connections for ismc150

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DESIGN CHECK FOR CONNECTION PLATE FOR ISMC150: - Check the forces on bracket from STAAD output Forces on brackets : - Bending moments ,for DL+LL at support Design of Vertical plate : - Number of vertical legs per brackets, n Forces & moments on each Plate Vertical shear forces, V1 = Vv/n = 13.5 / 1 Comp/ Tension forces, F1 = Vh/n = 0 / 1 Bending moment induced, M1 = [V1 x eh] = 13.5 x 0.075 = 1.02 x 10^6 / (8 x 300 ^2 / 6) Permissibale bending stress of MS Hence plate is safe in bending = 13.5 x 10^3 / (8 x 300 ) Permisibale shear stress of MS Hence Plate is safe in shear = 0 x 10^3 / (8 x 300 ) Permissibale Compressive stress of MS Hence the plate is safe in compression / tension = 13.5 x 10^3 x 75^2 x (2 x 250 + (250- 75) / ( 6 x 2 x Span/325 Hence the bracket is safe in Deflection CHECK FOR ANCHOR FASTNER (CRACKED) FOR PLATE CONNECTION:- Vertical shear forces, Vv Horizontal shear forces, Vh Width ,B1 Depth ,D1 Thickness, t1 Eccentricity for horizontal load , eh Maximum bending stress,σb= M1 / ZXX =[M1 / (t x d 2 /6)] Maximum shear stress induced ,σs = [ V1 / (t1 x D1) Maximum comp/tension stress induced ,σct = [ F1/( t1 x D1 )] Maximum deflection (cantilever) = V1 x eh^2 x (2B1 + (B1-eh))/

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Page 1: Connections for Ismc150

DESIGN CHECK FOR CONNECTION PLATE FOR ISMC150: -

Check the forces on bracket from STAAD outputForces on brackets : -

= 13.50= 0.00

Bending moments ,for DL+LL at support = 0.000

Design of Vertical plate : -= 250= 300= 8

Number of vertical legs per brackets, n = 1Forces & moments on each Plate

Vertical shear forces, V1 = Vv/n = 13.5 / 1 = 13.500Comp/ Tension forces, F1 = Vh/n = 0 / 1 = 0.000

= 75Bending moment induced, M1 = [V1 x eh] = 13.5 x 0.075 = 1.01

= 8.44 = 1.02 x 10^6 / (8 x 300 ^2 / 6) < Permissibale bending stress of MS = 165Hence plate is safe in bending

= 5.625 = 13.5 x 10^3 / (8 x 300 ) < Permisibale shear stress of MS = 100Hence Plate is safe in shear

= 0.00 = 0 x 10^3 / (8 x 300 ) < Permissibale Compressive stress of MS = 150

Hence the plate is safe in compression / tension= 0.002

= 13.5 x 10^3 x 75^2 x (2 x 250 + (250- 75) / ( 6 x 2 x 10^6) (8x300^ < Span/325 = 0.923

Hence the bracket is safe in Deflection

CHECK FOR ANCHOR FASTNER (CRACKED) FOR PLATE CONNECTION:-

Vertical shear forces, Vv

Horizontal shear forces, Vh

Width ,B1

Depth ,D1

Thickness, t1

Eccentricity for horizontal load , eh

Maximum bending stress,σb= M1 / ZXX =[M1 / (t x d2/6)]

Maximum shear stress induced ,σs = [ V1 / (t1 x D1)

Maximum comp/tension stress induced ,σct = [ F1/( t1 x D1 )]

Maximum deflection (cantilever) = V1 x eh^2 x (2B1 + (B1-eh))/6Esteel x Ixx

Page 2: Connections for Ismc150

Data : (FROM HILTI TECHNICAL MANUAL) Spacing of anchor fastners = 150

Minimum concret edge distance = 75

.HSA CHEMICAL = 16LENGTH = 140FOR .HSA CHEMICAL M 16 X 140mm LONG

Recommended Load Permissibale Load

Pullout Strength (Tensile) 8.5 KN 11.9Shear Strength 17.0 KN 17.4

Type of Supports Nature

PINNED 13.5KN shear 0KN

( Fastner reqd ) shear y =

( Fastner reqd ) pull in z =

Type of Supports

Fixed but release 1.59 0.00Provide fastner 2 2

HENCE PROVIDE 4 Nos .HSA CHEMICAL M16 X 140mm LONG

Design Parameters

Reactions :-

VH in KN VV in KN

Nos of bolts reqd = ( bolts reqd ) pull in x + ( bolts reqd ) shear in y

VH/ shear strength of bolt

VV / pull out strength of bolt

Total Nos of fastner :-

Vv Vh

Page 3: Connections for Ismc150

KN FOS 1.2KN FOS 1.2KN - m

mmmmmm

KNKNmmKN-m

mm

mm

N/mm2

N/mm2

N/mm2

N/mm2

N/mm2

N/mm2

Page 4: Connections for Ismc150

mm

mm

mmmm

Permissibale Load

KNKN

Nature

pull