strength calculation of lifting eye

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Strength calculation of Lifting eye From MarineWiki Jump to: navigation , search More Sharing Services Share Share on facebook Share on twitter Share on linkedin Share on tumblr Share on stumbleupon Share on reddit Share on email All ships have lifting eye provided for lifting motors, their parts, and other equipments. The following procedure describes how to verify the strength of the lifting eye Design load (P) = Safe Working Load (SWL) x Dynamic coefficient (Dynamic coefficient is taken as 1.3. recommended by Classification society rules) Allowable stress

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Page 1: Strength Calculation of Lifting Eye

Strength calculation of Lifting eye

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All ships have lifting eye provided for lifting motors, their parts, and other

equipments. The following procedure describes how to verify the strength of the

lifting eye

Design load (P) = Safe Working Load (SWL) x Dynamic coefficient (Dynamic

coefficient is taken as 1.3. recommended by Classification society rules)

Allowable stress

Tensile stress, σa = Yield limit / (1.5 k) = 235 ƒ1 / (1.5 k)

Shear stress, τa = σa / √3 = 235 ƒ1 / (1.5 k x √3 )

where k = 0.85 (mild steel) and 1.0 for high tensile steel, and ƒ1 = 1.0 (mild steel),

1.08 (AH27), 1.28 (AH32), 1.35 (AH34), 1.39 (AH36), 1.43 (AH40)

Page 2: Strength Calculation of Lifting Eye

Required section area for shear stress, Ars

For shear stress the area shown by the hatch on the righ section is applicable.

Ars = P / τa = 1.3 x SWL / (235 ƒ1 / (1.5 k x √3 )) = (3.38 x k x SWL) / 235 ƒ1

Actual section area for shear stress, Aas

Aas = b x t (as shown in the shaded area on the right section)

Required section for tensile stress, Art

For tensile stress, the area is shown by two shaded hatch on the lower part is

applicable.

Art = P / σa = 1.3 x SWL / ( 235 ƒ1 / (1.5 k)) = (1.95 x k x SWL) / 235 ƒ1

Actual section area for tensile stress, Aat

Aat = 2 x b x t (as shown by two shaded hatch on the lower drawing)

Evaluation

Aas ≥ Ars (satisfies shear stress requirement )and

Aat ≥ Art (satisfies tensile stress requirement)