Resistance & Powering
Resistance is a sum of coefficients, every one of them riding on the same ½ρSV²:
CTS = (1+k)·CFS + ΔCF + CA + CW + CAA
Friction comes from the ITTC-1957 correlation line, the roughness and correlation allowances from the ITTC-1978 performance prediction method, and water density and viscosity from the ITTC property tables. The split between the terms is the useful output: at low speed a hull is a flat plate and friction is about wetted area; near hull speed the wave term takes over and that is about length. Which one you are fighting decides whether to chase a cleaner bottom or a longer boat.
CW is an input, and it has to be. Nothing computes wave resistance from the main dimensions — it comes from a model test, a systematic series or CFD. Everything else on this page is either a published formula or a table, so the honest thing is to take the one number that is yours and ask for it.
Hull and condition
Where the drag is
From water to engine
Every coefficient below belongs to your hull and your propeller, so every one is an input — what this owns is how they multiply. ηD = ηO·ηH·ηR with ηH = (1−t)/(1−w), and the shafting takes its cut after that.
A coefficient bookkeeping method, only as good as the CW you put into it. It assumes a displacement hull whose wetted surface and attitude do not change with speed — which stops being true once a planing hull starts to lift, where wetted area, trim and the whole basis move together. The ITTC-1978 roughness and correlation allowances are ship-scale fits and are flagged where a small craft falls outside them. Nothing here covers added resistance in waves, shallow water, wind on the beam, or cavitation and the propeller itself. A helper, not a substitute for engineering judgment.