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  #16  
Old 02-08-2011, 01:35 PM
jollyricard jollyricard is offline
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ok, now my problem is:
How do I determine the position of center of gravity of the three conditions
test prescribed by the SOLAS?
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  #17  
Old 02-08-2011, 03:17 PM
nettersheim nettersheim is offline
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You are free to choose position of center of gravity (KG) as you like provided in the end you get the Holly Graal :

A (attained index) > R (required index)

Obviously it should make sense with intact stability figures and you will have to determine final GM enveloppe curve coping with intact and damage criterias.

It is a long way to Holly Graal

François-Xavier Nettersheim
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  #18  
Old 02-10-2011, 03:41 AM
ontwerp ontwerp is offline
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How to define initial case GM or KG's

Some ideas are:

1. Put your design or intact stability book load cases in a graph of draught vs. gm for each load case.
2. Draw an envelope curve between the draughts of the initial conditions (with the line being above all the GM's.)
3. If some of your loadcases don't fit the line and they are not critical, then change them.
4. Consider if you want your ship to function mostly at one draught or at a range of draughts when you draw your line (make the curve slope to the point where you want to maximize your capacity, or make a valley where you want the range).
5. Make sure you have enough ballast capacity to achieve your DL GM!

It is not too strange to have your DL GM 4x as high as your DS condition.
Depending on your type of ship you could start with DL at 2.5m, DP at 0.65m and DS at 0.60m for your GM values if you have no load cases besides your lightest seagoing (which you need to calculate your draught and trim for your initial conditions). Then after starting with those values you can easily optimize (increase or lower GM values - keeping load cases in mind) until you have an A>R. (Assuming you use a damage stability software like NAPA or Delftship which allows for quick easy optimization.)
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  #19  
Old 02-10-2011, 05:22 PM
jollyricard jollyricard is offline
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ok, many thanks
but
I do not understand the following problem:
for my ship : loading conditions (dp, dl, ds) are already established as
solas 2009 or not?
must I verify only these conditions?
must I to fix the center of gravity of these conditions?
must I to fix trim for these conditions ?
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  #20  
Old 02-11-2011, 02:21 AM
ontwerp ontwerp is offline
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Quote:
Originally Posted by jollyricard View Post
ok, many thanks
but
I do not understand the following problem:
for my ship : loading conditions (dp, dl, ds) are already established as
solas 2009 or not?

must I verify only these conditions?
must I to fix the center of gravity of these conditions?
must I to fix trim for these conditions ?
ds - subdivision draught or design draught, this is decided by you or the result of the maximum summer draught from freeboard calculation
dl - lightest seagoing draught (including trim from load case) normally ballast arrival condition - you make this loadcase depending on your minimum draught forward from your slamming calculation for your foreship construction, or depending on damage stability (it can be a feedback loop, if your ship is not meeting index raise the GM, but then you have to add ballast to loadcase to meet minimum GM from damage stability, but then you have to change DL in damage calculation)
dp - related to dl and ds, according to solas 2009 rules

You must fix GM for these conditions. The GM values you choose will become your damage stability minimum GM criteria.

Trim of DL condition must match loadcase lightest seagoing condition, trim of other conditions is defined by you. Read the explanatory notes for more information about how to choose your trim range.

Does that help?
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  #21  
Old 02-12-2011, 12:26 PM
jollyricard jollyricard is offline
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yes, thank you;
now I think I have solved my problem
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  #22  
Old 03-19-2012, 04:06 AM
chandru447 chandru447 is offline
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Quote:
Originally Posted by nettersheim View Post
Hello Tahto25,

I am interested in probabilistic damage stability for many years, and I confirm what has been said by Colleagues: there is no book on the matter at time (to my knowledge). You have to surf on internet and collect numerous articles produced on the subject and then do your own synthesis.

Francois-Xavier Nettersheim
If you are looking for prob stability, i hav a material to describe this prob stab.

send me an mail chandru447@gmail.com
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