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#1
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| metacentric height hi, I'm using Freeship to model a canoe. I want to find the metacenter at 15 deg of heel at a load. The program outputs stability cross-curves as KN*sin(theta)(ft). Is there a formula to I can use to find the metacenter. Cheers |
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#2
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| I recommend you the reading of: http://web.nps.navy.mil/~me/tsse/NavArchWeb/1/toc.htm Cheers. |
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#3
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| That's a very good link, Guillermo, thanks! BillyDoc |
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#4
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| Very usefull link! Thank you G. |
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#5
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| And another one I just stumbled onto, a low-level Navy course with pdfs of the chapters. Click on "Contents.pdf" and then ch01.pdf, etc. This is very basic stuff well explained. Just what I need most of the time! http://www.usna.edu/naoe/courses/en200/ |
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#6
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| If I am right at 15 deg heel your metacenter M will coincide with your N. Hence you can find your metacenter from cross curves of stability. If I am wrong somebody correct me please. |
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#7
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| Quote:
Just a clue: KN = KM * sin θ ![]() |
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#8
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| Mr G, Something Dosent Jive Between The Diagram You Posted And The Kn*sin(theta) Given In The Cross Curves Cals Of Freeship. Actually The Diagram Makes Sense To Me, What I Dont Understand Is What The Vertical Axis Of The Freeship Diagram Is Telling Us. It Seems That The Freeship Diagram Should Either Say Kn -or- Km*sin(theta) As Giving The Righing Lever. Any Thoughts??? |
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#9
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| Could you post the Freeship diagram, please? I do not use that program. Maybe it's a typo or a diferent meaning of notation there. Have you gone through the manual? Righting lever GZ is equal to KN-KG sin(theta) in the notation I'm used to. Cheers. |
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