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Original Article
A Strategic Framework for Depth-Dependent Hydroelectric Conversion along the Indian Coastline
Divyanshu Choudhary1
1 B.Tech Department of Computer Science Engineering, D Y Patil International University, Maharashtra, India.
Published Online: January-February 2026
Pages: 01-15
Cite this article
↗ https://www.doi.org/10.59256/ijrtmr.20260601001References
1. Core Technical References Shallow-Water Wave Theory: The research applies the fundamental relation for wave celerity $v = \sqrt{g \cdot h} $, where $v$ is velocity, $g$ is acceleration due to gravity, and $h$ is water depth2.
2. Wave Regime: Analysis is conducted within the shallow-water regime defined by the condition $h < L/20$3.
3. Energy Scaling: The study utilizes the kinetic energy proportionality $E_k \propto v^2$ to demonstrate that velocity increases lead to non-linear energy gains4.
4. Engineering & Historical Benchmarks
5. Oscillating Water Column (OWC): References the conceptual framework established by Yoshio Masuda and the first Indian installation at Vizhinjam, Kerala (1991)5.
6. Tapered Channel (TAPCHAN): Cites the systems tested in Norway and their applicability for grid integration6
7. Salter Duck: References the 1974 work of Stephen Salter regarding high-efficiency oscillating cams7.
2. Wave Regime: Analysis is conducted within the shallow-water regime defined by the condition $h < L/20$3.
3. Energy Scaling: The study utilizes the kinetic energy proportionality $E_k \propto v^2$ to demonstrate that velocity increases lead to non-linear energy gains4.
4. Engineering & Historical Benchmarks
5. Oscillating Water Column (OWC): References the conceptual framework established by Yoshio Masuda and the first Indian installation at Vizhinjam, Kerala (1991)5.
6. Tapered Channel (TAPCHAN): Cites the systems tested in Norway and their applicability for grid integration6
7. Salter Duck: References the 1974 work of Stephen Salter regarding high-efficiency oscillating cams7.
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