2015
DOI: 10.1109/tnb.2015.2395539
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A Touch-Communication Framework for Drug Delivery Based on a Transient Microbot System

Abstract: Recent progress in bioresorbable radio frequency electronics and engineered bacteria has promised the prospect of realizing a transient microbot (TM) system for therapeutic applications. The inorganic or organic miniature robots will dissolve into the human body after completing the required tasks and cause no side-effect. In this paper, we propose a potential architecture of a TM system for transporting pharmaceutical compounds inside the body, and analyze the system using a micro-to-macro cross-scale communi… Show more

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Cited by 56 publications
(24 citation statements)
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“…Nevertheless, for system design, it is desirable to have simple yet sufficiently accurate analytical models for complex multi-node networks. Developing such analytical models constitutes an important future research topic, see [153], [42], [143], [75] for some related works.…”
Section: Challenges and Directions For Future Workmentioning
confidence: 99%
“…Nevertheless, for system design, it is desirable to have simple yet sufficiently accurate analytical models for complex multi-node networks. Developing such analytical models constitutes an important future research topic, see [153], [42], [143], [75] for some related works.…”
Section: Challenges and Directions For Future Workmentioning
confidence: 99%
“…The system can be investigated for patients" safety. The architecture of a Touch communication model based on Transient Microbot for targeted drug delivery is proposed in [17]. Various parameters associated with Transient Microbot like delay, angle of arrival, path loss, delay spectrum are investigated for information exchange.…”
Section: Drug Delivery Mechanismsmentioning
confidence: 99%
“…Various random walk models for different molecular propagation scenarios have been discussed in [11]. In [12], a velocity- 2) Fractal-Based Statistical Model: The pathway of nanorobots may also be described using the fractal-based statistical model [8], which characterizes the movement of nanorobots in a vascular tree when the capillaries can be imaged. Firstly, the vascular network distributes the blood stream through the human body by successive bifurcations, which can be described by a fractal model due to the self-similar character of a bifurcating tree.…”
Section: B Imis and Omismentioning
confidence: 99%
“…Secondly, the hemodynamic response leads to increased cross-sectional areas of blood flow, which results in blood velocity low enough for the exchange of metabolic substances across the capillary wall. The hemodynamics explains the empirical Murray's laws that characterize the connection between the diameter of the parent segment and the diameters of two daughter branches at each bifurcating node [8]. The angle between two daughter vessels after division and the lengths of the vessels are also determined by the Murray's formula.…”
Section: B Imis and Omismentioning
confidence: 99%
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