Overview
This course aims to explore the phenomenon of tidal bores in rivers around the world. By drawing analogies with various scientific concepts such as tsunamis, rainbows, and quantum physics, the course delves into the mathematical explanations behind tidal bores. Students will learn about hydraulic jump theory, dispersion relations, and the different cultural perspectives on the same natural occurrence. The teaching method involves a lecture format with insights from the field of physics. This course is intended for individuals interested in physics, natural phenomena, and mathematical modeling.
Syllabus
Introduction
Einstein and Hooke
The phenomenon
The tide
The shape
Hydraulic jump theory
Dispersion relation
Four steps
Outcome
Caustic
Anti Bore
Gulf of Quarry
Wild standing waves
Tide tables
Masquerade
Amazon
Hooghly
D1 Depth
Shanghai
Claude Flammarion
Isaac Newton
Two papers
Taught by
Oxford Mathematics