Abstract
The cable is a very important tool for information transmission, and the process of laying by ships will be affected by the waves and wind on the sea, in the paper we set up the model of the process, We now by setting the united equipment acquisition cable on each node in the sea water pressure value, according to the motion state on the cable at the same time establish the physical dynamic equation by finite element method (fem) of matlab simulation to determine the movement of the cable to get sea cable in different sea conditions in case of trajectory can provide a scientific reference for laying optical cable and establish the corresponding equations of motion, and simulate the process of laying under different sea conditions in MATLAB.
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References
Petrov, V., et al.: When IoT keeps people in the loop: a path towards a new global utility (2017)
TR.45.820: Cellular system support for ultra-low complexity and low throughput internet of things (CIoT). Technical report. Release 13, 3GPP (2016)
Petrov, V., et al.: Vehicle-based relay assistance for opportunistic crowdsensing over narrowband IoT (NB-IoT). IEEE Internet Things. J. (2017)
GPP: Cellular system support for ultra-low complexity and low throughput Internet of Things (CIoT). 3GPP TR 45.820/r13, December 2015
GPP: Standardization of NB-IoT completed, June 2016. http://www.3gpp.org/news-events/3gpp-news/1785-nb_iot_complete
Pinasco, J.P.: Asymptotic of eigenvalues of the p-Laplace operator and lattice points
Drabek, P., Manasevich, R.: On the closed solutions to some nonhomogeneous eigenvalue problems with p-laplacian. Diff. Int. Equtions 12(6), 773–778 (1999)
Courant, R., Hibert, D.: Methods of Mathematical Physics, vol. 1. Interscience Publishers Inc., New York (1953)
Falconer, K.: On the minkowski measurability of fractals. Proc. Amer. Math. Soc. 123(4), 1115–1124 (1995)
Fernandez Bonder, J., Pinasco, J.P.: Asymptotic behavior of the eingenvalues of the one dimensional weighted p-laplace operatoer. Arkiv Mat. 41, 267–280 (2003)
Fleckinger, J., Vassiliev, D.: An example of a two-term asympotics for the “Counting Function” of a fractal drum. Trans. A.M.S. 337(1), 99–116 (1993)
Fucik, S., Necas, J., Soucek, J., Soucek, V.: Spectral Annlysis of Nonlinear Operators. Lecture Notes in Mathematics, vol. 346. Springer, New York (1973)
Kratzel, E.: Lattice Points. Kluwer Academic Publishers, Berlin (1988). Lapidus, M., Pomerance, C.: The Riemann Zeta-function and the One-dimensional Weyl-Berry Cojecture for Fractal Drums. Proc. London Math. Soc. 66(3), 41–69 (1993)
Sakamura, K.: Challenges in the age of ubiquitous computing: a case study of T-Engine—an open development platform for embedded systems. In: Proceedings of ICSE 2006. Shanghai, China (2006)
Dunkels, A., Vasseur, J.P.: IP for smart objects, internet protocol for smart objects (ISO) alliance, White Paper #1 (2009). http://www.ispo-alliance.org
Hui, J., Culler, D., Chakrabarti, S.: 6LoWPAN: Incorporating IEEE 802.15.4 into IP archi-tecture–internet protocol for smart objects (IPSO) Alliance, White Paper # 3 (2009). http://www.ispo-alliance.org
Toma, I., Simperl, E., Hench, G.: A joint roadmap for semantic technologies and the internet of things. In: Proceedings of the 3rd STI Roadmapping Workshop. Crete, Greece (2009)
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Zhang, C., Wang, J. (2018). The Internet of Things and Big Data in the Submarine Cable Release Process of Finite Element Simulation and Matlab Simulation. In: Sun, X., Pan, Z., Bertino, E. (eds) Cloud Computing and Security. ICCCS 2018. Lecture Notes in Computer Science(), vol 11068. Springer, Cham. https://doi.org/10.1007/978-3-030-00021-9_13
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