A tidal bore is a surge of water that travels upstream against the river current when the incoming tide forms a steep wave front.
The speed of the bore depends primarily on the height of the incoming tide relative to the river depth and the acceleration due to gravity.
By treating the bore as a shallowβwater gravity wave, a firstβorder estimate of its propagation speed can be derived from energy balance principles.
g = gravitational acceleration (9.81 m/sΒ²)
\Delta \eta = bore height (m)
h = average water depth (m)
What is a tidal bore?
How does the height of the incoming tide affect the speed of a tidal bore?
What is the formula used to calculate the speed of a tidal bore?
Why is gravity important in calculating tidal bore speed?
Can this calculator be used for any body of water, or just rivers and estuaries?
What factors can affect the accuracy of the tidal bore speed calculation?
How often should I update the height of the incoming tide in my calculations?
Results are for informational purposes only and do not constitute professional advice.
