BlueSkyNick
Well-Known Member
At the risk of being publicly villified, I need to clear a mental block about this.
Simple nav theory No.1: from the range of the tide at a standard port and using either the Rule of Twelths or a tidal curve, the height of tide can be calculated. This is simply added to a charted depth to calculate the actual depth at a given time. (ignoring barometric pressure etc)
Simple nav theory No.2: Range of tide at a secondary port is not the same as its nearest standard port. Differences between the two are given in an almanac, and vary between springs and neaps.
Looking at a chart which includes one standard port and several secondary ports, depth at a specific position is calculated according to the charted depth plus the height of tide at the time, at the port nearest to the position.
If a position is somewhere between 2, 3 or n ports, the depth at that position is calculated by averaging the tidal heights at those ports. True or False?
Simple nav theory No.1: from the range of the tide at a standard port and using either the Rule of Twelths or a tidal curve, the height of tide can be calculated. This is simply added to a charted depth to calculate the actual depth at a given time. (ignoring barometric pressure etc)
Simple nav theory No.2: Range of tide at a secondary port is not the same as its nearest standard port. Differences between the two are given in an almanac, and vary between springs and neaps.
Looking at a chart which includes one standard port and several secondary ports, depth at a specific position is calculated according to the charted depth plus the height of tide at the time, at the port nearest to the position.
If a position is somewhere between 2, 3 or n ports, the depth at that position is calculated by averaging the tidal heights at those ports. True or False?