Clasification Society Rulefinder 2020 - Version 9.33 - Fix
Common Structural Rules - Common Structural Rules for Bulk Carriers and Oil Tankers, January 2019 - Part 1 General Hull Requirements - Chapter 6 Hull Local Scantling - Section 6 Primary Supporting Members and Pillars - 3 Primary Supporting Members outside Cargo Hold Region

3 Primary Supporting Members outside Cargo Hold Region

3.1 Application

3.1.1 The requirements of this article apply to primary supporting members, subjected to lateral pressure within the fore part, aft part and machinery space.

3.2 Scantling requirements

3.2.1 Net section modulus

The net section modulus, Zn50 in cm3, of primary supporting members subjected to lateral pressure is not to be taken less than the greatest value for all applicable design load sets defined in Ch 6, Sec 2, [2], given by:

where:

fbdg : Bending moment distribution factor, as given in Table 2.

Cs : Permissible bending stress coefficient for the acceptance criteria set, as given in Table 1.

3.2.2 Net shear area

The net shear area, Ashr-n50 in cm2, of primary supporting members subjected to lateral pressure is not to be taken less than the greatest value for all applicable design load sets defined in Ch 6, Sec 2, [2], given by:

where:

fshr : Shear force distribution factor, as given in Table 2.

Ct : Permissible shear stress coefficient for the acceptance criteria set being considered, as given in Table 1.

Table 1 : Permissible bending and shear stress coefficients for primary supporting members

Acceptance criteria set Structure attached to primary supporting member Cs and Ct
AC-S All boundaries, including decks and flats 0.70
AC-SD All boundaries, including decks and flats 0.85

Table 2 : Bending moment and shear force factors, fbdg and fshr

Load and boundary condition Bending moment and shear force distribution factors (based on load at mid span, where load varies)
Position 1

fbdg1

fshr1

2fbdg2- 3

fbdg3

fshr3

Load model

1

Support

2

Field

3

Support

A

12.0

0.50

24.0

-

12.0

0.50

B

-

0.38

14.2

-

8.0

0.63

C

-

0.50

8.0

-

-

0.50

D

15.0

0.30

23.3

-

10.0

0.70

E

-

0.20

16.8

-

7.5

0.80

F

-

-

-

-

2.0

1.0

Note 1: The bending moment distribution factor, fbdg for the support positions is applicable for a distance of 0.2 from the end of the effective bending span of the primary supporting member.

Note 2: The shear force distribution factor, fshr for the support positions is applicable for a distance of 0.2 from the end of the effective shear span of the primary supporting member.

Note 3: Application of fbdg and fshr:
  • The section modulus requirement within 0.2 from the end of the effective span is to be determined using the applicable fbdg1 and fbdg3, however fbdg is not to be taken greater than 12.
  • The section modulus of mid-span area is to be determined using fbdg = 24, or fbdg2 from the table if lesser.
  • The shear area requirement of end connections within 0.2 from the end of the effective span is to be determined using fshr = 0.5 or the applicable fshr1 or fshr3, whichever is greater.
  • For models A through F, the value of fshr may be gradually reduced outside of 0.2 towards 0.5 fshr at mid-span, where fshr is the greater value of fshr1 and fshr3.

3.3 Advanced calculation methods

3.3.1 Direct analysis

Where complex grillage structures are employed or cross ties are fitted in side shell primary supporting members, the scantlings are to be determined by direct calculation taking into account:
  • The distribution of still water and wave pressure and forces, if any.
  • The number and position of intermediate supports (e.g. decks, girders, etc).
  • The condition of fixity at the ends of the primary supporting members and at intermediate supports.
  • The geometrical characteristics of the primary supporting members on the intermediate spans.

3.3.2 Analysis criteria

The calculated stresses are to comply with the following criteria where the coefficients Ct and Cs, are defined in [3.2]:
  • σ ≤ χ Cs ReH
  • τχ Ct τeH

where:

τ : Shear stress in member, in N/mm2, based on tn50.

σ : Normal stress in member, in N/mm2, based on tn50.


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