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7/27/2019 Final Pot Ptfe Design Sheet_02.01.13
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Bearing DesignY
General Bearing Composition:
X
Long
Tran
Fixed
Pin B
1.ROB INPUT
24000 mm
14800 m
6.13E+10 mm4
7.66E+10 mm4
2.00E+05 N/mm2
Grade of concrete M 40
Area of steel, As 64120 mm2
Area of concrete, Ac 680000 mm2
6
12
2.Configuration Check of bearings
A1 A2
Girders
B1 B2
C1(Fixed) C2
D1 D2
E1 E2
F1 F2
= Yes
= OK
3.Calculation of longitudinal movement= 24000 mm
= 60 degrees Ref: Clause 922.2 of IRC:83 (Part III)-2002
= 7.50 Mpa
= 64120 mm2
= 680000 mm2
= 2.00E-05 per degree cl 218.4 of IRC-6 & cl304.9.1 of IRC-21
= 1.17E-05 per degree cl 218.4 of IRC-6 & cl304.9.1 of IRC-21
= 0.71
= 21.80 mm
4. Calculation of lateral movement
= 5.449 mm Almost 25% of the longitudinal movement
Lo (Effective Span of ROB)
t (Tmp Variation)
m (Modulus ratio)
As (area of steel)
Ac (area of concrete)
s (Tmp coeffecient of Steel)
c (Tmp coeffecent of concrete)
k = (mAs/Ac) * (1+ct)/(1st)
L = *(c k.s) / (k 1)+ Lot
Transverse movement in lateral dirn
Nomenclature:
No of Girders
No of Bearing Positions
Trans. sliding Free Bearing
E
Free Bearing
Span
Deck Width
I_ for permanent action
I_ for variable action
Fixed Bearing Long. sliding
Fixed Bearing Long. sliding
Free Bearing
Trans. sliding Free Bearing
Trans. sliding
Trans. sliding
Check for Configurtion of Bearings
Pin to be Provided
Longitudinal Girders
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5. Bearing Design Inputs:INPUT CHECK INPUT CHECK INPUT CHECK INPUT CHECK IN
mm 224 OK 224 OK 224 OK 224 OK 2
mm 20 OK 20 OK 20 OK 20 OK 2
mm 40 OK 40 OK 40 OK 40 OK 5
mm 384 384 384 384 4
mm 224 224 224 224 3mm 45 45 45 45 9
mm 394 OK 394 OK 394 OK 394 OK 6
mm 40 OK 40 OK 40 OK 40 OK 8
mm 40 40 40 40 9
mm 35 35 35 35 3
mm 222 222 222 222 3
mm 362 362 362 362 4
mm 8 8 8 8 4
mm 43 43 43 43 7
mm 28 28 28 28 3
mm 8 8 8 8 1
mm 12 12 12 12 1Nos 2 2 2 2
mm 4 4 4 4
mm 10 10 10 10 1
Nos 8 8 8 8 1
mm 20 20 20 20 2
mm NA 224 224 224 N
mm NA 4.5 OK 5 OK 5 OK N
mm NA 28 28 28 N
mm NA 50 50 50 N
mm NA 312 312 312 N
mm NA 350 350 350 N
mm NA 350 350 350 N
mm NA 36 36 36 N
= 35 Mpa Cl 926.2.3.2 of IRC-83(III)
= 40 Mpa Cl 926.2.4.3 of IRC-83(III)
= 340 Mpa Grade-340-570W as per IS-1030
= 190 Mpa
= 286 Mpa
= 250 Mpa
6. Design Outputs: FIXED FREE LONG_SLD TRNS_SLD PINOK OK OK OK NA
OK OK OK OK NA
OK OK OK OK OK
OK OK OK OK OK
OK OK OK OK OK
OK OK OK OK OK
OK OK OK OK OK
OK OK OK OK OK
OK OK OK OK OK
OK OK OK OK OK
NA OK OK OK NA
NA OK OK OK NA
Design Result: OK OK OK OK OK
Sliding Capacity of stainless steel
Check on Piston rotaion gap:
Vertical Face of Piston required cl 926.3.1.3.1 of IRC-83(III)
Check for Thickness of Pot in Bending-Bottom
Check for Thickness of Piston in Bending-Top
Stress into Lugs because of Horizontal Force
Check of Weld connection of stainless steel surface:
Neoprene Pad stress: Ref: Clause 926.2.3 of IRC:83(III)-2002
Rotaion check on pad ( Ref: clause 926.2.3.4 of IRC:83 (Part III)
Concrete stresses at pot base(Ref: clause 926.1.5 IRC:83 (Part III)
Conc. stresses at piston base:(clause 926.1.5 IRC:83 (Part III)
Stresses at Pot Wall cl 926.3.1.1.7 of IRC-83(III)
Pot internal Dia
Piston effective contact area diameter
(consider 1:2 dispersion from spiggot)
No of Lugs
Diameter of Piston
Neoprene Pad Thickness
Pot Base Thickness
Pot base effective dia (consider 1:2
dispersion from elastomer base)
Pot Projection beyond walls
Pot wall Depth >28mm
Pot wall thickness
Piston thickness above spigot
Pot External Dia
FIXED FREE
fy for the mild steel
PTFE size (dia)
Spigott Projection > 30mm
Bolt Dia
No of Bolts per component
Bolt flange thickness
No of sealing rings
Total thickness of ring
Shear strength of Bolt Gr 8.8
Axial Tensile strength, Bolts, Grp 8.8
Thickness of Lugs
Neoprene pad stress
OK
PTFE stress (working)
Steel stress (working) for design
Slide Stainless steel Plate (Thickness)
Slide Stainless steel Plate (Width)
PTFE size (thickness)
Height of Guide Bar
Width of Guide Bar
Length of piston flat
Neoprene Pad Size dia
Slide Stainless steel Plate (Length)
Clearance between top edge of pot wall and
bottom edge of piston
LONG_SLD TRNS_SLD
Vertical face of piston wall for contact with
pot internal wall
OK OK OK OK
OK OK OK
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Loading on Bearings:
per girder (i) Transverse Laoding (x-dirn) (ii) Longitudinal Loading
SF(KN) Force (KN)
= 352.12 Centrifugal Force 420.64 Breaking Force
= 320.09 251.85 Wind Force= 425.14 Seismic load 1982.75 Seismic Load
= 38.39 Hx_Non seismic 420.64 Hy_Nonsiesmic
Primary Loading (Total ) = 1135.74 Hx_Seismic/wind 918.61 Hy_siesmic/wind
= 67.661565.51
= 64.82
= 26.97
= 14.69
Summary
420.64
918.61
1135.74
1058.97
1222.84 Vvh
971.87
1220.86
973.85
A. Vertical Loading(Ref: Design sheet "Final
Stresses" for item 1,2,3,4 & "Other Loads"
for item 5(a,b),6
B. Horizontal Loading (Ref:Design
sheet "X-Frame Des"), on
complete deck
Ref: Design sheet: (Re
Sheet " Shear_Connec
on full deck
Dead Load reaction
H_Non seismic (KN)
Non seismic Case(DL+SIDL+LL) + CFv
(DL+SIDL+LL) -CFv
Seismic/ wind Case
(DL+SIDL+LL)+ CFv + (Vv+ 0.3*Vvh
)
Seismic
Load,
Vertical
Load due to vertical
Force
Load on Each
Pin/Metallic Guide
Load due to horizontal
Force
Superimposed Load reaction Wind loadLive Load
Centrifigal Load
H_Seismic (KN)
2. Vertical Loading_ on a Bearing (KN)
Wind
Load,
Vertical
Load due to vertical
ForceLoad due to horizontal
Force
1. Horizontal loading_Total (KN)
= Vertical Load due to effect of Hor
Horizontal/Seismic horizontal)
(DL+SIDL+LL) -CFv - (Vv + 0.3*Vvh)
(DL+SIDL+LL)+ CFv + (0.3*Vv+ Vvh)
(DL+SIDL+LL) - CFv - (0.3*Vv + Vvh
)
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Case1: Non Seismic Case ( (DL+SIDL+LL) + CFv )
V HX HY H/V Design Load V HX
A1 1135.74 0.00 39.23 3% 113.57425 A2 1135.74 0.00
B1 1135.74 0.00 39.23 3% 113.57425 B2 1135.74 0.00
C1(Fixed) 1135.74 105.16 39.23 10% 113.57425 C2 1135.74 105.1
D1 1135.74 105.16 39.23 10% 113.57425 D2 1135.74 105.1
E1 1135.74 0.00 39.23 3% 113.57425 E2 1135.74 0.00
F1 1135.74 0.00 39.23 3% 113.57425 F2 1135.74 0.00
V 1135.74 V 1135.74 V 1135.74 V 1135.74
Hx 106.41 Hx 0.00 Hx 113.57 Hx 0.00
Hy 39.69 Hy 0.00 Hy 0.00 Hy 113.57
Case2: Non Seismic Case ( (DL+SIDL+LL) -CFv )
6
12
V HX HY H/V Design Load V HX
A1 1058.97 0.00 39.23 4% 105.89695 A2 1058.97 0.00
B1 1058.97 0.00 39.23 4% 105.89695 B2 1058.97 0.00C1(Fixed) 1058.97 105.16 39.23 11% OK C2 1058.97 105.1
D1 1058.97 105.16 39.23 11% OK D2 1058.97 105.1
E1 1058.97 0.00 39.23 4% 105.89695 E2 1058.97 0.00
F1 1058.97 0.00 39.23 4% 105.89695 F2 1058.97 0.00
V 1058.97 V 1058.97 V 1058.97 V 1058.97
Hx 105.16 Hx 0.00 Hx 105.90 Hx 0.00
Hy 39.23 Hy 0.00 Hy 0.00 Hy 105.90
Case3: Seismic Case- (( (DL+SIDL+LL)+ CFv + (Vv+ 0.3*Vvh ) ) + 0.3*Hx + 0.3*Hy)
6
12
V HX HY H/V Design Load V HX
A1 1222.84 0.00 41.51 3% 122.28449 A2 1222.84 0.00
B1 1222.84 0.00 41.51 3% 122.28449 B2 1222.84 0.00
C1(Fixed) 1222.84 68.90 41.51 7% 122.28449 C2 1222.84 68.90
D1 1222.84 68.90 41.51 7% 122.28449 D2 1222.84 68.90
E1 1222.84 0.00 41.51 3% 122.28449 E2 1222.84 0.00
F1 1222.84 0.00 41.51 3% 122.28449 F2 1222.84 0.00
V 1222.84 V 1222.84 V 1222.84 V 1222.84
Hx 104.74 Hx 0.00 Hx 122.28 Hx 0.00
Hy 63.11 Hy 0.00 Hy 0.00 Hy 122.28
Case4: Seismic Case- (( (DL+SIDL+LL) -CFv - (Vv + 0.3*Vvh) ) + 0.3*Hx + 0.3*Hy)
6
12
V HX
HY
H/V Design Load V HX
A1 971.87 0.00 41.51 4% 97.186705 A2 971.87 0.00
B1 971.87 0.00 41.51 4% 97.186705 B2 971.87 0.00
C1(Fixed) 971.87 68.90 41.51 8% 97.186705 C2 971.87 68.90
D1 971.87 68.90 41.51 8% 97.186705 D2 971.87 68.90
E1 971.87 0.00 41.51 4% 97.186705 E2 971.87 0.00
F1 971.87 0.00 41.51 4% 97.186705 F2 971.87 0.00
V 971.87 V 971.87 V 971.87 V 971.87
Hx 83.25 Hx 0.00 Hx 97.19 Hx 0.00
Hy 50.15 Hy 0.00 Hy 0.00 Hy 97.19
Free Bearing
Free Bearing Long. sliding Trans. sliding
Long. sliding Trans. sliding
Trans. sliding Free Bearing
Fixed Bearing Long. sliding
Fixed Bearing Long. sliding
Design of Bearing Fixed Bearing
Ist End of Girder II nd End of Girder
Trans. sliding Free Bearing
Design Load
No of Girders
No of Bearing Positions
Ist End of Girder II nd End of Girder
Trans. sliding Free Bearing
Trans. sliding Free Bearing
Trans. sliding Free Bearing
Design of Bearing Fixed Bearing
Trans. sliding Free Bearing
Trans. sliding Free Bearing
Design of Bearing Fixed Bearing
Trans. sliding Free BearingFixed Bearing Long. sliding
Fixed Bearing Long. sliding
Free Bearing Long. sliding Trans. sliding
Trans. sliding Free Bearing
Fixed Bearing Long. sliding
Fixed Bearing Long. sliding
Design Load
No of Girders
No of Bearing Positions
Ist End of Girder II nd End of Girder
Trans. sliding Free Bearing
Design Load
No of Girders
No of Bearing Positions
Ist End of Girder II nd End of Girder
Trans. sliding Free Bearing
Trans. sliding Free Bearing
Trans. sliding Free Bearing
Design of Bearing Fixed Bearing Free Bearing Long. sliding Trans. sliding
Trans. sliding Free Bearing
Trans. sliding Free Bearing
Design of Bearing Fixed Bearing
Trans. sliding Free Bearing
Fixed Bearing Long. sliding
Fixed Bearing Long. sliding
Free Bearing Long. sliding Trans. sliding
Design Load
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Case5: Seismic Case- (( (DL+SIDL+LL)+ CFv + (0.3*Vv+ Vvh) ) + Hx + 0.3*Hy)
6
12
V HX HY H/V Design Load V HX
A1 1220.86 0.00 41.51 3% 122.08583 A2 1220.86 0.00
B1 1220.86 0.00 41.51 3% 122.08583 B2 1220.86 0.00
C1(Fixed) 1220.86 229.65 41.51 19% OK C2 1220.86 229.65
D1 1220.86 229.65 41.51 19% OK D2 1220.86 229.65
E1 1220.86 0.00 41.51 3% 122.08583 E2 1220.86 0.00
F1 1220.86 0.00 41.51 3% 122.08583 F2 1220.86 0.00
V 1220.86 V 1220.86 V 1220.86 V 1220.86
Hx 229.65 Hx 0.00 Hx 229.65 Hx 0.00
Hy 41.51 Hy 0.00 Hy 0.00 Hy 122.09
Case6: Seismic Case- (( (DL+SIDL+LL) - CFv - (0.3*Vv + Vvh )) + Hx + 0.3*Hy)
6
12
V HX HY H/V Design Load V HX
A1 973.85 0.00 41.51 4% 97.385361 A2 973.85 0.00
B1 973.85 0.00 41.51 4% 97.385361 B2 973.85 0.00C1(Fixed) 973.85 229.65 41.51 24% OK C2 973.85 229.65
D1 973.85 229.65 41.51 24% OK D2 973.85 229.65
E1 973.85 0.00 41.51 4% 97.385361 E2 973.85 0.00
F1 973.85 0.00 41.51 4% 97.385361 F2 973.85 0.00
V 973.85 V 973.85 V 973.85 V 973.85
Hx 229.65 Hx 0.00 Hx 229.65 Hx 0.00
Hy 41.51 Hy 0.00 Hy 0.00 Hy 97.39
Summary of Design Loads on Various Type of Bearings
V (KN)
Hx (KN)
Hy (KN)
Trans. sliding Free Bearing
Fixed Bearing Long. sliding
Fixed Bearing Long. sliding
No of Girders
No of Bearing Positions
Ist End of Girder II nd End of Girder
Trans. sliding Free Bearing
Design Load
No of Girders
No of Bearing Positions
Ist End of Girder II nd End of Girder
Trans. sliding Free Bearing
Trans. sliding Free Bearing
Trans. sliding Free Bearing
Design of Bearing Fixed Bearing Free Bearing Long. sliding Trans. sliding
Trans. sliding Free Bearing
Trans. sliding Free Bearing
Design of Bearing Fixed Bearing
Trans. sliding Free BearingFixed Bearing Long. sliding
Fixed Bearing Long. sliding
Free Bearing Long. sliding Trans. sliding
Case6: Seismic Case
(( (DL+SIDL+LL) - CFv(0.3*Vv + Vvh )) + H
+ 0.3*Hy)
1135.74 1058.97 1222.84 971.87 1220.86 973.85
Design Load
Case1: Non Seismic
Case ( (DL+SIDL+LL) +
CFv )
Case2: Non Seismic Case( (DL+SIDL+LL) -CFv )
Case3: Seismic Case- ((
(DL+SIDL+LL)+ CFv +(Vv+ 0.3*Vvh ) ) +
0.3*Hx + 0.3*Hy)
Case4: Seismic Case- ((
(DL+SIDL+LL) -CFv - (Vv+ 0.3*Vvh) ) + 0.3*Hx
+ 0.3*Hy)
Case5: Seismic Case-
(( (DL+SIDL+LL)+ CFv +(0.3*Vv+ Vvh) ) + Hx +
0.3*Hy)
Forces on Fixed Bearing
39.69 39.23 63.11 50.15 41.51 41.51
106.41 105.16 104.74 83.25 229.65 229.65
Forces on Free Bearing
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V (KN)
Hx (KN)
Hy (KN)
V (KN)
Hx (KN)
Hy (KN)
V (KN)
Hx (KN)
Hy (KN)
Summary:
Fixed
Bearing
Max Value
non
seismic
Min Value
non
seismic
Max Value
seismic
Min Value
seismic
long_Slidin
g Bearing
Max Value
non
seismic
Min Value
non
seismic
Max Value
seismic
Min Value
seismic
V (KN) 1135.7 1059.0 1222.8 971.9 V (KN) 1135.7 1059.0 1222.8 971.9
Hx (KN) 106.4 105.2 229.7 83.2 Hx (KN) 113.6 105.9 229.7 97.2Hy (KN) 39.7 39.2 63.1 41.5 Hy (KN) 90.9 84.7 73.4 77.7
H_rsltnt 113.6 112.2 238.2 93.0 H_rsltnt 145.4 135.6 241.1 124.5
Free
Bearing
Max Value
non
seismic
Min Value
non
seismic
Max Value
seismic
Min Value
seismic
trns_slidin
g Bearing
Max Value
non
seismic
Min Value
non
seismic
Max Value
seismic
Min Value
seismic
V (KN) 1135.7 1059.0 1222.8 971.9 V (KN) 1135.7 1059.0 1222.8 971.9
Hx (KN) 90.9 84.7 73.4 73.4 Hx (KN) 90.9 84.7 73.4 77.7
Hy (KN) 90.9 84.7 73.4 73.4 Hy (KN) 113.6 105.9 122.3 97.2
H_rsltnt 128.5 119.8 103.8 103.8 H_rsltnt 145.4 135.6 142.6 124.5
Case1: Non Seismic
Case ( (DL+SIDL+LL) +
CFv )
Case2: Non Seismic Case
( (DL+SIDL+LL) -CFv )
Case3: Seismic Case- ((
(DL+SIDL+LL)+ CFv +
(Vv+ 0.3*Vvh ) ) +
0.3*Hx + 0.3*Hy)
Case4: Seismic Case- ((
(DL+SIDL+LL) -CFv - (Vv
+ 0.3*Vvh) ) + 0.3*Hx
+ 0.3*Hy)
Case5: Seismic Case-
(( (DL+SIDL+LL)+ CFv +
(0.3*Vv+ Vvh) ) + Hx +
0.3*Hy)
Case6: Seismic Case
(( (DL+SIDL+LL) - CFv
(0.3*Vv + Vvh )) + H
+ 0.3*Hy)
1135.74 1058.97 1222.84 971.87 1220.86 973.85
0.00 0.00 0.00 0.00 0.00 0.00
0.00 0.00 0.00 0.00 0.00 0.00
Forces on Long Sliding Bearing
Case1: Non Seismic
Case ( (DL+SIDL+LL) +
CFv )
Case2: Non Seismic Case
( (DL+SIDL+LL) -CFv )
Case3: Seismic Case- ((
(DL+SIDL+LL)+ CFv +
(Vv+ 0.3*Vvh ) ) +
0.3*Hx + 0.3*Hy)
Case4: Seismic Case- ((
(DL+SIDL+LL) -CFv - (Vv
+ 0.3*Vvh) ) + 0.3*Hx
+ 0.3*Hy)
Case5: Seismic Case-
(( (DL+SIDL+LL)+ CFv +
(0.3*Vv+ Vvh) ) + Hx +
0.3*Hy)
Case6: Seismic Case
(( (DL+SIDL+LL) - CFv
(0.3*Vv + Vvh )) + H
+ 0.3*Hy)
1135.74 1058.97 1222.84 971.87 1220.86 973.85
113.57 105.90 122.28 97.19 229.65 229.65
0.00 0.00 0.00 0.00 0.00 0.00
Forces on Transverse Sliding Bearing
Case1: Non SeismicCase ( (DL+SIDL+LL) +
CFv )
Case2: Non Seismic Case
( (DL+SIDL+LL) -CFv )
Case3: Seismic Case- ((
(DL+SIDL+LL)+ CFv +
(Vv+ 0.3*Vvh ) ) +
0.3*Hx + 0.3*Hy)
Case4: Seismic Case- ((
(DL+SIDL+LL) -CFv - (Vv
+ 0.3*Vvh) ) + 0.3*Hx
+ 0.3*Hy)
Case5: Seismic Case-
(( (DL+SIDL+LL)+ CFv +
(0.3*Vv+ Vvh) ) + Hx +
0.3*Hy)
Case6: Seismic Case
(( (DL+SIDL+LL) - CFv
(0.3*Vv + Vvh )) + H
+ 0.3*Hy)
1135.74 1058.97 1222.84 971.87 1220.86 973.85
0.00 0.00 0.00 0.00 0.00 0.00
113.57 105.90 122.28 97.19 122.09 97.39
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DESIGN OF FIXED BEARING :
40 40
40
40
a. Design Inputs:
= 224 mm
= 20 mm OK Ref : Cl 926.2.3.6 of IRC83(III)
= 40 mm
= 384 mmCl 926.3.1.1.6.1 of IRC83(III)
= 224 mm
= 40 mm= 40 mm
= 35 mm
=362
mm
= 43 mm
= 28 mm
= 8 mm
= 12 mm
= 2 Nos 10 43
= 4 mm
= 10 mm8 mm
40 20
= 8 mm
= 250
= 35 Mpa Cl 926.2.3.2 of IRC-83(III)
= 40 Mpa Cl 926.2.4.3 of IRC-83(III)
= 340 Mpa Grade-340-570W as per IS-1030
Design of Fixed Bearing
= 0.0 mm
= 0.0 mm
= 0.00566 Radians
= 0.00342 Radians Cl 926.1.6 of IRC-83(III)
= 0.00224 Radians Cl 926.1.6 of IRC-83(III)
C. Calculation for permissible stresses in pedestal concrete & bottom flange:
= M 40
= 10 As per cl 926.2.1.1 of IRC-83(III)
The projection of the adjacent structure beyond the loaded area shall NOT be less than 150mm
Bottom:
= 224 mm
= 39408.138 mm2
= 304 mm Cl 926.2.1.1 of IRC-83(III)
= 72583.357 mm2
= 13.57 Mpa
Top:
= 187.5 Mpa
Neoprene Pad Size dia
Neoprene Pad Thickness
Pot Base Thickness
Pot base effective dia (consider 1:2
dispersion from elastomer base)
Spigott Projection > 30mm
Bolt Dia
No of Bolts per component
Bolt flange thickness
No of sealing rings
Total thickness of ring
Pot Internal Dia
Pot wall Depth >28mmPot wall thickness
Piston thickness above spigot
Piston effective contact area diameter
(consider 1:2 dispersion from spiggot)
Clearance between top edge of pot wall and
bottom edge of piston
Vertical face of piston wall for contact with
pot internal wall < 20 mmfy for the mild steel
Longitudinal movement
Transverse movement
Rotation (total)
Rotation (Permanent actions) WL2/(24EI)
Rotation (Variable actions) WL2/(24EI)
Neoprene pad stress
Dia after dispersion(1:2)
Dispersion Area A1
Permissible concrete stress
=0.25fck (A1/A2)
PTFE stress (working)
Steel stress (working) for design
Grade of concrete for Pedestal
Permissible direct compressive Stress in
concrete= 0.25* fck
Dia of loaded area
Loaded Area A2
Permissible bearing stress in
bottom flange (= 0.75*fy)
Dispersion of 1(V) :2(H)
Fig 5 of IRC 83(iii)
Pot Depth
Pot Wall thck
Pedestal
Bearing
Pot
Neoprene pad
Spigot projection
pad thk
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d. Neoprene Pad stress: Ref: Clause 926.2.3 of IRC:83(III)-2002
Max Min max Min
= 28.83 26.89 31.05 24.67
= 35.00 35.00 35.00 35.00
= 5.00 5.00 5.00 5.00 Ref : clause 926.2.3.3 of IRC:83(Part -III)
OK OK OK OK OK
Rotaion check on pad ( Ref: clause 926.2.3.4 of IRC:83 (Part III)
= 0.0057 Radians
= 0.63 mm
= 16.00 mm
Check OK
Concentrated stresses at pot base (at concrete pedastal):
Max Min max Min
= 9.81 9.14 10.56 8.39
= 13.57 13.57 16.96 16.96 cl 926.2.1.4 of IRC-83(III)
= 0.72 0.67 0.62 0.49 OK
Maximum Permissible Average
stress (Mpa)
Ref : clause 926.2.3.2 and clause 926.2.3.5 of
IRC:83(Part -III)
Minimum Permissible Average
stress (Mpa)
Rotaiton of pad
Deforamtion of pad due to
rotation
he,eff (as per Figure)
Non-Seismic Seismic
Actual Stress (Mpa)
i)
Direct Bearing Stress due to Vertical Load (Mpa)
Direct Bearing Stress
Permissible stress (Mpa)
Actual : PermissibleIncrease by 25% when wi
earthquake taken into acc
As per Clause 926.1.5: For design of bearings or part thereof and the adjacent structures the resultant of the coexisting moments
prodeiced due to design horizontal force and that induced due to resistance to rotation shall be considered.
Non-Seismic Seismic
he,effhe
< he,eff * 0.15
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= 64.00 64.00 64.00 64.00
= 1.31 1.29 2.74 1.07
iii)
= 224.00 224.00 224.00 224.00
= 20.00 20.00 20.00 20.00
= 11.20 11.20 11.20 11.20
= 1.64 1.64 1.64 1.64
= 0.0034 0.0034 0.0034 0.0034
= 39.93 39.93 39.93 39.93
= 0.0022 0.0022 0.0022 0.0022
= 1.07 1.07 1.07 1.07
Ref: Cl 926.1.5.2 of IRC-83(III)
= 112.00 112.00 112.00 112.00
= 113.57 112.24 238.17 93.02
= 2.54 2.51 5.33 2.08
iii-3) = 3.61 3.58 6.40 3.15
iii-4) = 0.65 0.64 1.15 0.57
= 1.96 1.94 3.89 1.64
= 13.20 13.20 16.50 16.50 Ref: Cl 926.2.1.2 & Cl 926.2.1.4 of IRC-83(III)
= 0.15 0.15 0.24 0.10 OK
= 11.76 11.08 14.45 10.03
= 13.57 13.57 16.96 16.96 cl 926.2.1 & cl 926.2.1.4 of IRC-83(III)
= 0.87 0.82 0.85 0.59 OK
= Ref: Cl 926.2.1.3 of IRC-83(III)
= 0.87 0.82 0.86 0.59 OK OK
Concentrated stresses at piston base : Ref: Cl 926.1.5 of IRC-83(III)
Max Min max Min
= 110.35 102.89 118.81 94.43
= 187.50 187.50 187.50 187.50 Cl 926.2.2.4 & cl 926.2.2.6 of IRC-83(I II )
= 0.59 0.55 0.63 0.50 OK
= 74.00 74.00 74.00 74.00
= 1.80 1.78 3.78 1.48
iii)
Ref: Cl 926.1.5.1 of IRC-83(III)
= 224.00 224.00 224.00 224.00
= 20.00 20.00 20.00 20.00
= 11.20 11.20 11.20 11.20
= 1.64 1.64 1.64 1.64
= 0.003 0.003 0.003 0.003
= 39.933 39.933 39.933 39.933
= 0.002 0.002 0.002 0.002
= 1.07 1.07 1.07 1.07
Ref: Cl 926.1.5.2 of IRC-83(III)
= 112.00 112.00 112.00 112.00
= 113.57 112.24 238.17 93.02
= 2.54 2.51 5.33 2.08
iii-3) = 3.61 3.58 6.40 3.15
ii)
Flexural Stress due to active Moment resulting from acting Horizontal Forces
eccentricity (mm), From the
bottom of bearing
Flexural Stress (Mpa)
Flexural Stress due to induced Moment resulting from resistance to rotation due to the
effect of tilting stiffness of elastomeric pressure pad
iii-1)
Me.d = di3
* (k1.p k2.v) Ref: Cl 926.1.5.1 of IRC-83(III)
di (dia of elastomeric pad, mm)
he (thickness of confined
elastomeric pressure pad,mm)
Horizontal force acts at the
center line of bearing
H (KN)
MR.d (KN-m)
di/he
k1
p (radians)
k2
v (radians)
Me.d (KN-m)
Total induced moment
= Me,d + MR,d (KN-m)
Stress (Mpa)
iii-5)
Total flexural Stress (Mpa)
Permissible stress (Mpa)
Actual : Permissible
iii-2)
MR.d = 0.2*C*H
C (mm), Perpendicular distance
from the point of action of
horizontal force on cylinde wall
to the axis of rotation
Non-Siesmic Siesmic
i
Direct Bearing Stress due to Vertical Load (Mpa)
Direct Bearing Stress due to
Vertical Load (Mpa)
Permissible Stress (Mpa)
Actual:Permissible
iii-6)
Total Stress (Mpa)
Permissible stress (Mpa)
Actual : Permissible
iv)Coexisting Direct & Flexural
Stress Ratio > 1
ii)
Flexural Stress due to active Moment resulting from acting horizontal forces
eccentricity (mm)
Stress (Mpa)
Stress due to induced moment from resistance to rotation
iii-1)
Me.d = di3
* (k1.p k2.v)
di (dia of elastomer pad, mm)
he (thickness of confined
elastomeric pressure pad in mm)
di/he
Total induced moment = Me.d +
MR.d (KN-m)
k1
p (radians)
k2
v (radians)
Me.d (KN-m)
iii-2)
MR.d = 0.2*C*H
C (mm)
H (KN)
MR.d (KN-m)
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iii-4) = 0.78 0.77 1.37 0.68
= 2.58 2.55 5.16 2.15
= 165.00 165.00 165.00 224.40 Cl 926.2.2.2 & cl 926.2.2.6 of IRC-83(III)
= 0.02 0.02 0.03 0.01 OK
= 112.93 105.44 123.97 96.58
= 187.50 187.50 187.50 187.50 Cl 926.2.2.4 & cl 926.2.2.6 of IRC-83(III)
= 0.60 0.56 0.66 0.52 OK
Cl 926.2.2.5 of IRC-83(III)
191.15 178.23 205.85 163.57
225.00 225.00 225.00 225.00 Cl 926.2.2.5 of IRC-83(III)
0.850 0.792 0.915 0.727 OK OK
Stresses at Pot Wall cl 926.3.1.1.7 of IRC-83(III)
Max Min max Min
i) 129.18 120.45 139.09 110.54 Cl 926.3.1.1.7.1 (i) of IRC-83(III)
ii) 40.37 37.64 43.46 34.54 Cl 926.3.1.1.7.1 (ii) of IRC-83(III)
iii)-a 113.57 112.24 238.17 93.02
iii)-b35.49 35.07 74.43 29.07
iv) 75.86 72.71 117.89 63.61
v) 204.00 204.00 204.00 204.00 Cl 926.2.2 of IRC-83(III)
vi) 0.37 0.36 0.58 0.31 OK
i) 14.42 13.44 15.52 12.34
ii) 19.01 18.79 39.87 15.57
33.43 32.23 55.39 27.91
153.00 153.00 153.00 153.00 Cl 926.2.2.3 of IRC-83(III)
0.22 0.21 0.36 0.18 OK
i) 21.63 20.16 23.28 18.51
ii) 68.45 67.64 143.54 56.06
90.07 87.81 166.82 74.57
224.40 224.40 224.40 224.40 Cl 926.2.2.2 of IRC-83(III)
0.40 0.39 0.74 0.33 OK
107.08 104.05 192.45 88.87306 306 306 306 Cl 926.2.2.5 of IRC-83(III)
0.35 0.34 0.63 0.29 OK OK
Check for Thickness of Pot in Bending-Bottom
Max Min max Min
i) 1135.74 1058.97 1222.84 971.87
ii) 384.00 384.00 384.00 384.00
iii)1.16E+05 1.16E+05 1.16E+05 1.16E+05
iv) 9.81 9.15 10.56 8.40
v) 224.00 224.00 224.00 224.00
vi) 80.00 80.00 80.00 80.00
vii) 31397.69 29275.30 33805.65 26867.34
viii)28.97 27.98 30.06 26.80
stress = BM*6/(b*d2)=0.66*
ix) 40.00 40.00 40.00 40.00
OK OK OK OK OK
Stress (Mpa)
iii-5)
Total flexural Stress (Mpa)
Permissible stress (0.66fy) (Mpa)
Actual : Permissible
Actual:Permissible
Non-Siesmic Siesmic
Check of Hoop Tensile stress
Force from pad (KN per I section of ring)
Pressure from Pad (P1) (Mpa)
iii-6)
Total Stress (Mpa)
Permissible Stress (Mpa)
Actual : Permissible
iv)
Coexisting Direct & Flexural Stress Check
Combined Stresses (Mpa)
Permissible stress (0.9fy) (Mpa)
Fluid Pressure (P1) Mpa
Horizontal Force (P2) Mpa
Total Shear Stress P = P1 + P2 (Mpa)
Permissible Stress (0.45fy)
Actual : Permissible
Bending Stress at cylinder & base interface considering 1mm slice
Total horizontal force into wall (KN)
Total horizontal stress into wall due to
horizontal force (P2) (Mpa)
Total P = P1 + P2 (Mpa)
Permissible stress (0.6fy) (Mpa)Actual:Permissible
Shear stress at cylinder & base interface considering 1mm slice
Fluid Pressure (P1) Mpa
Horizontal Force (P2) Mpa
Total Bending Stress (Mpa) P1 + P2
Permissible Stress (0.66fy)
Actual : Permissible
iii) Combined Stress (Mpa)Permissible Stress (0.9fy) Mpa
Actual : Permissible
Non-Siesmic Siesmic
Max Vertical Load (KN)
Pot Base effective Contact Dia (mm)
Effective area of the Plate in contact to
concrete (mm2)
Stress on Plate (N/mm2)
Dia of loaded area (mm)
Projection of pot (mm)
Bending Moment at Top (N-mm)
Thickness of top plate required to cater tothis BM (mm)
Provided thickness (mm)
Pot
Neoprene pad
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Check for Thickness of Piston in Bending-Top
Max Min max Min
i) 1135.74 1058.97 1222.84 971.87
ii) 362.00 362.00 362.00 362.00
iii)1.03E+05 1.03E+05 1.03E+05 1.03E+05
iv) 11.04 10.29 11.89 9.45
v) 224.00 224.00 224.00 224.00
vi) 69.00 69.00 69.00 69.00
vii) 2.63E+04 2.45E+04 2.83E+04 2.25E+04
viii)26.51 25.60 27.51 24.52
ix) 35.00 35.00 35.00 35.00
OK OK OK OK OK
Miscellaneous Design Checks:
Rotation Capacity cl 926.2.3 of IRC-83(III)
i)
16.00 mm
2.40 mm
ii) Cl 926.2.3.4 of IRC-83(III)
0.02 radians >= 0.0057 radians
OK
Check on Piston rotaion gap: Ref: Clause 926.3.1.4 of IRC:83 (Part III)-2002
10.00 mm
0.0057 radians
9.14 mm
OK
Diameter & Thickness checks cl 926.2.3.6 of IRC-83(III)
ii) 20.00 mm > 16 mm
OK cl 926.2.3.6 of IRC-83(III)iii) 224.00 mm > 180 mm
OK cl 926.2.3.6 of IRC-83(III)
SiesmicNon-Siesmic
gap after rotation
Check compression at edge of neoprene pad 15% of T1
Projection of piston (mm)
T1 = thickness of pad less seal rings thickness
Rotation (Radius)
Clearance between top edge of pot wall and
bottom edge of piston
Rotaion
Thickness of pad
Dia of pad
Provided thickness (mm)
Bending Moment at Top (N-mm)
Thickness of top plate required to cater to
this BM (mm)
Max Vertical Load (KN)
Effective Dia of Piston (mm)
Effective area of the Top Plate in contact to
steel/concrete (mm2)
Stress at Top Plate (N/mm)
Dia of loaded area (mm)
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Vertical Face of Piston required cl 926.3.1.3.1 of IRC-83(III)
i) 4.09 mm
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Stress into Lugs because of Horizontal Force
Max Min max Min
i) 113.57 112.24 238.17 93.02
ii) 84.00 84.00 84.00 84.00
iii) 20.00 20.00 20.00 20.00
iv) 1680.00 1680.00 1680.00 1680.00
v) 8.00 8.00 8.00 8.00
vi) 14.20 14.03 29.77 11.63vii) 8.45 8.35 17.72 6.92
viii) 153.00 153.00 153.00 153.00
ix) 0.06 0.05 0.12 0.05 OK
Non-Siesmic Siesmic
Actual : Permissible
Total horizontal force on bearing (KN)
Effective length of lug taking shear (mm)
Thickness of lug (mm)
Total cross sectional area of each lug (mm2)
No. of lugs in each bearing
Horizontal force on each lug (KN)Stress on lug due to Horz. Force (Mpa)
Permissible Stress (0.45fy)
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BEARING DESIGN :
40 40
40
40
a. Design Inputs:
= 224 mm
= 20 mm OK Ref : Cl 926.2.3.6 of IRC83(III)
= 40 mm
=384
mmCl 926.3.1.1.6.1 of IRC83(III)
= 224 mm
= 40 mm
= 40 mm
= 35 mm
=362
mm
= 43 mm
= 28 mm
= 8 mm
= 12 mm
= 2 Nos 10 43
= 4 mm
= 10 mm8 mm
40 20
= 8 mm
= 224 mm = 4.5 mm Thk>=4.5 mm Ref: Table 4 of IRC:83 (Part-III)-2002
= 28 mm
= 50 mm
= 312 mm
= 350 mm OK
= 350 mm OK
= 36 mm
= 35 Mpa Cl 926.2.3.2 of IRC-83(III)
= 40 Mpa Cl 926.2.4.3 of IRC-83(III)
= 340 Mpa Grade-340-570W as per IS-1030
= 250 Mpa
b. Design Requirements
= 21.798 mm= 5.449411 mm
= 0.00566 Radians
= 0.00342 Radians Cl 926.1.6 of IRC-83(III)
= 0.00224 Radians Cl 926.1.6 of IRC-83(III)
C. Calculation for permissible stresses in pedestal concrete & bottom flange:
= M 40
= 10 As per cl 926.2.1.1 of IRC-83(III)
The projection of the adjacent structure beyond the loaded area shall NOT be less than 150mm
Bottom:
= 224 mm
= 39408.138 mm2
= 304 mm Cl 926.2.1.1 of IRC-83(III)
= 72583.357 mm2
Neoprene Pad Size dia
Neoprene Pad Thickness
Pot Base Thickness
Pot base effective dia (consider 1:2
dispersion from elastomer base)
Spigott Projection > 30mm
Bolt Dia
No of Bolts per component
Bolt flange thickness
No of sealing rings
Total thickness of ring
Neoprene pad stress
Pot Internal Dia
Pot wall Depth >28mm
Pot wall thickness
Piston thickness above spigot
Piston effective contact area diameter
(consider 1:2 dispersion from spiggot)
Slide Stainless steel Plate (Thickness)
PTFE size (thickness)
Height of Guide Bar
Width of Guide Bar
Length of piston flat
Slide Stainless steel Plate (Length)
Slide Stainless steel Plate (Width)
Clearance between top edge of pot wall and
bottom edge of piston
Vertical face of piston wall
fy for the mild steel
PTFE size (dia)
PTFE stress (working)
Steel stress (working) for design
Grade of concrete for Pedestal
Permissible direct compressive Stress in
concrete= 0.25* fck
Dia of loaded area
Loaded Area A2
Transverse movement
Rotation (total)
Rotation (Permanent actions) WL2/(24EI)
Rotation (Variable actions) WL2/(24EI)
Dia after dispersion(1:2)
Dispersion Area A1
Longitudinal movement
Dispersion of 1(V) :2(H)
Fig 5 of IRC 83(iii)
Pot Depth
Pot Wall thck
Pedestal
Bearing
Pot
Neoprene pad
Spigot projection
pad thk
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d. Neoprene Pad stress: Ref: Clause 926.2.3 of IRC:83(III)-2002
Max Min max Min
= 28.83 26.89 31.05 24.67
= 35.00 35.00 35.00 35.00
= 5.00 5.00 5.00 5.00 Ref : clause 926.2.3.3 of IRC:83(Part -III)
OK OK OK OK OKRotaion check on pad ( Ref: clause 926.2.3.4 of IRC:83 (Part III)
= 0.0057 Radians
= 0.63 mm
= 16.00 mm
Check OK
PTFE stress
28.82 26.87 31.03 24.66
40.00 40.00 40.00 40.00 Ref: Cluse 926.2.4.3 & 926.2.4.4 of IRC-83(III)
0.72 0.67 0.78 0.62 OK
Coeffecient of friction (): Ref: Table 5 of IRC:83 (part-III)-2002
Ref: Clause 926.2.4.2 of IRC:83 (Part-III)-2002
Max Min max Min
= 28.82 26.87 31.03 24.66
= 0.08 0.08 0.06 0.08
Concentrated stresses at pot base:(At concrete pedastal)
Max Min max Min
= 9.81 9.14 10.56 8.39
= 13.57 13.57 16.96 16.96 cl 926.2.1.4 of IRC-83(III)
= 0.72 0.67 0.62 0.49 OK
Ref : clause 926.2.3.2 and clause 926.2.3.5 of
IRC:83(Part -III)
Minimum Permissible Average
stress (Mpa)
Rotaiton of pad
Deforamtion of pad due to
rotation
he,eff (as per Figure)
Non-Seismic Seismic
Actual Stress (Mpa)
Maximum Permissible Average
stress (Mpa)
i)
Direct Bearing Stress due to Vertical Load (Mpa)
Direct Bearing Stress
Permissible stress (Mpa)
Actual : PermissibleIncrease by 25% when wi
earthquake taken into acc
Actual (Mpa)
Permissible (Mpa)
Ratio Actual:Permissible
As per Clause 926.1.5: For design of bearings or part thereof and the adjacent structures the resultant of the coexisting moments
prodeiced due to design horizontal force and that induced due to resistance to rotation shall be considered.
Non-Seismic Seismic
Maximum Design
Coeffecient of friction
5 0.08 0.16
10 0.06 0.12
Non-Siesmic Siesmic
Average Pressure on PTFE (Mpa)
Coeffecient of friction ()
20
Average Pressure on confined
PTFE (Mpa)
Maximum
Coeffecient of friction
0.04 0.08
more than 30 0.03 0.06
he,effhe
< he,eff * 0.15
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= 64.00 64.00 64.00 64.00
= 1.48 1.38 1.19 1.19
iii)
= 224.00 224.00 224.00 224.00
= 20.00 20.00 20.00 20.00
= 11.20 11.20 11.20 11.20
= 1.64 1.64 1.64 1.64
= 0.0034 0.0034 0.0034 0.0034
= 39.93 39.93 39.93 39.93
= 0.0022 0.0022 0.0022 0.0022
= 1.07 1.07 1.07 1.07
Ref: Cl 926.1.5.2 of IRC-83(III)
= 112.00 112.00 112.00 112.00
= 128.49 119.81 103.76 103.76
= 2.88 2.68 2.32 2.32
iii-3) = 3.95 3.75 3.39 3.39
iii-4) = 0.71 0.68 0.61 0.61
= 2.19 2.05 1.80 1.80
= 13.20 13.20 16.50 16.50 Ref: Cl 926.2.1.2 & Cl 926.2.1.4 of IRC-83(III)
= 0.17 0.16 0.11 0.11 OK
= 12.00 11.20 12.36 10.20
= 13.57 13.57 16.96 16.96 cl 926.2.1 & cl 926.2.1.4 of IRC-83(III)
= 0.88 0.83 0.73 0.60 OK
= Ref: Cl 926.2.1.3 of IRC-83(III)
= 0.89 0.83 0.73 0.60 OK OK
Concentrated stresses at piston base: Ref: Cl 926.1.5 of IRC-83(III)
Max Min max Min
= 110.35 102.89 118.81 94.43
= 187.50 187.50 187.50 187.50 Cl 926.2.2.4 & cl 926.2.2.6 of IRC-83(I II )
= 0.59 0.55 0.63 0.50 OK
= 74.00 74.00 74.00 74.00
= 2.04 1.90 1.65 1.65
iii)
Ref: Cl 926.1.5.1 of IRC-83(III)
= 224.00 224.00 224.00 224.00
= 20.00 20.00 20.00 20.00
= 11.20 11.20 11.20 11.20
= 1.64 1.64 1.64 1.64
= 0.003 0.003 0.003 0.003
= 39.933 39.933 39.933 39.933
= 0.002 0.002 0.002 0.002
= 1.07 1.07 1.07 1.07
Ref: Cl 926.1.5.2 of IRC-83(III)
= 112.00 112.00 112.00 112.00
= 128.49 119.81 103.76 103.76
= 2.88 2.68 2.32 2.32
iii-3) = 3.95 3.75 3.39 3.39
ii)
Flexural Stress due to active Moment resulting from acting Horizontal Forces
eccentricity (mm), From the
bottom of bearing
Flexural Stress (Mpa)
Flexural Stress due to induced Moment resulting from resistance to rotation due to the
effect of tilting stiffness of elastomeric pressure pad
iii-1)
Me.d = di3
* (k1.p k2.v) Ref: Cl 926.1.5.1 of IRC-83(III)
di (dia of elastomeric pad, mm)
he (thickness of confined
elastomeric pressure pad,mm)
Horizontal force acts at the
center line of bearing
H (KN)
MR.d (KN-m)
di/he
k1
p (radians)
k2
v (radians)
Me.d (KN-m)
Total induced moment
= Me,d + MR,d (KN-m)
Stress (Mpa)
iii-5)
Total flexural Stress (Mpa)
Permissible stress (Mpa)
Actual : Permissible
iii-2)
MR.d = 0.2*C*H
C (mm), Perpendicular distance
from the point of action of
horizontal force on cylinde wall
to the axis of rotation
Non-Siesmic Siesmic
i
Direct Bearing Stress due to Vertical Load (Mpa)
Direct Bearing Stress due to
Vertical Load (Mpa)
Permissible Stress (Mpa)
Actual:Permissible
iii-6)
Total Stress (Mpa)
Permissible stress (Mpa)
Actual : Permissible
iv)Coexisting Direct & Flexural
Stress Ratio > 1
ii)
Flexural Stress due to active Moment resulting from acting horizontal forces
eccentricity (mm)
Stress (Mpa)
Stress due to induced moment from resistance to rotation
iii-1)
Me.d = di3
* (k1.p k2.v)
di (dia of elastomer pad, mm)
he (thickness of confined
elastomeric pressure pad in mm)
di/he
k1
p (radians)
k2
v (radians)
Me.d (KN-m)
iii-2)
MR.d = 0.2*C*H
C (mm)
H (KN)
MR.d (KN-m)
Total induced moment = Me.d +
MR.d (KN-m)
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iii-4) = 0.85 0.81 0.73 0.73
= 2.89 2.71 2.38 2.38
= 165.00 165.00 165.00 165.00 Cl 926.2.2.2 & cl 926.2.2.6 of IRC-83(III)
= 0.02 0.02 0.01 0.01 OK
= 113.24 105.60 121.19 96.80
= 187.50 187.50 187.50 187.50 Cl 926.2.2.4 & cl 926.2.2.6 of IRC-83(III)
= 0.60 0.56 0.65 0.52 OK
Cl 926.2.2.5 of IRC-83(III)
191.15 178.23 205.80 163.57
225.00 225.00 225.00 225.00 Cl 926.2.2.5 of IRC-83(III)
0.850 0.792 0.915 0.727 OK OK
Stresses at Pot Wall cl 926.3.1.1.7 of IRC-83(III)
Max Min max Min
i) 129.18 120.45 139.09 110.54 Cl 926.3.1.1.7.1 (i) of IRC-83(III)
ii) 40.37 37.64 43.46 34.54 Cl 926.3.1.1.7.1 (ii) of IRC-83(III)
iii)-a 128.49 119.81 103.76 103.76
iii)-b40.15 37.44 32.43 32.43
iv) 80.52 75.08 75.89 66.97
v) 204.00 204.00 204.00 204.00 Cl 926.2.2 of IRC-83(III)
vi) 0.39 0.37 0.37 0.33 OK
i) 14.42 13.44 15.52 12.34
ii) 21.51 20.06 17.37 17.37
35.93 33.50 32.89 29.71
153.00 153.00 153.00 153.00 Cl 926.2.2.3 of IRC-83(III)
0.23 0.22 0.21 0.19 OK
i) 21.63 20.16 23.28 18.51
ii) 77.44 72.21 62.54 62.54
99.07 92.37 85.82 81.04
224.40 224.40 224.40 224.40 Cl 926.2.2.2 of IRC-83(III)
0.44 0.41 0.38 0.36 OK
116.99 109.08 103.01 96.00306 306 306 306 Cl 926.2.2.5 of IRC-83(III)
0.38 0.36 0.34 0.31 OK OK
Check for Thickness of Pot in Bending-Bottom
Max Min max Min
i) 1135.74 1058.97 1222.84 971.87
ii) 384.00 384.00 384.00 384.00
iii)1.16E+05 1.16E+05 1.16E+05 1.16E+05
iv) 9.81 9.15 10.56 8.40
v) 224.00 224.00 224.00 224.00
vi) 80.00 80.00 80.00 80.00
vii) 31397.69 29275.30 33805.65 26867.34
viii)28.97 27.98 30.06 26.80
stress = BM*6/(b*d2)=0.66*
ix) 40.00 40.00 40.00 40.00
OK OK OK OK OK
Actual : Permissible
Actual:Permissible
Non-Siesmic Siesmic
iii-6)
Total Stress (Mpa)
Permissible Stress (Mpa)
Actual : Permissible
Stress (Mpa)
iii-5)
Total flexural Stress (Mpa)
Permissible stress (0.66fy) (Mpa)
Check of Hoop Tensile stress
Force from pad (KN per I section of ring)
Pressure from Pad (P1) (Mpa)
iv)
Coexisting Direct & Flexural Stress Check
Combined Stresses (Mpa)
Permissible stress (0.9fy) (Mpa)
Provided thickness (mm)
Siesmic
Max Vertical Load (KN)
Total horizontal force into wall (KN)
Total horizontal stress into wall due to
horizontal force (P2) (Mpa)
Total P = P1 + P2 (Mpa)
Permissible stress (0.6fy) (Mpa)
Actual:Permissible
Shear stress at cylinder & base interface considering 1mm slice
iii) Combined Stress (Mpa)Permissible Stress (0.9fy) Mpa
Actual : Permissible
Fluid Pressure (P1) Mpa
Horizontal Force (P2) Mpa
Total Shear Stress P = P1 + P2 (Mpa)
Permissible Stress (0.45fy)
Pot Base effective Contact Dia (mm)
Effective area of the Plate in contact to
concrete (mm2)
Stress on Plate (N/mm2)
Dia of loaded area (mm)
Non-Siesmic
Permissible Stress (0.66fy)
Actual : Permissible
Projection of pot (mm)
Bending Moment at Top (N-mm)
Thickness of top plate required to cater tothis BM (mm)
Actual : Permissible
Bending Stress at cylinder & base interface considering 1mm slice
Fluid Pressure (P1) Mpa
Horizontal Force (P2) Mpa
Total Bending Stress (Mpa) P1 + P2
Pot
Neoprene pad
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Check for Thickness of Piston in Bending-Top
Max Min max Min
i) 1135.74 1058.97 1222.84 971.87
ii) 362.00 362.00 362.00 362.00
iii)1.03E+05 1.03E+05 1.03E+05 1.03E+05
iv) 11.04 10.29 11.89 9.45
v) 224.00 224.00 224.00 224.00
vi) 69.00 69.00 69.00 69.00
vii) 2.63E+04 2.45E+04 2.83E+04 2.25E+04
viii)26.51 25.60 27.51 24.52
ix) 35.00 35.00 35.00 35.00
OK OK OK OK OK
Miscellaneous Design Checks:
Rotation Capacity cl 926.2.3 of IRC-83(III)
i)
16.00 mm
2.40 mm
ii) Cl 926.2.3.4 of IRC-83(III)
0.02 radians >= 0.0057 radians
OK
Check on Piston rotaion gap: Ref: Clause 926.3.1.4 of IRC:83 (Part III)-2002
10.00 mm
0.0057 radians
9.14 mm
OK
Diameter & Thickness checks cl 926.2.3.6 of IRC-83(III)ii) 20.00 mm > 16 mm
OK cl 926.2.3.6 of IRC-83(III)
iii) 224.00 mm > 180 mm
OK cl 926.2.3.6 of IRC-83(III)
Siesmic
Projection of piston (mm)
Non-Siesmic
Dia of loaded area (mm)
gap after rotation
Thickness of pad
Dia of pad
Check compression at edge of neoprene pad
Bending Moment at Top (N-mm)
Thickness of top plate required to cater to
this BM (mm)
Provided thickness (mm)
15% of T1
T1 = thickness of pad less seal rings thickness
Rotation (Radius)
Clearance between top edge of pot wall and
bottom edge of piston
Rotaion
Max Vertical Load (KN)
Effective Dia of Piston (mm)
Effective area of the Top Plate in contact to
steel/concrete (mm2)
Stress at Top Plate (N/mm)
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Vertical Face of Piston required cl 926.3.1.3.1 of IRC-83(III)
i) 5.57 mm
31.80 mm OK
iv) = 63.00 mm > 15.45 mm OK
Stress in Guide Bar cl 926.3.5.5 of IRC-83(III)
Max Min max Min
8.24 7.68 6.65 6.65
112.50 112.50 112.50 112.50 cl 926.2.2.3 of IRC-83(III)
0.07 0.07 0.06 0.06 OK
22.50 22.50 22.50 22.50
2891.13 2525.36 5358.75 2092.96
22.24 19.43 41.22 16.10
165.00 165.00 165.00 165.00 cl 926.2.2.2 of IRC-83(III)
0.13 0.12 0.25 0.10 OK
26.42 23.54 42.80 19.80
225.00 225.00 225.00 225.00 cl 926.2.2.5 of IRC-83(III)
0.12 0.10 0.19 0.09 OK
Check of Weld connection of stainless steel surface:
= 128.5 119.8 103.8 110.0
= 110.0 110.0 110.0 110.0 Clause 926.2.6.1 of IRC:83(Part III )-2002
= 1.19 1.11 0.96 1.01
= 36.00 36.00 36.00 36.00
OK OK OK OK OK
Ref: Clause 926.3.1.5 of IRC:83 (Part - III)-2002
Stress into Lugs because of Horizontal Force
Max Min max Min
i) 128.49 119.81 103.76 103.76
ii) 84.00 84.00 84.00 84.00
iii) 20.00 20.00 20.00 20.00
iv) 1680.00 1680.00 1680.00 1680.00
v) 8.00 8.00 8.00 8.00
vi) 16.06 14.98 12.97 12.97
vii) 9.56 8.91 7.72 7.72
viii) 153.00 153.00 153.00 153.00
ix) 0.06 0.06 0.05 0.05 OK
Size of weld with Bottom Flange:
Non-Siesmic
Total horizontal force acting (KN)
ii)
Contribution to resistance by bolts (F1)
No. of bolts used
Bolt Diameter(mm)
Cross Sectional Area of one Bolt (mm2)
Total cross sectional area of bolts (mm2)
Shear strength of Bolt Gr 8.8
Total Shear Force Offered By the Bolts (F1)
Siesmic
i)
Shear Stress (Mpa)
Permissible Stress (0.45fy) (Mpa)
Actual:Permissible
Siesmic
Effective contact Width of pistton and pot
We = 1.3*(Seismic H Load)*1000/((Pot dia -
1.5) * 0.75fy)
iii)
Combined stress at top plate-guide bar
Permissible Stress (0.9fy) (Mpa)
Actual:Permissible
Stress on lug due to Horz. Force (Mpa)
Permissible Stress (0.45fy)
Actual : Permissible
Movement possible in long direction
Movement possible in lateral direction
Non-Siesmic Siesmic
Total horizontal force on bearing (KN)
Effective length of lug taking shear (mm)
Thickness of lug (mm)
Total cross sectional area of each lug (mm2)
No. of lugs in each bearing
Horizontal force on each lug (KN)
Non-Siesmic Siesmic
ii)
Flexural StressEccentricity (mm)
Moment (M) (KN-mm)
Flexural stress = M/(LH2/6) (Mpa)
Permissible Stress (0.66fy) (Mpa)
Actual:Permissible
Non-Siesmic
Thicknes of stainless plate (mm)
i)
Slide Plate dimension used:
Length
Width
Induced horizontal force due to friction(KN)
Permissible stress of weld(Mpa)
Weld size (mm), assuming welding is done in
full periphery
Preset in longitudinal direction
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BEARING DESIGN :
40 40
40
40
a. Design Inputs:
= 224 mm
= 20 mm OK Ref : Cl 926.2.3.6 of IRC83(III)
= 40 mm
= 384 mmCl 926.3.1.1.6.1 of IRC83(III)
= 224 mm
= 40 mm
= 40 mm
= 35 mm
= 362 mm
= 43 mm
= 28 mm
= 8 mm
= 12 mm
= 2 Nos 10 43
= 4 mm
= 10 mm8 mm
40 20
= 8 mm
= 224 mm
= 4.5 mm Thk>=4.5 mm Ref: Table 4 of IRC:83 (Part- III)-2002
= 28 mm
= 50 mm
= 312 mm
= 350 mm OK
= 350 mm NA
= 36 mm
= 35 Mpa Cl 926.2.3.2 of IRC-83(III)
= 40 Mpa Cl 926.2.4.3 of IRC-83(III)
= 340 Mpa Grade-340-570W as per IS-1030
= 250
b. Design Requirements
= 21.79764 mm
= 0.00000 mm
= 0.00566 Radians
= 0.00342 Radians Cl 926.1.6 of IRC-83(III)
= 0.00224 Radians Cl 926.1.6 of IRC-83(III)
C. Calculation for permissible stresses in pedestal concrete & bottom flange:
= M 40
= 10 As per cl 926.2.1.1 of IRC-83(III)
The projection of the adjacent structure beyond the loaded area shall NOT be less than 150mm
Bottom:
= 224 mm
= 39408.138 mm2
= 304 mm Cl 926.2.1.1 of IRC-83(III)
72583 357 mm2
Neoprene Pad Size dia
Neoprene Pad Thickness
Pot Base Thickness
Pot base effective dia (consider 1:2
dispersion from elastomer base)
Spigott Projection > 30mm
Bolt Dia
No of Bolts per component
Bolt flange thickness
No of sealing rings
Total thickness of ring
Neoprene pad stress
Pot Internal Dia
Pot wall Depth >28mm
Pot wall thickness
Piston thickness above spigot
Piston effective contact area diameter
(consider 1:2 dispersion from spiggot)
Slide Stainless steel Plate (Thickness)
PTFE size (thickness)
Height of Guide Bar
Width of Guide Bar
Length of piston flat
Slide Stainless steel Plate (Length)
Slide Stainless steel Plate (Width)
Clearance between top edge of pot wall and
bottom edge of piston
Vertical face of piston wall
fy for the mild steel
PTFE size (dia)
PTFE stress (working)
Steel stress (working) for design
Grade of concrete for Pedestal
Permissible direct compressive Stress in
concrete= 0.25* fck
Dia of loaded area
Loaded Area A2
Transverse movement
Rotation (total)
Rotation (Permanent actions) WL2/(24EI)
Rotation (Variable actions) WL2/(24EI)
Dia after dispersion(1:2)
Dispersion Area A1
Longitudinal movement
Dispersion of 1(V) :2(H)
Fig 5 of IRC 83(iii)
Pot Depth
Pot Wall thck
Pedestal
Bearing
Pot
Neoprene pad
Spigot projectio
pad thk
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d. Neoprene Pad stress: Ref: Clause 926.2.3 of IRC:83(III)-2002
Max Min max Min
= 28.83 26.89 31.05 24.67
= 35.00 35.00 35.00 35.00
= 5.00 5.00 5.00 5.00 Ref : clause 926.2.3.3 of IRC:83(Part -III)
OK OK OK OK OK
Rotaion check on pad ( Ref: clause 926.2.3.4 of IRC:83 (Part III)
= 0.0057 Radians
= 0.63 mm
= 16.00 mm
Check OK
PTFE stress
28.82 26.87 31.03 24.66
40.00 40.00 40.00 40.00 Ref: Cluse 926.2.4.3 & 926.2.4.4 of IRC-83(III)0.72 0.67 0.78 0.62 OK
Coeffecient of friction (): Ref: Table 5 of IRC:83 (part-III)-2002
Ref: Clause 926.2.4.2 of IRC:83 (Part-III)-2002
Max Min max Min
= 28.82 26.87 31.03 24.66
= 0.08 0.08 0.06 0.08
Concentrated stresses at pot base:(At concrete pedastal)
Max Min max Min
= 9.81 9.14 10.56 8.39
= 13.57 13.57 16.96 16.96 cl 926.2.1.4 of IRC-83(III)
= 0.72 0.67 0.62 0.49 OK
Ref : c lause 926.2.3.2 and clause 926.2.3.5 of
IRC:83(Part -III)
Minimum Permissible Average
stress (Mpa)
Rotaiton of pad
Deforamtion of pad due to
rotation
he,eff (as per Figure)
Non-Seismic Seismic
Actual Stress (Mpa)
Maximum Permissible Average
stress (Mpa)
i)
Direct Bearing Stress due to Vertical Load (Mpa)
Direct Bearing Stress
Permissible stress (Mpa)
Actual : PermissibleIncrease by 25% when w
earthquake taken into ac
Actual (Mpa)
Permissible (Mpa)Ratio Actual:Permissible
As per Clause 926.1.5: For design of bearings or part thereof and the adjacent structures the resultant of the coexisting moments
prodeiced due to design horizontal force and that induced due to resistance to rotation shall be considered.
Non-Seismic Seismic
Maximum Design
Coeffecient of friction
5 0.08 0.16
10 0.06 0.12
Non-Siesmic Siesmic
Average Pressure on PTFE (Mpa)
Coeffecient of friction ()
20
Average Pressure on confined
PTFE (Mpa)
Maximum
Coeffecient of friction
0.04 0.08
more than 30 0.03 0.06
he,effhe
< he,eff * 0.15
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= 64.00 64.00 64.00 64.00
= 1.67 1.56 2.77 1.43
iii)
= 224.00 224.00 224.00 224.00
= 20.00 20.00 20.00 20.00
= 11.20 11.20 11.20 11.20
= 1.64 1.64 1.64 1.64
= 0.0034 0.0034 0.0034 0.0034
= 39.93 39.93 39.93 39.93
= 0.0022 0.0022 0.0022 0.0022
= 1.07 1.07 1.07 1.07
Ref: Cl 926.1.5.2 of IRC-83(III)
= 112.00 112.00 112.00 112.00
= 145.45 135.61 241.09 124.46
= 3.26 3.04 5.40 2.79
iii-3) = 4.33 4.11 6.47 3.86
iii-4) = 0.78 0.74 1.16 0.69
= 2.45 2.30 3.94 2.13
= 13.20 13.20 16.50 16.50 Ref: Cl 926.2.1.2 & Cl 926.2.1.4 of IRC-83(III)
= 0.19 0.17 0.24 0.13 OK
= 12.26 11.44 14.50 10.52
= 13.57 13.57 16.96 16.96 cl 926.2.1 & cl 926.2.1.4 of IRC-83(III)
= 0.90 0.84 0.85 0.62 OK
= Ref: Cl 926.2.1.3 of IRC-83(III)
= 0.91 0.85 0.86 0.62 OK OK
Concentrated stresses at piston base: Ref: Cl 926.1.5 of IRC-83(III)
Max Min max Min
= 110.35 102.89 118.81 94.43
= 187.50 187.50 187.50 187.50 Cl 926.2.2.4 & cl 926.2.2.6 of IRC-83(I II)
= 0.59 0.55 0.63 0.50 OK
= 74.00 74.00 74.00 74.00
= 2.31 2.15 3.83 1.98
iii)
Ref: Cl 926.1.5.1 of IRC-83(III)
= 224.00 224.00 224.00 224.00
= 20.00 20.00 20.00 20.00
= 11.20 11.20 11.20 11.20
= 1.64 1.64 1.64 1.64
= 0.003 0.003 0.003 0.003
= 39.933 39.933 39.933 39.933
= 0.002 0.002 0.002 0.002
= 1.07 1.07 1.07 1.07
Ref: Cl 926.1.5.2 of IRC-83(III)
= 112.00 112.00 112.00 112.00
= 145.45 135.61 241.09 124.46
= 3.26 3.04 5.40 2.79
iii-3) = 4.33 4.11 6.47 3.86
ii)
Flexural Stress due to active Moment resulting from acting Horizontal Forces
eccentricity (mm), From the
bottom of bearing
Flexural Stress (Mpa)
Flexural Stress due to induced Moment resulting from resistance to rotation due to the
effect of tilting stiffness of elastomeric pressure pad
iii-1)
Me.d = di3
* (k1.p k2.v) Ref: Cl 926.1.5.1 of IRC-83(III)
di(dia of elastomeric pad, mm)
he (thickness of confined
elastomeric pressure pad,mm)
Horizontal force acts at the
center line of bearing
H (KN)
MR.d (KN-m)
di/he
k1
p (radians)
k2
v (radians)
Me.d (KN-m)
Total induced moment
= Me,d + MR,d (KN-m)
Stress (Mpa)
iii-5)
Total flexural Stress (Mpa)
Permissible stress (Mpa)
Actual : Permissible
iii-2)
MR.d = 0.2*C*H
C (mm), Perpendicular distance
from the point of action of
horizontal force on cylinde wall
to the axis of rotation
Non-Siesmic Siesmic
i
Direct Bearing Stress due to Vertical Load (Mpa)
Direct Bearing Stress due to
Vertical Load (Mpa)
Permissible Stress (Mpa)
Actual:Permissible
iii-6)
Total Stress (Mpa)
Permissible stress (Mpa)
Actual : Permissible
iv)Coexisting Direct & Flexural
Stress Ratio > 1
ii)
Flexural Stress due to active Moment resulting from acting horizontal forces
eccentricity (mm)
Stress (Mpa)
Stress due to induced moment from resistance to rotation
iii-1)
Me.d = di3
* (k1.p k2.v)
di (dia of elastomer pad, mm)
he (thickness of confined
elastomeric pressure pad in mm)
di/he
k1
p (radians)
k2
v (radians)
Me.d (KN-m)
iii-2)
MR.d = 0.2*C*H
C (mm)
H (KN)
MR.d (KN-m)
Total induced moment = Me.d +MR.d (KN-m)
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iii-4) = 0.93 0.88 1.39 0.83
= 3.24 3.04 5.22 2.81
= 165.00 165.00 165.00 165.00 Cl 926.2.2.2 & cl 926.2.2.6 of IRC-83(III)
= 0.02 0.02 0.03 0.02 OK
= 113.59 105.93 124.03 97.23
= 187.50 187.50 187.50 187.50 Cl 926.2.2.4 & cl 926.2.2.6 of IRC-83(III)
= 0.61 0.56 0.66 0.52 OK
Cl 926.2.2.5 of IRC-83(III)191.16 178.24 205.86 163.58
225.00 225.00 225.00 225.00 Cl 926.2.2.5 of IRC-83(III)
0.850 0.792 0.915 0.727 OK OK
Design of Pot Wall cl 926.3.1.1.7 of IRC-83(III)
Max Min max Min
i) 129.18 120.45 139.09 110.54 Cl 926.3.1.1.7.1 (i) of IRC-83(III)
ii) 40.37 37.64 43.46 34.54 Cl 926.3.1.1.7.1 (ii) of IRC-83(III)
iii)-a 145.45 135.61 241.09 124.46
iii)-b45.45 42.38 75.34 38.89
iv) 85.82 80.02 118.80 73.44
v) 204.00 204.00 204.00 204.00 Cl 926.2.2 of IRC-83(III)
vi) 0.42 0.39 0.58 0.36 OK
i) 14.42 13.44 15.52 12.34
ii) 24.35 22.70 40.36 20.84
38.77 36.15 55.88 33.17
153.00 153.00 153.00 153.00 Cl 926.2.2.3 of IRC-83(III)
0.25 0.24 0.37 0.22 OK
i) 21.63 20.16 23.28 18.51
ii) 87.66 81.73 145.30 75.01
109.28 101.90 168.58 93.51
224.40 224.40 224.40 224.40 Cl 926.2.2.2 of IRC-83(III)
0.49 0.45 0.75 0.42 OK
128.26 119.59 194.40 109.76
306 306 306 306 Cl 926.2.2.5 of IRC-83(III)
0.42 0.39 0.64 0.36 OK OK
Check for Thickness of Pot in Bending-Bottom
Max Min max Min
i) 1135.74 1058.97 1222.84 971.87
ii) 384.00 384.00 384.00 384.00
iii)1.16E+05 1.16E+05 1.16E+05 1.16E+05
iv) 9.81 9.15 10.56 8.40
v) 224.00 224.00 224.00 224.00
vi) 80.00 80.00 80.00 80.00
vii) 31397.69 29275.30 33805.65 26867.34viii)
28.97 27.98 30.06 26.80stress = BM*6/(b*d2)=0.66*
ix) 40.00 40.00 40.00 40.00
OK OK OK OK OK
Actual : Permissible
Actual:Permissible
Non-Siesmic Siesmic
iii-6)
Total Stress (Mpa)
Permissible Stress (Mpa)
Actual : Permissible
Stress (Mpa)
iii-5)
Total flexural Stress (Mpa)
Permissible stress (0.66fy) (Mpa)
Provided thickness (mm)
Siesmic
Max Vertical Load (KN)
Total horizontal force into wall (KN)
Total horizontal stress into wall due to
horizontal force (P2) (Mpa)
Total P = P1 + P2 (Mpa)
Permissible stress (0.6fy) (Mpa)
Actual:Permissible
Shear stress at cylinder & base interface considering 1mm slice
Combined Stress (Mpa)
Permissible Stress (0.9fy) Mpa
Actual : Permissible
Fluid Pressure (P1) Mpa
Horizontal Force (P2) Mpa
Total Shear Stress P = P1 + P2 (Mpa)
Permissible Stress (0.45fy)
Pot Base effective Contact Dia (mm)
Effective area of the Plate in contact to
concrete (mm2)
Stress on Plate (N/mm2)
Dia of loaded area (mm)
Non-Siesmic
Check of Hoop Tensile stress
Force from pad (KN per I section of ring)
Pressure from Pad (P1) (Mpa)
iv)
Coexisting Direct & Flexural Stress Check
Combined Stresses (Mpa)
Permissible stress (0.9fy) (Mpa)
iii)
Projection of pot (mm)
Bending Moment at Top (N-mm)Thickness of top plate required to cater to
this BM (mm)
Actual : Permissible
Bending Stress at cylinder & base interface considering 1mm slice
Fluid Pressure (P1) Mpa
Horizontal Force (P2) Mpa
Total Bending Stress (Mpa) P1 + P2
Permissible Stress (0.66fy)
Actual : Permissible
Pot
Neoprene pad
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Check for Thickness of Piston in Bending-Top
Max Min max Min
i) 1135.74 1058.97 1222.84 971.87
ii) 362.00 362.00 362.00 362.00
iii)1.03E+05 1.03E+05 1.03E+05 1.03E+05
iv) 11.04 10.29 11.89 9.45
v) 224.00 224.00 224.00 224.00
vi) 69.00 69.00 69.00 69.00
vii) 2.63E+04 2.45E+04 2.83E+04 2.25E+04
viii)26.51 25.60 27.51 24.52
ix) 35.00 35.00 35.00 35.00
OK OK OK OK OK
Miscellaneous Design Checks:
Rotation Capacity cl 926.2.3 of IRC-83(III)
i)
16.00 mm
2.40 mm
ii) Cl 926.2.3.4 of IRC-83(III)
0.02 radians >= 0.0057 radians
OK
Check on Piston rotaion gap: Ref: Clause 926.3.1.4 of IRC:83 (Part III)-2002
10.00 mm
0.0057 radians
9.14 mm
OK
Diameter & Thickness checks cl 926.2.3.6 of IRC-83(III)ii) 20.00 mm > 16 mm
OK cl 926.2.3.6 of IRC-83(III)
iii) 224.00 mm > 180 mm
OK cl 926.2.3.6 of IRC-83(III)
Siesmic
Projection of piston (mm)
Non-Siesmic
Dia of loaded area (mm)
gap after rotation
Thickness of pad
Dia of pad
Check compression at edge of neoprene pad
Bending Moment at Top (N-mm)
Thickness of top plate required to cater to
this BM (mm)
Provided thickness (mm)
15% of T1
T1 = thickness of pad less seal rings thickness
Rotation (Radius)
Clearance between top edge of pot wall and
bottom edge of piston
Rotaion
Effective area of the Top Plate in contact to
steel/concrete (mm2)
Stress at Top Plate (N/mm)
Max Vertical Load (KN)
Effective Dia of Piston (mm)
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Vertical Face of Piston required cl 926.3.1.3.1 of IRC-83(III)
i) 5.57 mm
31.80 mm OK
iv) = 63.00 mm > NA mm NA
Stress in Guide Bar cl 926.3.5.5 of IRC-83(III)
Max Min max Min
9.32 8.69 15.45 7.98
112.50 112.50 112.50 112.50 cl 926.2.2.3 of IRC-83(III)
0.08 0.08 0.14 0.07 OK
22.50 22.50 22.50 22.50
3272.54 3051.32 5424.51 2800.34
25.17 23.47 41.73 21.54
165.00 165.00 165.00 165.00 cl 926.2.2.2 of IRC-83(III)
0.15 0.14 0.25 0.13 OK
29.91 27.89 49.57 25.59
225.00 225.00 225.00 225.00 cl 926.2.2.5 of IRC-83(III)
0.13 0.12 0.22 0.11 OK
Stress into Lugs because of Horizontal Force
Max Min max Min
i) 145.45 135.61 241.09 124.46
ii) 84.00 84.00 84.00 84.00iii) 20.00 20.00 20.00 20.00
iv) 1680.00 1680.00 1680.00 1680.00
v) 8.00 8.00 8.00 8.00
vi) 18.18 16.95 30.14 15.56
vii) 10.82 10.09 17.94 9.26
viii) 153.00 153.00 153.00 153.00
ix) 0.07 0.07 0.12 0.06 OK
Check of Weld connection of stainless steel surface:
= 90.9 84.7 73.4 77.7
= 110.0 110.0 110.0 110.0 Clause 926.2.6.1 of IRC:83(Part III)-2002
= 0.84 0.78 0.68 0.72
= 36.00 36.00 36.00 36.00
OK OK OK OK OK
R f Cl 926 3 1 5 f IRC 83 (P t III) 2002
No. of bolts used
Bolt Diameter(mm)
Cross Sectional Area of one Bolt (mm2)
Total cross sectional area of bolts (mm2)
Shear strength of Bolt Gr 8.8
Total Shear Force Offered By the Bolts (F1)
Non-Siesmic
Total horizontal force acting (KN)
Siesmic
i)
Shear Stress (Mpa)
Permissible Stress (0.45fy) (Mpa)
Actual:Permissible
Siesmic
Effective contact Width of pistton and pot
We = 1.3*(Seismic H Load)*1000/((Pot dia -
1.5) * 0.75fy)
iii)
Combined stress at top plate-guide bar
Permissible Stress (0.9fy) (Mpa)
Actual:Permissible
Stress on lug due to Horz. Force (Mpa)
Permissible Stress (0.45fy)
Actual : Permissible
ii)
Contribution to resistance by bolts (F1)
Total horizontal force on bearing (KN)
Effective length of lug taking shear (mm)Thickness of lug (mm)
Total cross sectional area of each lug (mm2)
No. of lugs in each bearing
Horizontal force on each lug (KN)
Thicknes of stainless plate (mm)
Induced horizontal force due to friction(KN)
Permissible stress of weld(Mpa)
Weld size (mm), assuming welding is done in
full periphery
Non-Siesmic Siesmic
ii)
Flexural Stress
Eccentricity (mm)
Moment (M) (KN-mm)
Flexural stress = M/(LH2/6) (Mpa)
Permissible Stress (0.66fy) (Mpa)
Actual:Permissible
Non-Siesmic
i)
Slide Plate dimension used:
Length
Width
Preset in longitudinal direction
Movement possible in long direction
Movement possible in lateral direction
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BEARING DESIGN :
40 40
40
40
a. Design Inputs:
= 224 mm
= 20 mm OK Ref : Cl 926.2.3.6 of IRC83(III)
= 40 mm
= 384 mm Cl 926.3.1.1.6.1 of IRC83(III)
= 224 mm
= 40 mm
= 40 mm= 35 mm
=362
mm
= 43 mm
= 28 mm
= 8 mm
= 12 mm
= 2 Nos 10 43
= 4 mm
= 10 mm8 mm
40 20
= 8 mm
= 224 mm
= 4.5 mm Thk>=4.5 mm Ref: Table 4 of IRC:83 (Part-III)-2002= 28 mm
= 50 mm
= 312 mm
= 350 mm NA
= 350 mm OK
= 36 mm
= 35 Mpa Cl 926.2.3.2 of IRC-83(III)
= 40 Mpa Cl 926.2.4.3 of IRC-83(III)
= 340 Mpa Grade-340-570W as per IS-1030
= 250 Mpa
b. Design Requirements
= 0.00 mm
= 5.45 mm
= 0.00566 Radians
= 0.00342 Radians Cl 926.1.6 of IRC-83(III)
= 0.00224 Radians Cl 926.1.6 of IRC-83(III)
C. Calculation for permissible stresses in pedestal concrete & bottom flange:
= M 40
= 10 As per cl 926.2.1.1 of IRC-83(III)
The projection of the adjacent structure beyond the loaded area shall NOT be less than 150mm
Bottom:
= 224 mm
= 39408.1382 mm2
= 304 mm Cl 926.2.1.1 of IRC-83(III)= 72583.3567 mm
2
= 13.57 Mpa
Neoprene Pad Size dia
Neoprene Pad Thickness
Pot Base Thickness
Pot base effective dia (consider 1:2
Spigott Projection > 30mm
Bolt Dia
No of Bolts per component
Bolt flange thickness
No of sealing rings
Total thickness of ring
Neoprene pad stress
Pot Internal Dia
Pot wall Depth >28mm
Pot wall thicknessPiston thickness above spigot
Piston effective contact area diameter
(consider 1:2 dispersion from spiggot)
Slide Stainless steel Plate (Thickness)
PTFE size (thickness)Height of Guide Bar
Width of Guide Bar
Length of piston flat
Slide Stainless steel Plate (Length)
Slide Stainless steel Plate (Width)
Clearance between top edge of pot wall and
bottom edge of piston
Vertical face of piston wall
fy for the mild steel
PTFE size (dia)
PTFE stress (working)
Steel stress (working) for design
Grade of concrete for Pedestal
Permissible direct compressive Stress in
concrete= 0.25* fck
Dia of loaded area
Loaded Area A2
Transverse movement
Rotation (total)
Rotation (Permanent actions) WL2/(24EI)
Rotation (Variable actions) WL2/(24EI)
Dia after dispersion(1:2)Dispersion Area A1
Permissible concrete stress
0 25f k (A1/A2)
Longitudinal movement
Dispersion of 1(V) :2(H)
Fig 5 of IRC 83(iii)
Pot Depth
Pot Wall thck
Pedestal
Bearing
Pot
Neoprene pad
Spigot projection
pad thk
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Max Min max Min
= 28.83 26.89 31.05 24.67
= 35.00 35.00 35.00 35.00
= 5.00 5.00 5.00 5.00 Ref : clause 926.2.3.3 of IRC:83(Part -III)
OK OK OK OK OK
Rotaion check on pad ( Ref: clause 926.2.3.4 of IRC:83 (Part III)
= 0.0057 Radians
= 0.63 mm
= 16.00 mm
Check OK
PTFE stress:
28.82 26.87 31.03 24.66
40.00 40.00 40.00 40.00 Ref: Cluse 926.2.4.3 & 926.2.4.4 of IRC-83(III)
0.72 0.67 0.78 0.62 OK
Coeffecient of friction (): Ref: Table 5 of IRC:83 (part-III)-2002
Ref: Clause 926.2.4.2 of IRC:83 (Part-III)-2002
Max Min max Min
= 28.82 26.87 31.03 24.66
= 0.08 0.08 0.06 0.08
Concentrated stresses at pot base:
Max Min max Min
= 9.81 9.14 10.56 8.39
= 13.57 13.57 16.96 16.96 cl 926.2.1.4 of IRC-83(III)
= 0.72 0.67 0.62 0.49 OK
Ref : clause 926.2.3.2 and clause 926.2.3.5 of
IRC:83(Part -III)
Minimum Permissible Average
stress (Mpa)
Rotaiton of pad
Deforamtion of pad due to
rotation
he,eff (as per Figure)
Actual Stress (Mpa)
Maximum Permissible Average
stress (Mpa)
i)
Direct Bearing Stress due to Vertical Load (Mpa)
Direct Bearing Stress
Permissible stress (Mpa)
Actual : PermissibleIncrease by 25% when w
earthquake taken into a
Actual (Mpa)
Permissible (Mpa)
Ratio Actual:Permissible
As per Clause 926.1.5: For design of bearings or part thereof and the adjacent structures the resultant of the coexisting moments prodeiced
due to design horizontal force and that induced due to resistance to rotation shall be considered.Non-Seismic Seismic
Maximum Design
Coeffecient of friction
5 0.08 0.16
10 0.06 0.12
Non-Siesmic Siesmic
Average Pressure on PTFE (Mpa)
Coeffecient of friction ()
20
Average Pressure on confined
PTFE (Mpa)
Maximum
Coeffecient of friction
0.04 0.08
more than 30 0.03 0.06
he,effhe
< he,eff * 0.15
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= 64.00 64.00 64.00 64.00
= 1.67 1.56 1.64 1.43
iii)
= 224.00 224.00 224.00 224.00
= 20.00 20.00 20.00 20.00
= 11.20 11.20 11.20 11.20
= 1.64 1.64 1.64 1.64
= 0.0034 0.0034 0.0034 0.0034
= 39.93 39.93 39.93 39.93
= 0.0022 0.0022 0.0022 0.0022
= 1.07 1.07 1.07 1.07
Ref: Cl 926.1.5.2 of IRC-83(III)
= 112.00 112.00 112.00 112.00
= 145.45 135.61 142.61 124.46
= 3.26 3.04 3.19 2.79
iii-3) = 4.33 4.11 4.26 3.86
iii-4) = 0.78 0.74 0.77 0.69
= 2.45 2.30 2.41 2.13
= 13.20 13.20 16.50 16.50 Ref: Cl 926.2.1.2 & Cl 926.2.1.4 of IRC-83(III)
= 0.19 0.17 0.15 0.13 OK
= 12.26 11.44 12.97 10.52
= 13.57 13.57 16.96 16.96 cl 926.2.1 & cl 926.2.1.4 of IRC-83(III)
= 0.90 0.84 0.76 0.62 OK
= Ref: Cl 926.2.1.3 of IRC-83(III)
= 0.91 0.85 0.77 0.62 OK OK
Concentrated stresses at piston base: Ref: Cl 926.1.5 of IRC-83(III)
Max Min max Min
= 110.35 102.89 118.81 94.43
= 187.50 187.50 187.50 187.50 Cl 926.2.2.4 & cl 926.2.2.6 of IRC-83(I II )
= 0.59 0.55 0.63 0.50 OK
= 74.00 74.00 74.00 74.00
= 2.31 2.15 2.27 1.98
iii)
Ref: Cl 926.1.5.1 of IRC-83(III)
= 224.00 224.00 224.00 224.00
= 20.00 20.00 20.00 20.00
= 11.20 11.20 11.20 11.20
= 1.64 1.64 1.64 1.64
= 0.003 0.003 0.003 0.003
= 39.933 39.933 39.933 39.933
= 0.002 0.002 0.002 0.002
= 1.07 1.07 1.07 1.07
Ref: Cl 926.1.5.2 of IRC-83(III)
= 112.00 112.00 112.00 112.00
= 145.45 135.61 142.61 124.46
= 3.26 3.04 3.19 2.79
iii-3) = 4.33 4.11 4.26 3.86
ii)
Flexural Stress due to active Moment resulting from acting Horizontal Forces
eccentricity (mm), From the
bottom of bearing
Flexural Stress (Mpa)
Flexural Stress due to induced Moment resulting from resistance to rotation due to the
effect of tilting stiffness of elastomeric pressure pad
iii-1)
Me.d = di3
* (k1.p k2.v) Ref: Cl 926.1.5.1 of IRC-83(III)
di (dia of elastomeric pad, mm)
he (thickness of confined
elastomeric pressure pad,mm)
Horizontal force acts at the
center line of bearing
H (KN)
MR.d (KN-m)
di/he
k1
p (radians)
k2
v (radians)
Me.d (KN-m)
Total induced moment
= Me,d + MR,d (KN-m)
Stress (Mpa)
iii-5)
Total flexural Stress (Mpa)
Permissible stress (Mpa)
Actual : Permissible
iii-2)
MR.d = 0.2*C*H
C (mm), Perpendicular distance
from the point of action of
horizontal force on cylinde wall
to the axis of rotation
Non-Siesmic Siesmic
i
Direct Bearing Stress due to Vertical Load (Mpa)
Direct Bearing Stress due to
Vertical Load (Mpa)
Permissible Stress (Mpa)
Actual:Permissible
iii-6)
Total Stress (Mpa)
Permissible stress (Mpa)
Actual : Permissible
iv)Coexisting Direct & Flexural
Stress Ratio > 1
ii)
Flexural Stress due to active Moment resulting from acting horizontal forces
eccentricity (mm)
Stress (Mpa)
Stress due to induced moment from resistance to rotation
iii-1)
Me.d = di3
* (k1.p k2.v)
di (dia of elastomer pad, mm)
he (thickness of confined
elastomeric pressure pad in mm)
di/he
k1
p (radians)
k2
v (radians)
Me.d (KN-m)
iii-2)
MR.d = 0.2*C*H
C (mm)
H (KN)
MR.d (KN-m)
Total induced moment = Me.d +
MR.d (KN-m)
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iii-4) = 0.93 0.88 0.92 0.83
= 3.24 3.04 3.18 2.81
= 165.00 165.00 165.00 165.00 Cl 926.2.2.2 & cl 926.2.2.6 of IRC-83(III)
= 0.02 0.02 0.02 0.02 OK
= 113.59 105.93 121.99 97.23
= 187.50 187.50 187.50 187.50 Cl 926.2.2.4 & cl 926.2.2.6 of IRC-83(III)
= 0.61 0.56 0.65 0.52 OK
Cl 926.2.2.5 of IRC-83(III)
191.16 178.24 205.81 163.58
225.00 225.00 225.00 225.00 Cl 926.2.2.5 of IRC-83(III)
0.850 0.792 0.915 0.727 OK OK
Design of Pot Wall cl 926.3.1.1.7 of IRC-83(III)
Max Min max Min
i) 129.18 120.45 139.09 110.54 Cl 926.3.1.1.7.1 (i) of IRC-83(III)
ii) 40.37 37.64 43.46 34.54 Cl 926.3.1.1.7.1 (ii) of IRC-83(III)
iii)-a 145.45 135.61 142.61 124.46
iii)-b45.45 42.38 44.56 38.89
iv) 85.82 80.02 88.03 73.44
v) 150.00 150.00 150.00 150.00 Cl 926.2.2 of IRC-83(III)
vi) 0.57 0.53 0.59 0.49 OK
i) 14.42 13.44 15.52 12.34
ii) 24.35 22.70 23.87 20.84
38.77 36.15 39.40 33.17
112.50 112.50 112.50 112.50 Cl 926.2.2.3 of IRC-83(III)
0.34 0.32 0.35 0.29 OK
i) 21.63 20.16 23.28 18.51
ii) 87.66 81.73 85.95 75.01
109.28 101.90 109.23 93.51
165.00 165.00 165.00 165.00 Cl 926.2.2.2 of IRC-83(III)
0.66 0.62 0.66 0.57 OK
128.26 119.59 128.79 109.76225 225 225 225 Cl 926.2.2.5 of IRC-83(III)
0.57 0.53 0.57 0.49 OK OK
Check for Thickness of Pot in Bending-Bottom
Max Min max Min
i) 1135.74 1058.97 1222.84 971.87
ii) 384.00 384.00 384.00 384.00
iii)1.16E+05 1.16E+05 1.16E+05 1.16E+05
iv) 9.81 9.15 10.56 8.40
v) 224.00 224.00 224.00 224.00
vi) 80.00 80.00 80.00 80.00
vii) 31397.69 29275.30 33805.65 26867.34
viii)28.97 27.98 30.06 26.80
stress = BM*6/(b*d2)=0.66*
ix) 40.00 40.00 40.00 40.00
OK OK OK OK OK
iii-6)
Total Stress (Mpa)
Permissible Stress (Mpa)
Actual : Permissible
iv)
Coexisting Direct & Flexural Stress Check
Combined Stresses (Mpa)
Permissible stress (0.9fy) (Mpa)
Stress (Mpa)
iii-5)
Total flexural Stress (Mpa)
Permissible stress (0.66fy) (Mpa)
Actual : Permissible
Total horizontal force into wall (KN)
Total horizontal stress into wall due to
horizontal force (P2) (Mpa)
Total P = P1 + P2 (Mpa)
Permissible stress (0.6fy) (Mpa)
Actual:Permissible
Shear stress at cylinder & base interface considering 1mm slice
Actual:Permissible
Non-Siesmic Siesmic
Check of Hoop Tensile stress
Force from pad (KN per I section of ring)
Pressure from Pad (P1) (Mpa)
iii) Combined Stress (Mpa)Permissible Stress (0.9fy) Mpa
Actual : Permissible
Fluid Pressure (P1) Mpa
Horizontal Force (P2) Mpa
Total Shear Stress P = P1 + P2 (Mpa)
Permissible Stress (0.45fy)
Actual : Permissible
Bending Stress at cylinder & base interface considering 1mm slice
Fluid Pressure (P1) Mpa
Horizontal Force (P2) Mpa
Total Bending Stress (Mpa) P1 + P2
Permissible Stress (0.66fy)
Actual : Permissible
Projection of pot (mm)
Bending Moment at Top (N-mm)
Thickness of top plate required to cater tothis BM (mm)
Provided thickness (mm)
Siesmic
Max Vertical Load (KN)
Pot Base effective Contact Dia (mm)
Effective area of the Plate in contact to
concrete (mm2)
Stress on Plate (N/mm2)
Dia of loaded area (mm)
Non-Siesmic
Pot
Neoprene pad
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Check for Thickness of Piston in Bending-Top
Max Min max Min
i) 1135.74 1058.97 1222.84 971.87
ii) 362.00 362.00 362.00 362.00
iii)1.03E+05 1.03E+05 1.03E+05 1.03E+05
iv) 11.04 10.29 11.89 9.45
v) 224.00 224.00 224.00 224.00
vi) 69.00 69.00 69.00 69.00
vii) 2.63E+04 2.45E+04 2.83E+04 2.25E+04
viii)26.51 25.60 27.51 24.52
ix) 35.00 35.00 35.00 35.00
OK OK OK OK OK
Miscellaneous Design Checks:
Rotation Capacity cl 926.2.3 of IRC-83(III)
i)
16.00 mm
2.40 mm
ii) Cl 926.2.3.4 of IRC-83(III)
0.02 radians >= 0.0057 radians
OK
Check on Piston rotaion gap: Ref: Clause 926.3.1.4 of IRC:83 (Part III)-2002
10.00 mm
0.0057 radians
9.14 mm
OK
Diameter & Thickness checks cl 926.2.3.6 of IRC-83(III)i 20.00 mm > 16 mm
OK cl 926.2.3.6 of IRC-83(III)
ii 224.00 mm > 180 mm
OK cl 926.2.3.6 of IRC-83(III)
Non-Siesmic
Dia of loaded area (mm)Projection of piston (mm)
Siesmic
15% of T1
T1 = thickness of pad less seal rings thickness
Rotation (Radius)
Clearance between top edge of pot wall and
bottom edge of piston
Rotaion
gap after rotation
Thickness of pad
Dia of pad
Check compression at edge of neoprene pad
Bending Moment at Top (N-mm)
Thickness of top plate required to cater to
this BM (mm)
Provided thickness (mm)
Max Vertical Load (KN)
Effective Dia of Piston (mm)
Effective area of the Top Plate in contact to
steel/concrete (mm2)
Stress at Top Plate (N/mm)
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Vertical Face of Piston required cl 926.3.1.3.1 of IRC-83(III)
i) 5.57 mm
NA mm NA
iv) = 63.00 mm > 15.45 mm OK
Stress in Guide Bar cl 926.3.5.5 of IRC-83(III)
Max Min max Min
9.32 8.69 9.14 7.98
112.50 112.50 112.50 112.50 cl 926.2.2.3 of IRC-83(III)
0.08 0.08 0.08 0.07 OK
22.50 22.50 22.50 22.50
3272.54 2525.36 5358.75 2092.96
25.17 19.43 41.22 16.10
165.00 165.00 165.00 165.00 cl 926.2.2.2 of IRC-83(III)
0.15 0.12 0.25 0.10 OK
29.91 24.58 44.16 21.22
225.00 225.00 225.00 225.00 cl 926.2.2.5 of IRC-83(III)
0.13 0.11 0.20 0.09 OK
Stress into Lugs because of Horizontal Force
Max Min max Min
i) 145.45 135.61 142.61 124.46
ii) 84.00 84.00 84.00 84.00iii) 20.00 20.00 20.00 20.00
iv) 1680.00 1680.00 1680.00 1680.00
v) 8.00 8.00 8.00 8.00
vi) 18.18 16.95 17.83 15.56
vii) 10.82 10.09 10.61 9.26
viii) 153.00 153.00 153.00 153.00
ix) 0.07 0.07 0.07 0.06 OK
Check of Weld connection of stainless steel surface:
= 90.9 84.7 73.4 77.7
= 110.0 110.0 110.0 110.0 Clause 926.2.6.1 of IRC:83(Part III) -2002
= 0.84 0.78 0.68 0.72
= 36.00 36.00 36.00 36.00
OK OK OK OK OK
Ref: Clause 926.3.1.5 of IRC:83 (Part -III)-2002
SiesmicNon-Siesmic
ii)
Effective contact Width of pistton and pot
We = 1.3*(Seismic H Load)*1000/((Pot dia -
1.5) * 0.75fy)
Shear strength of Bolt Gr 8.8
Total Shear Force Offered By the Bolts (F1)
Total horizontal force acting (KN)
Contribution to resistance by bolts (F1)
No. of bolts used
Bolt Diameter(mm)
Cross Sectional Area of one Bolt (mm2)
Total cross sectional area of bolts (mm2)
Siesmic
i)
Shear Stress (Mpa)
Permissible Stress (0.45fy) (Mpa)
Actual:Permissible
iii)
Combined stress at top plate-guide bar
Permissible Stress (0.9fy) (Mpa)
Actual:Permissible
Stress on lug due to Horz. Force (Mpa)
Permissible Stress (0.45fy)
Actual : Permissible
Total horizontal force on bearing (KN)
Effective length of lug taking shear (mm)
Thickness of lug (mm)
Total cross sectional area of each lug (mm2)
No. of lugs in each bearing
Horizontal force on each lug (KN)
Non-Siesmic Siesmic
ii)
Flexural Stress
Eccentricity (mm)
Moment (M) (KN-mm)
Flexural stress = M/(LH2/6) (Mpa)
Permissible Stress (0.66fy) (Mpa)
Actual:Permissible
Non-Siesmic
Thicknes of stainless plate (mm)
i)
Slide Plate dimension used:
Length
Width
Induced horizontal force due to friction(KN)
Permissible stress of weld(Mpa)
Weld size (mm), assuming welding is done in
full periphery
Preset in longitudinal direction
Movement possible in long direction
Movement possible in lateral direction
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v) 6.00 6.00 6.00 6.00Size of weld to be provided (mm)
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Design of Pin Bearing
Ref: Clause 923.3 of IRC:83 (Part III)-2002
Pin Bearing bear and transmit horizontal forces along any direction in the horizontal plane and accomaodatating rotational movement about any axis.
Pin Bearing can NOT bear or transmit any vertical load.
Design Load for pin bearing:
V Hx Hy
0 1565.51 0.00 KN
max H 1565.51 KN
a. Design Inputs:
= 272 mm
= 294 mm
= 20 mm OK Ref : Cl 926.2.3.6 of IRC83(III)
= 50 mm OK Ref: Cl 926.3.3.8 of IRC 83(III)
= 494 mmCl 926.3.1.1.6.1 of IRC83(III)
= 302 mm
= 80 mm
= 92 mm
= 35 mm
= 440 mm
= 70 mm
= 32 mm 10 70
= 12
= 12 mm 40 80 20
= 0 Nos
= 0 mm
= 10 mm
= 40 mm
= 35 Mpa Cl 926.2.3.2 of IRC-83(III)= 40 Mpa Cl 926.2.4.3 of IRC-83(III)
= 340 Mpa Grade-340-570W as per IS-1030
= 250 Mpa
b. Design Requirements
= 0.0 mm
= 0.0 mm
= 0.00566 Radians
= 0.00342 Radians Cl 926.1.6 of IRC-83(III)
= 0.00224 Radians Cl 926.1.6 of IRC-83(III)
C. Calculation for permissible stresses in pedestal concrete & bottom flange:
= M 40
= 10 As per cl 926.2.1.1 of IRC-83(III)
The projection of the adjacent structure beyond the loaded area shall NOT be less than 150mm
Bottom:
= 302 mm
= 71631.4541 mm2
= 402 mm Cl 926.2.1.1 of IRC-83(III)
= 126923.485 mm2
= 13.31 Mpa
Top: = 187.5 Mpa
Grade of concrete for Pedestal
Longitudinal movement
Transverse movement
Rotation (total)
Vertical face of piston wall
fy for the mild steel
Rotation (Permanent actions) WL2/(24EI)
Rotation (Variable actions) WL2/(24EI)
Neoprene pad stressPTFE stress (working)
Steel stress (working) for design
Neoprene Pad Size dia
Neoprene Pad Thickness
Pot Base Thickness
Pot base effective dia (consider 1:2
dispersion from elastomer base)
Spigott Projection > 70mm
Bolt Dia
No of Bolts per component
Piston effective contact area diameter
(consider 1:2 dispersion from spiggot)
Clearance between top edge of cylinder and
bottom edge of piston
Bolt flange thickness
No of sealing rings
Total thickness of ring
Pot Internal Dia
Pot wall Depth =61mm
Pot wall thickness
Piston thickness above spigot
Permissible bearing stress in
bottom flange (= 0.75*fy)
Permissible direct compressive Stress inconcrete= 0.25* fck
Dia of loaded area
Loaded Area A2
Dia after dispersion(1:2)
Dispersion Area A1
Permissible concrete stress
=0.25fck (A1/A2)
Dia of pin
Pedestal
Bearing
Pot
Neoprene pad
Spigot projection
pad thk
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Rotaion check on Neoprene pad ( Ref: clause 926.2.3.4 of IRC:83 (Part III)
= 0.0057 Radians
= 0.83 mm
= 20.00 mm
Check OK
Concentrated stresses at pot base:
= 0.00
= 13.31 cl 926.2.1.4 of IRC-83(III)
= 0.00 OK
= 90.00
= 11.90
Ref: Cl 926.1.5.2 of IRC-83(III)
= 0.00
= 113.57
= 0.00
iii-3) = 0.00
iii-4) = 0.00
= 11.90
= 13.20 Ref: Cl 926.2.1.2 & Cl 926.2.1.4 of IRC-83(III)
= 0.90 OK
= 11.90
= 13.31 cl 926.2.1 & cl 926.2.1.4 of IRC-83(III)
= 0.89 OK
= Ref: Cl 926.2.1.3 of IRC-83(III)
= 0.90 OK
Concentrated stresses at piston base: Ref: Cl 926.1.5 of IRC-83(III)
= 0.00
= 187.50 Cl 926.2.2.4 & cl 926.2.2.6 of IRC-83(III)
= 0.00 OK
= 85.00
= 15.91
Ref: Cl 926.1.5.2 of IRC-83(III)
= 0.00= 113.57
= 0.00
iii-3) = 0.00
iii-4) = 0.00
= 15.91
= 165.00 Cl 926.2.2.2 & cl 926.2.2.6 of IRC-83(III)
= 0.10 OK
= 15.91
= 187.50 Cl 926.2.2.4 & cl 926.2.2.6 of IRC-83(III)
= 0.08 OK
Cl 926.2.2.5 of IRC-83(III)
15.91
306.00 Cl 926.2.2.5 of IRC-83(III)
0.052 OK
Rotaiton of pad
Deforamtion of pad due to
rotation
he,eff (as per Figure)
As per Clause 926.1.5: For design of bearings or part thereof and the adjacent structures the resultant of the coexisting moments prodeiced
due to design horizontal force and that induced due to resistance to rotation shall be considered.
i)
Direct Bearing Stress due to Vertical Load (Mpa)
Direct Bearing Stress
Permissible stress (Mpa)
Actual : Permissible
iii-2)
MR.d = 0.