title: Propagation Modeling and Analysis of Molecular Motors in Molecular Communication.
abstract: Molecular motor networks (MMNs) are networks constructed from molecular motors to enable nanomachines to perform coordinated tasks of sensing, computing, and actuation at the nano- and micro- scales. Living cells are naturally enabled with this same mechanism to establish point-to-point communication between different locations inside the cell. Similar to a railway system, the cytoplasm contains an intricate infrastructure of tracks, named microtubules, interconnecting different internal components of the cell. Motor proteins, such as kinesin and dynein, are able to travel along these tracks directionally, carrying with them large molecules that would otherwise be unreliably transported across the cytoplasm using free diffusion. Molecular communication has been previously proposed for the design and study of MMNs. However, the topological aspects of MMNs, including the effects of branches, have been ignored in the existing studies. In this paper, a physical end-to-end model for MMNs is developed, considering the location of the transmitter node, the network topology, and the receiver nodes. The end-to-end gain and group delay are considered as the performance measures, and analytical expressions for them are derived. The analytical model is validated by Monte-Carlo simulations and the performance of MMNs is analyzed numerically. It is shown that, depending on their nature and position, MMN nodes create impedance effects that are critical for the overall performance. This model could be applied to assist the design of artificial MMNs and to study cargo transport in neurofilaments to elucidate brain diseases related to microtubule jamming.
authors.forename: Youssef
authors.initials: Y
authors.lastname: Chahibi
authors.forename: Ian F
authors.initials: IF
authors.lastname: Akyildiz
authors.forename: Ilangko
authors.initials: I
authors.lastname: Balasingham
mesh_terms: D003142:Communication; D003198:Computer Simulation; D039301:Computers, Molecular; D008962:Models, Theoretical; D020409:Molecular Motor Proteins / Q000737:chemistry*; D036103:Nanotechnology / Q000379:methods*
chemical_list: D020409:Molecular Motor Proteins