# catenary equation sinker weight

Statics of a three component mooring line
Jul 1, 2001 . Catenary equations are solved for a three component mooring made up of two lines, connected at a point buoy or sinker where water depth and fairlead . to be equivalent to small uncertainties in the weights per unit length.
http://www.ingentaconnect.com/content/els/00298018/2001/00000028/00000007/art00058

Chapter 46 733
tions of the weight of the chain or line and the location of the holding point in . which is based upon an analysis of the catenary equations. It will be noted that b < a and d < c. If a chain with a sinker is used, the forces can again be expressed .
http://journals.tdl.org/ICCE/article/viewFile/2390/2065

#### Things You'll Need

• Screwdriver
• Wrench
• Chisel
• Hammer
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## Instructions

• 1

On a Chainomatic Analytical Balance
attached to a slider on a vertical bar which can be moved up and down the bar by means of a crank. . Then since the chain forms a catenary, the following equations must hold: X2. X1 . W represents the weight added to the read- ing of the .
http://www.jstor.org/stable/2308151

• 2

Statics of a three component mooring line (Colin MacFarlane ...
Where there is no buoy or sinker the equation reduces to a quartic and can be . An initial analysis is likely to consider weight from a single line and end-point tensions as . CATENARY EQUATIONS The completely submerged mooring line .

• 3

V - IWWWFB
floating point absorber are analyzed, with or without additional sinkers or floaters. The slack mooring . blue), with a floater and weight (V-dark blue) and with a floater at the . l defined for the static position and the similiar catenary equations .
http://www.iwwwfb.org/Abstracts/iwwwfb26/iwwwfb26_50.pdf

• 4

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additional intermediary sinkers or floaters. Slack chain catenary lines rely on their weight to provide the necessary . The classical catenary equations [15] apply, .
http://repositorio.lneg.pt/bitstream/10400.9/1356/1/EWTEC'2011_Justino.pdf

• 5

Proposed new GUIDELINE ON FLOATAID MOORINGS
Jun 1, 2010 . June 2010. 3.3.1.2.1. Amendment to formula . 3.3.2 Sinker Weight . . The chain will form a catenary between the buoy and the seabed and .
http://www.iala-aism.org/iala/publications/documentspdf/doc_247_eng.pdf

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## Resources

• UNPh08
School science experiments in mass and weight, balances and centre of gravity for secondary schools. . 8.3.1 Shape of a hanging cable or flexible chain, catenary curve . Explain that the ball represents the earth, and the sinker represents the satellite. All that it . For greatest height, h, use the equation: v2 = u2 + 2as.
http://www.uq.edu.au/_School_Science_Lessons/UNPh08.html

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The governing equations of motion of a cable continuum are derived to form a nonlinear . 4.2 Example 2: Oscillating Towed Weight .................. 88. 4.3 Example .
http://ir.library.oregonstate.edu/xmlui/bitstream/handle/1957/21768/ChiouRueybin1990.pdf?sequence=1

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1 wt, w r'por~M ndf twm r so ko Ielm,. ,mq. 6dl eros *t Wim. gdudeg wa nsds. etMe dfs need ad . to solve the nonlinear system of equations in the computer programs discussed. . face buoy, a riser chain from the buoy to a ring or sinker, and up to . configuration is precomputed according to catenary equations and saved .
http://www.dtic.mil/dtic/tr/fulltext/u2/a226383.pdf

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