SOLAS V/22 Bridge Visibility Calculator
Evaluation of conning position blind sector forward of the bow in compliance with IMO SOLAS V/22
SOLAS Chapter V, Regulation 22 (Navigation bridge visibility):
- Paragraph 1.1: The view of the sea surface from the conning position shall not be obscured by more than two ship lengths, or 500 m, whichever is less, forward of the bow to 10° on either side under all conditions of draught, trim and deck cargo.
- Paragraph 1.8: The standard height of eye is defined as 1,800 mm (1.8 m) above the bridge deck level at the conning position.
- Geometric Calculation: By similar right triangles, total distance to the sea surface intercept is
X_sea = D_obs × H_eye / (H_eye - H_obs). Obscuration forward of the bow:S_blind = max(0, X_sea - D_bow).
Bridge Navigation Visibility: SOLAS Regulation V/22 Blind Sector Assessment
Maintaining an unobstructed visual lookout from the navigation bridge is a statutory safety mandate under Regulation 22 of SOLAS Chapter V and Rule 5 of the International Regulations for Preventing Collisions at Sea (COLREGs). When loading container tiers on hatch covers, deck timber cargoes, or project equipment, Shipmasters and Chief Officers must verify that forward sea surface obscuration stays well within statutory thresholds. Port State Control (PSC) regimes (Paris MoU, Tokyo MoU, USCG) routinely inspect cargo visibility declarations and detain non-compliant vessels.
The NavLib SOLAS V/22 Bridge Visibility Calculator automates geometric sightline analysis from the conning position. The software resolves the sea surface tangent point, calculates the net obscured blind distance forward of the stem (Blind Distance), verifies the statutory limitation of min(2 x LOA, 500 m), and exports verified compliance declarations for port clearance and cargo stowage files.
Frequently Asked Questions: Bridge Visibility & SOLAS V/22 (FAQ)
What is the maximum permissible blind sector ahead of the bow under SOLAS?
What is the formula to calculate the blind distance ahead of the stem?
1. Total distance from the bridge conning point to where the line of sight strikes the sea surface:
X_sea = (D_obs * H_eye) / (H_eye - H_obs)where D_obs is the horizontal distance from the bridge to the forward edge of the obstruction, H_eye is observer eye height above the waterline, and H_obs is obstruction height above the waterline.
2. Blind distance forward of the bow:
S_blind = max(0, X_sea - D_bow)where D_bow is the horizontal distance from the bridge conning point to the vessel's stem.