The mathematical model is presented to analyze the wave spectrum inside Paradip port under the resonance conditions with partial reflection, diffraction and refraction. During the extreme weather conditions, Paradip port have experienced the extreme ocean wave 3∼5 m in surface height. In irregular domain, the solution of Laplace equation along with partial refection condition on quays and breakwaters is obtained by using 3-D Boundary Element Method (3-D BEM). To validation, the present numerical scheme result is compared with the experimental data of Ippen & Goda (1963) and Lee (1971). Six record stations are located inside the port based on moored ship terminals. At these locations, the wave spectrum is computed by utilizing the Fast Fourier Transform (FFT) for the surface waves obtained in Paradip port.
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10 January 2019
EMERGING TRENDS IN MATHEMATICAL SCIENCES AND ITS APPLICATIONS: Proceedings of the 3rd International Conference on Recent Advances in Mathematical Sciences and its Applications (RAMSA-2019)
17–19 January 2019
Noida, India
Research Article|
January 10 2019
Wave spectrum analysis for extreme wave oscillation inside Paradip port
Gulshan;
Gulshan
b)
1
Department of Applied Sciences, National Institute of Technology Delhi
, Delhi-110040, India
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Prashant Kumar;
Prashant Kumar
a)
1
Department of Applied Sciences, National Institute of Technology Delhi
, Delhi-110040, India
a)Corresponding author: prashantkumar@nitdelhi.ac.in
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Prashant Patel;
Prashant Patel
c)
1
Department of Applied Sciences, National Institute of Technology Delhi
, Delhi-110040, India
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Rupali;
Rupali
d)
1
Department of Applied Sciences, National Institute of Technology Delhi
, Delhi-110040, India
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Sukhwinder Kaur
Sukhwinder Kaur
e)
1
Department of Applied Sciences, National Institute of Technology Delhi
, Delhi-110040, India
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AIP Conf. Proc. 2061, 020010 (2019)
Citation
Gulshan, Prashant Kumar, Prashant Patel, Rupali, Sukhwinder Kaur; Wave spectrum analysis for extreme wave oscillation inside Paradip port. AIP Conf. Proc. 10 January 2019; 2061 (1): 020010. https://doi.org/10.1063/1.5086632
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