An anchor chain behaves like a flexible cable that adopts a catenary shape under its own weight and the horizontal pull from the vessel. The curve is described by the hyperbolic cosine function, and its geometry determines the forces transmitted to the anchor.
The key geometric parameters are the horizontal distance from the vessel to the anchor (x), the water depth (h), and the total chain length (L). The difference between the actual chain length and the straightβline distance, called the sag (s), controls the curvature of the catenary.
From the sag we can estimate the horizontal component of tension (H) and the total tension (T) in the chain. These tensions are critical for selecting an appropriate anchor and ensuring safe mooring under varying environmental loads.
What is a catenary curve in maritime calculations?
How does the sag affect the anchor's performance?
What is the significance of the horizontal distance in this calculation?
How does water depth factor into the anchor chain calculations?
Can this calculator be used for different types of anchor chains?
What is the hyperbolic cosine function's role in these calculations?
How do I interpret the results from this calculator?
Results are for informational purposes only and do not constitute professional advice.
