Hosaki Function and use of Hull Shape Function

Discussion in 'Boat Design' started by mustafaumu sarac, Apr 5, 2020.

  1. mustafaumu sarac
    Joined: May 2017
    Posts: 147
    Likes: 11, Points: 18
    Location: Istanbul

    mustafaumu sarac Senior Member

    [​IMG] Hello there,

    I found a paper on optimization and there was hosaki function graph. I liked the way it looks in 3d and I am thinking to use it as my narrow long hull shape maker function.

    I warn you to use the equation in the paper , I googled hosaki function and websites equations were wrong.

    I wish you look to the pdf paper jpeg extract. You will not be able to find similar graph in google search.

    There is the equation - extremelly simple math , elementary school level - and excellent graph
     
  2. Mr Efficiency
    Joined: Oct 2010
    Posts: 10,386
    Likes: 1,045, Points: 113, Legacy Rep: 702
    Location: Australia

    Mr Efficiency Senior Member

    Perhaps you should explain the uses of this information ! :eek:
     
  3. mustafaumu sarac
    Joined: May 2017
    Posts: 147
    Likes: 11, Points: 18
    Location: Istanbul

    mustafaumu sarac Senior Member

    x1 gives the lenght , x2 gives the witdh [x1,x2] gives the height. Dont panic , paper belongs to most efficient shape optimisation but we dont have business with that. The important thing there few paragraph on hosaki function and the graph. I found its contender for good narrow long kayak , canoe or rowing boat class but I want to make it winter boat home , all enclosed. I dont use under summer heat but winters , autumns and springs are long an cool here , only 2 months have excess heat. I think obtaing from single function teaches me to play similar equations but I dont have time and experience.
    Good example of elementary school math can do. Does anyone like the shape. Its good for laying and sleep. I love mathematical sculptures and this is it.

    Umut
     

  4. Annode

    Annode Previous Member

    You will program this in a CAD app I assume? The bounadaries would be well defined.
     
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