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Depression internal solitary wave interaction with submerged obstacle
Journal of Environmental Biology
|July 11, 2018
Summary
Internal solitary waves interacting with submerged plates were simulated. Both reflected and transmitted waves showed similar amplitude and energy, following distinct mathematical laws based on the blocking parameter.
Area of Science:
- Fluid dynamics
- Oceanography
- Wave mechanics
Background:
- Internal solitary waves are significant phenomena in oceanography.
- Submerged plates can alter wave dynamics.
- Understanding wave-plate interactions is crucial for marine engineering and coastal studies.
Purpose of the Study:
- To investigate the interaction between depression internal solitary waves and a submerged plate.
- To characterize the transformation, reflection, and transmission of these waves.
- To analyze the energy and amplitude behavior of reflected and transmitted waves.
Main Methods:
- Numerical simulation of internal solitary wave generation and propagation.
- Modeling the interaction of these waves with a submerged plate.
- Analyzing wave characteristics, including amplitude and energy, for both reflected and transmitted components.
Main Results:
- The interaction resulted in both wave transformation and reflection.
- Reflected wave amplitude and energy followed a logarithmic law concerning the dimensionless blocking parameter.
- Transmitted wave amplitude and energy adhered to an exponential rule with the blocking parameter.
- Similar wave amplitude and energy were observed for reflected and transmitted waves when the blocking parameter approached 0.8.
Conclusions:
- The study successfully simulated internal solitary wave-submerged plate interactions.
- Distinct mathematical laws govern the behavior of reflected and transmitted waves.
- The dimensionless blocking parameter plays a key role in wave transformation and energy distribution.
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