Classification of harbour depending upon the utility
From their etility, harbours are further classified into five major types
- Harbours of refuge
- Commercial harbours
- Fishery harbours
- military harbours
- marine harbourse.
Classification of harbour based upon the location
The layout of a harbour is greatly influenced by its location and based on the location, harbours are further classified into the following four major types:
- Canal harbour
- Lake harbour
- River or estuary harbour
- sea or ocean harbour
Harbour depth
The channel depth is generally determined by the following formila:
Where, D1 = draft of the largest ship to be accommodated
D2 = allowance for squat of the moving ship
H = height of storm waves.
The max, harbour depth below lowest low water is achieved as followis:
Max. harbour depth = loaded draft + 1.2 m when bottom is soft
Max. harbour depth = loaded draft + 1.8 m when bottom is rock.
The depths of sea bottom are obtained by use of fathometer or echo sounder.
Wave parameter
Height and length of waves: Waves being generated by wind. Their developmebt depends upon the surface area of sea exposed to wind action such a surface givin rise to a wave is called a fetch and is usually measured in km, denoting the length across which the wave action is generated and is active
The height of the wave in metres = 0.34√F, where F is the fetch in km.
This is an empirical formula given by Thomas.
The length could be defined as the distance between adjacent crests of a wave. The length influences the force of the wave.
Bertin’s formula,
Where, L = length in meters and t is the period in seconds for two suxxessive waves to pass the same section.
Dybnamic Effect of Wave Action
- In deep water: When the depth of water is great compared to the length of wave, Velocity
Considering the wave as a cycloidal curve, the height h of the wave = 1/π, where l is the length of the wave.
V = √5h and pressure on unit surface - In shallow water: In shallow water, if depth of weter is d, it has been found that the velocity approximately
Hight of wave: hp = h{√b/B – 0.0274 √D (1+√b/B)}
Where, hp = height of wave at the point under consideration
h = height of wave at the entrance of the harbour.
b = width of entrance
B = width of basin at point under consideration
D = distance of point of consideration from entrance.
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