(1).
131
Pan I, Das S, Gupta A. Tuning of an optimal fuzzy PID controller with stochastic algorithms for networked control systems with random time delay. ISA Trans. 2011;50(1):28–36.
132
Magnequench. Bonded Neo Powder. Available from: https://mqitechnology.com/products/bonded-neo-powder (accessed Aug 20, 2022).
133
Hwang Y, Lee J, Kye S, Jung HJ. Performance enhancement of an MRE-based isolator using a multi-layered electromagnetic system. Smart Mater Struct. 2022;31(1):015028.
134
Chen W, Wang L, Peng Z. A magnetic control method for large-deformation vibration of cantilevered pipe conveying fluid. Nonlinear Dyn. 2021;105(2):1459–1481.
135
Nandan S, Sharma D, Sharma AK. Viscoelastic effects on the nonlinear oscillations of hard-magnetic soft actuators. J Appl Mech. 2023;90(6):061001.
136
Chen W, Wang L, Yan Z. On the dynamics of curved magnetoactive soft beams. Int J Eng Sci. 2023;183:103792.
137
Dehrouyeh-Semnani AM. On bifurcation behavior of hard magnetic soft cantilevers. Int J Non Linear Mech. 2021;134:103746.
138
Ghayesh MH, Farokhi H. Extremely large dynamics of axially excited cantilevers. Thin-Walled Struct. 2020;154:106275.
139
Farokhi H, Xia Y, Erturk A. Experimentally validated geometrically exact model for extreme nonlinear motions of cantilevers. Nonlinear Dyn. 2022;107(1):457–475.
140
Farokhi H, Ghayesh MH. Extremely large-amplitude dynamics of cantilevers under coupled base excitation. Eur J Mech A Solids. 2020;81:103953.
141
Paidoussis MP, Semler C. Nonlinear and chaotic oscillations of a constrained cantilevered pipe conveying fluid: a full nonlinear analysis. Nonlinear Dyn. 1993;4:655–670.
142
Bastola AK, Hossain M. A review on magneto-mechanical characterizations of magnetorheological elastomers. Compos Part B Eng. 2020;200:108348.
143
Moezi SA, Sedaghati R, Rakheja S. Nonlinear dynamic modeling and model-based AI-driven control of a magnetoactive soft continuum robot in a fluidic environment. ISA Trans. 2024;144:245–259.
144
Hu X, Ge Z, Wang X, Jiao N, Tung S, Liu L. Multifunctional thermo-magnetically actuated hybrid soft millirobot based on 4D printing. Compos Part B Eng. 2022;228:109451.
145
Lin C, Xin X, Tian L, Zhang D, Liu L, Liu Y, Leng J. Thermal-, magnetic-, and light-responsive 4D printed SMP composites with multiple shape memory effects and their promising applications. Compos Part B Eng. 2024:111257.
146
Chen W, Wang L, Yan Z, Luo B. Three-dimensional large-deformation model of hard-magnetic soft beams. Compos Struct. 2021;266:113822.
147
Moezi SA, Sedaghati R, Rakheja S. Dynamic modeling and analysis of a hard-magneto-viscoelastic soft beam under large amplitude oscillatory motions: simulation and experimental studies. Nonlinear Dyn. 2024;112(10):8109–8127.
148
Ansari R, Oskouie MF, Gholami R. Size-dependent geometrically nonlinear free vibration analysis of fractional viscoelastic nanobeams based on the nonlocal elasticity theory. Physica E. 2016;75:266–271.
149
Ansari R, Oskouie MF, Sadeghi F, Bazdid-Vahdati M. Free vibration of fractional viscoelastic Timoshenko nanobeams using the nonlocal elasticity theory. Physica E. 2015;74:318–327.
150
Loghman E, Kamali A, Bakhtiari-Nejad F, Abbaszadeh M. Nonlinear free and forced vibrations of fractional modeled viscoelastic FGM micro-beam. Appl Math Model. 2021;92:297–314.
151
Loghman E, Bakhtiari-Nejad F, Kamali A, Abbaszadeh M, Amabili M. Nonlinear vibration of fractional viscoelastic micro-beams. Int J Non Linear Mech. 2021;137:103811.
152
Alotta G, Di Paola M, Failla G, Pinnola FP. On the dynamics of non-local fractional viscoelastic beams under stochastic agencies. Compos Part B Eng. 2018;137:102–110.
153
Davy J, Lloyd P, Chandler JH, Valdastri P. A framework for simulation of magnetic soft robots using the material point method. IEEE Robot Autom Lett. 2023;8(6):3470–3477.
154
Moezi SA, Sedaghati R, Rakheja S. Development of a novel nonlinear model and control strategy for soft continuum robots featuring hard magnetoactive elastomers. Smart Mater Struct. 2024;33(4):045025.
155
Wang J, Wang D, Dong L, Zhang M, Gu G. Analytical modeling and inverse design of centimeter-scale hard-magnetic soft robots. IEEE Trans Autom Sci Eng. 2023.
156
Li C, Zeng F. Numerical methods for fractional calculus. Boca Raton (FL): CRC Press; 2015.
157
Debeurre M, Grolet A, Thomas O. Extreme nonlinear dynamics of cantilever beams: effect of gravity and slenderness on the nonlinear modes. Nonlinear Dyn. 2023.
158
Lin D, Chen W, He K, Jiao N, Wang Z, Liu L. Position and orientation control of multisection magnetic soft microcatheters. IEEE/ASME Trans Mechatronics. 2022.
159
Huang X, Zou J, Gu G. Kinematic modeling and control of variable curvature soft continuum robots. IEEE/ASME Trans Mechatronics. 2021;26(6):3175–3185.
160
Moezi SA, Zakeri E, Eghtesad M. Optimal adaptive interval type-2 fuzzy fractional-order backstepping sliding mode control method for some classes of nonlinear systems. ISA Trans. 2019;93:23–39.
161
Zakeri E, Moezi SA, Eghtesad M. Optimal interval type-2 fuzzy fractional order super twisting algorithm: a second order sliding mode controller for fully-actuated and under-actuated nonlinear systems. ISA Trans. 2019;85:13–32.
162
Jiang D, Cai Z, Peng H, Wu Z. Coordinated control based on reinforcement learning for dual-arm continuum manipulators in space capture missions. J Aerosp Eng. 2021;34(6):04021087.
163
Abougarair AJ. Neural networks identification and control of mobile robot using adaptive neuro fuzzy inference system. In: Proc 6th Int Conf Eng MIS; 2020 Sep 14. p. 1–9.
164
Qiu X, Cai Z, Peng H. Adaptive capture control of a continuum manipulator with self-powered sensors. IEEE Sens J. 2022.
165
Qin Y, Zhang W, Shi J, Liu J. Improve PID controller through reinforcement learning. In: 2018 IEEE CSAA Guidance, Navigation and Control Conf (CGNCC); 2018 Aug 10. p. 1–6.
166
Lee D, Lee SJ, Yim SC. Reinforcement learning-based adaptive PID controller for DPS. Ocean Eng. 2020;216:108053.
167
Semler C, Li GX, Paidoussis MP. The non-linear equations of motion of pipes conveying fluid. J Sound Vib. 1994;169(5):577–599.
168
Li C, Deng W. Remarks on fractional derivatives. Appl Math Comput. 2007;187(2):777–784.
169
Mosharafian S, Afzali S, Bao Y, Velni JM. A deep reinforcement learning-based sliding mode control design for partially-known nonlinear systems. In: 2022 Eur Control Conf (ECC); 2022; London (UK). p. 2241–2246.
170
Silver D, Lever G, Heess N, Degris T, Wierstra D, Riedmiller M. Deterministic policy gradient algorithms. In: Proc Int Conf Mach Learn; 2014. p. 387–395.
171
Hao G, Fu Z, Feng X, Gong Z, Chen P, Wang D, et al. A deep deterministic policy gradient approach for vehicle speed tracking control with a robotic driver. IEEE Trans Autom Sci Eng. 2021;19(3):2514–2525.
172
Lillicrap TP, Hunt JJ, Pritzel A, Heess N, Erez T, Tassa Y, et al. Continuous control with deep reinforcement learning. arXiv. 2015;arXiv:1509.02971.
173
Feigin VL, Brainin M, Norrving B, Martins S, Sacco RL, Hacke W, Fisher M, Pandian J, Lindsay P. World Stroke Organization (WSO): global stroke fact sheet 2022. Int J Stroke. 2022;17(1):18–29.
174
Johnson W, Onuma O, Owolabi M, Sachdev S. Stroke: a global response is needed. Bull World Health Organ. 2016;94(9):634–634A.
175
Martínez-Vila E, Irimia P. The cost of stroke. Cerebrovasc Dis. 2004;17(Suppl 1):124–129.
176
Feigin VL, Norrving B, Mensah GA. Global burden of stroke. Circ Res. 2017;120(3):439–448.
177
Shen Y, Cui C, Liang S, Zhang H, Zhang X, Lu Y, Li H, Zhu B. A ferromagnetic notched soft guidewire for enhanced flexibility. Smart Mater Struct. 2024;34(1):015035.
178
Wang Z, Weng D, Li Z, Chen L, Ma Y, Wang J. Deformation analysis for magnetic soft continuum robots based on minimum potential energy principle. Smart Mater Struct. 2024;33(11):115040.
179
Wang Y, Qin Y, Luo K, Tian Q, Hu H. Dynamic modeling and simulation of hard-magnetic soft beams interacting with environment via high-order finite elements of ANCF. Int J Eng Sci. 2024;202:104102.
180
Moezi SA, Sedaghati R, Rakheja S. Robotic arm-assisted closed-loop control of a magnetoactive soft continuum robot in nonuniform magnetic fields. In: AIAA SCITECH 2025 Forum; 2025. Paper 1089.
181
Vecchia P et al. International Commission on Non-Ionizing Radiation Protection (ICNIRP). Guidelines on limits of exposure to static magnetic fields. Health Phys. 2009;96(4):504–514.
182
Chen Z, Ren H, Fan W, Zhou P. Model order-reduction for hard-magnetic soft beams with large viscoelastic deformations. Int J Mech Sci. 2025:110722.
183
Zhang Y, Wang Q, Yi S, Lin Z, Wang C, Chen Z, Jiang L. 4D printing of magnetoactive soft materials for on-demand magnetic actuation transformation. ACS Appl Mater Interfaces. 2021;13(3):4174–4184.
184
Mohammad HD, Iacovacci V, Pane S, Ourak M, Borghesan G, Tamadon I, Vander Poorten E, Menciassi A, Misra S. 3D printing of small-scale soft robots with programmable magnetization. Adv Funct Mater. 2023;33(15):202211918.
185
Shao Y, Fahmy A, Li M, Li C, Zhao W, Sienz J. Study on magnetic control systems of micro-robots. Front Neurosci. 2021;15:736730.
186
Kim Y, Genevriere E, Harker P, Choe J, Balicki M, Patel AB, Zhao X. Telerobotically controlled magnetic soft continuum robots for neurovascular interventions. In: Proc 2022 IEEE Int Conf Robot Autom (ICRA); 2022. p. 9600–9606.
187
Chen Z, Ren H, Fan W, Zhou P. Closed-form solutions for the planar hard-magnetic soft beam with large deformations and its application to soft continuum robots. Nonlinear Dyn. 2025;113(7):6157–6180.
188
Moezi A, Sedaghati R, Rakheja S. Three-dimensional modeling of hard-magnetic soft continuum robots with composite magnetoactive elastomers under nonuniform magnetic fields. Compos Part B Eng. 2025; 311: 113174.
189
Williams RL II. Universal Robot URe-series kinematics. Available from: https://www.ohio.edu/mechanical-faculty/williams/html/PDF/UR-URe-Kinematics.pdf (accessed Jul 2024).
190
Hartley R, Zisserman A. Multiple view geometry in computer vision. 2nd ed. Cambridge (UK): Cambridge University Press; 2003.
191
Moezi SA, Sedaghati R, Rakheja S. Development of a novel fractional magneto-viscoelastic dynamic model for an adaptive beam featuring functional composite magnetoactive elastomers: simulations and experimental studies. Compos Part B Eng. 2024;280:111501.
192
Roy P, Das A, Roy BK. Cascaded fractional order sliding mode control for trajectory control of a ball and plate system. Trans Inst Meas Control. 2018;40(3):701–711.
193
Moezi SA, Sedaghati R, Rakheja S. An experimental study on the dynamic hysteresis behavior of a magnetic soft continuum robot submerged in a fluid environment. In: Proc 31st Annu Conf Comput Fluid Dyn Soc Can (CSME/CFD); 2024.
194
Zhang Z, Heron JT, Pena-Francesch A. Adaptive magnetoactive soft composites for modular and reconfigurable actuators. Adv Funct Mater. 2023;33(26):2215248.
195
Ciambella J, Favata A, Tomassetti G. A nonlinear theory for fibre-reinforced magneto-elastic rods. Proc R Soc A. 2018;474(2209):20170703.
196
Chen W, Wang G, Li Y, Wang L, Yin Z. The quaternion beam model for hard-magnetic flexible cantilevers. Appl Math Mech. 2023;44(5):787–808.
197
Nayfeh AH, Pai PF. Linear and nonlinear structural mechanics. Hoboken (NJ): John Wiley & Sons; 2004.
198
Craig JJ. Introduction to robotics: mechanics and control. 3rd ed. Upper Saddle River (NJ): Pearson Prentice Hall; 2005.
199
Li Z, Li J, Yeerbulati M, Liang S, Zhang Y, Xu Q. Collaborative multirobot navigation-assisted magnetic catheter guidance and shape perception with vascular ultrasound and electromagnetic tracking. Adv Intell Syst. 2025;2500193.
200
Li Z, Xu Q. Multi-section magnetic soft robot with multirobot navigation system for vasculature intervention. Cyborg Bionic Syst. 2024;5:0188.
201
Li Z, Li J, Wu Z, Chen Y, Yeerbulati M, Xu Q. Design and hierarchical control of a homocentric variable-stiffness magnetic catheter for multiarm robotic ultrasound-assisted coronary intervention. IEEE Trans Robot. 2024;40:2306–2326.
202
Gharamaleki NL, Kim DI, Lee G, Kim JY, Choi H. Magnetic field control using an electromagnetic actuation system with combined air-core and metal-core coils. Adv Intell Syst. 2025;7(3):2400462.
203
Moezi A, Sedaghati R, Rakheja S. Robotic-assisted tracking control of magnetoactive soft continuum robots in magnetic gradients. Smart Mater Struct. 2025; in press.
204
Cao Y, Cai M, Sun B, Qi Z, Xue J, Jiang Y, Hao B, Zhu J, Liu X, Yang C, Zhang L. Magnetic continuum robot with modular axial magnetization: design, modeling, optimization, and control. IEEE Trans Robot. 2025; in press.
205
Wu Z, Zhang J. Closed-loop magnetic control of medical soft continuum robots for deflection. IEEE/ASME Trans Mechatron. 2025;30(5):3607–3618.
Repository Staff Only: item control page


Download Statistics
Download Statistics