CraigB
Well-Known Member
Hi folks, I'm having some problems understanding how to calculate LW heights for seconday ports.
Here's a sample to explain, actually taken from the RYA YM book, for which I can't find an explanation:
Cherbourg (Standard Port)
TIME HEIGHT
0633 1.0
1211 6.0
1856 1.5
Differences - GOURY
HEIGHT
MHWS 6.4 +1.7
MHWN 5.0 +1.6
MLWN 2.5 +1.0
MLWS 1.1 +0.3
No problem when the LW height at Cherbourg is within the secondary range of differences, for example the LW at 1856 is 1.5 which falls within the range 1.1 to 2.5 and can be interpolated easily using the crocodile jaws or linear method.
But what about the LW at 0633 which falls outside this range - do you interpolate further backwards, turning the jaws into a pair of crossed lines (if the axis is 1.1m/+0.3 as usually seen)?
I know that in real life, it might be easy to say that the difference is marginal so just pick the LW value+0.3, but the deviation of data which makes up the MLWS value may be high, with some LW heights being half a meter lower than the MLWS value.
In the RYA example they just take the difference at 0633 to be +0.3 with no further explanation, but if interpolated as suggested above would show a difference of about +0.25.
Yes it's a bit pedantic but I'm also concerned about how to answer the YM theory question correctly.
Cheers, Craig.
Here's a sample to explain, actually taken from the RYA YM book, for which I can't find an explanation:
Cherbourg (Standard Port)
TIME HEIGHT
0633 1.0
1211 6.0
1856 1.5
Differences - GOURY
HEIGHT
MHWS 6.4 +1.7
MHWN 5.0 +1.6
MLWN 2.5 +1.0
MLWS 1.1 +0.3
No problem when the LW height at Cherbourg is within the secondary range of differences, for example the LW at 1856 is 1.5 which falls within the range 1.1 to 2.5 and can be interpolated easily using the crocodile jaws or linear method.
But what about the LW at 0633 which falls outside this range - do you interpolate further backwards, turning the jaws into a pair of crossed lines (if the axis is 1.1m/+0.3 as usually seen)?
I know that in real life, it might be easy to say that the difference is marginal so just pick the LW value+0.3, but the deviation of data which makes up the MLWS value may be high, with some LW heights being half a meter lower than the MLWS value.
In the RYA example they just take the difference at 0633 to be +0.3 with no further explanation, but if interpolated as suggested above would show a difference of about +0.25.
Yes it's a bit pedantic but I'm also concerned about how to answer the YM theory question correctly.
Cheers, Craig.