Design for 2150 Dia 3800 HT
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Transcript of Design for 2150 Dia 3800 HT
Co-Current Scrubber GENERAL DETAILS PAGE:
1 GENERAL DETAILS
a project =
b Title of the work =
c File name for further reference =
d Name of the client =
e Name of manufacturer =
2 GEOMETRICAL DETAILS
a Shell Volume Desired V = 13.8 13.8 M^3
b L/D Ratio L/Di = 1.77 1.77 Ratio
c Diameter Di = >>>> 2150 2150.0 mm
d Total Height of the CYL. Shell (FRP) Hs = >>>> 3800 3800.0 mm
e Tank Shell FRP Wt. Hwt = kg
Top/Left Bottom/Left
f Cover Height or Length = 416.61458 mm 0.0 mm
g Cover Volume = 0 m3 m3
h FRP Weight = 1542.6244 Kg Kg
i Total FRP Weight = Kg Kg
3 STORED LIQUID
a Assumptions Regarding Stirring = Not Stirred
SECTION A :GENERAL DESIGN DETAILS, SAFETY FACTOR AND ALLOWABLE LOADS
-
MECHANICAL DESIGN
Pressure vessel
Knexir Consulatant
M/S BHAVI PLAST PVT LTD
a Assumptions Regarding Stirring = Not Stirred
b Density of the liquid r = 1300 Kg/m3
1.3 g/cm3
c Design Fluid height (from base line) 3800 mm max
F-Ht = 3800 mm max
d Fluid Weight L/B Covr Shell R/T Covr Total
Consider? > no yes no
'Weight > 0 17937.0 0.0 17937.0
e Total Process Wt. = 17937 Kg
4 PRESSURE/VACUUM
a Fluid/Gas in equilibrium with stored Liquid =
b Pressure over and above fluid head Pi = 20000.00
= 0.1962000 N/mm2
c Vacuum Pv = 150.00
= 0.0014715 N/mm2
5 CYCLIC LOAD: number of Cycles Ns = 3650 Nos/10 years
6 TEMPERATURE
a Operating Temp Ot = 70 Deg Cel
b Design Temperature Dt = 80 Deg Cel
mm W.C
mm W.C
Dnax ML
4/7/2015 1:55 PMwww.bs4994.com
[email protected], [email protected] for toris top& bottom 2150dia 3800Ht Knexir
Co-Current Scrubber GENERAL DETAILS PAGE:
c HDT of resin used HDT = 100 Deg Cel
7 WHETHER IN-DOOR OR OUT-DOOR = Outdoor
a Wind Pressure*** Pw 200.00
= 0.001962 N/mm2
8 Seismic Coefficient*** Ef = 0.16 No Unit
a *** Numerical value to be verified by approver
9 MATERIALS OF CONSTRUCTION
a Resin =
Heat Distortion Temperature HDT = 100 Degree Cel. resin density
e-r = 2 % 1.10
Furane? = N
CSM WRM SM glass density
b Glass Density = 0.45 0.61 0.04 Kg/m^2 2.54 g/cc
c Fibre Content = 33 45 10 %
Strain at break Coefficient of thermal exp
d Other Parameters = 2 0.0000046 / 0C
Kg/m^2
Isophthalic Resin
e UV protective top coat = [YES]
=
f thermoplastic lining = YES 3 mm of
= 33.20 89 Kg Approx
g Thermosetting lining = NO 0 mats of CSM/RESIN
10 FABRICATION
a Method of manufacturing =
b Construction TOP = CSM
SHELL = CSM/WRM
BOTTOM = CSM
c Post Curing = NO
d Post Curing Temperature = - Degree Cel.
11 DESIGN PROPERTIES CSM WRM Units
a Ultimate Tensile unit strength U 200.00 250.00 N/mm per Kg/m2
glass mat
(p 10, BS4994-87)
b Ultimate Tensile Strength S 89.29 166.67 N/mm2
S = U/Tg
Hand Lay-Up
Resin Rich Coat with UV
GL-PP
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Co-Current Scrubber GENERAL DETAILS PAGE:
c Unit Modulus X 14000.00 16000.00 N/mm per Kg/m2
glass mat
(p 10, BS4994-87)
d Unit modulus of 1 mat X1 6300.00 9760.00 N/mm per Kg/m2
glass mat
e Modulus of Elasticity E 6250.00 10666.67 N/mm for (1 mat as specified at 9b)
E=X/Tg
f Fiber content {wt %} Fc 33.00 45.00 %
(ref p 20, Figure 5 BS4994-87)
g Resin to glass ratio r 2.03 1.22 No Unit
h Layer Thickness Constant TG 2.24 1.50 mm per Kg/m2 glass mat
i Inter Laminar Lap Shear Strength Tou 7.00 6.00 N/mm
j In Plane Poisson's Ratio IPPR 0.30 0.30
k Single mat thickness T-1 1.01 0.92 mm (for 1 mat as specified at 9b)
12 CALCULATION OF SAFETY FACTOR
a Factor for Method of Manufacturing = Hand Lay-Up
K1 = 1.50
b Factor for Strength Loss = yes
Strength Loss = N/A
K2 = 1.20
c Factor for Design Temperature
[1.25-.0125(HDT-20-Dt)] HDT = 100 Degree Cel.
DT = 80 Degree Cel.
K3 = 1.00
d Factor For Cyclic Loading
Number Of Cycles in life time = 3650
[1.1+.9(log N-3)/3] K4 = 1.27
e Factor for Curing Temperature
Post Curing = not post cured
Post Cure TEMPERATURE = - [Degree Cel.]
K5 = 1.50
f Over all Safety Factor K-cal = 10.287 K = 10.29
13 CALCULATIONS FOR ALLOWABLE DESIGN LOADS
CSM WRM
a LOAD LIMITED UNIT LOAD Ul = 19.44 24.30 N/mm per Kg/m2 Reinforcement
[=U/K]
b DESIGN STRAIN
b1 Max allowable resin-strain e-res = 0.200 %
[min of 0.1*e-r and 0.2]
b2 Resin strain limited unit load Urs = 28.00 32.00 N/mm per Kg/m2 Reinforcement
b3 Allowable reinforcement strain e-rein = 0.139 0.152
[(Ul/X)*100] 0.000
b4 Design Strain (reinforcement limited) e-d,rein = %
[minimum of e-l's of csm and wrm]
4/7/2015 1:55 PMwww.bs4994.com
[email protected], [email protected] for toris top& bottom 2150dia 3800Ht Knexir
Co-Current Scrubber GENERAL DETAILS PAGE:
b5 Over all design strain e-d = 0.139 %
[min of all strains]
c STRAIN LIMITED LOADS
c1 CSM-Strain limited unit load Us = 19.44 22.22 N/mm per Kg/m2 Reinforcement
[=X*e-d/100]
d DESIGN UNIT LOADS
d1 Design Unit Load Ud = 19.44 22.22 N/mm per Kg/m2 Reinforcement
[Minimum among Ul and Us]
e Allowed Unit load per current mat Ud-1 = 8.749 13.554 N/mm (for mats specified at 9b)
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[email protected], [email protected] for toris top& bottom 2150dia 3800Ht Knexir
1 DATA
a Shape of top end = Torispherical
b Radius of Dishing Ri = 2150 mm No Error Message
c Knuckle Radius ri = 215.0 mm No Error Message
Enter different value and select from blue cell above =
d Diameter Di = 2150 mm
e Height Ht = 416.6 mm
f Area of the dish (APPROX) Ad = 2.8 m^2
g Volume of dished portion Vd = 0.99 m^3
2 DESIGN FOR INTERNAL PRESSURES
a ht/Di = 0.1938
b t/Di = 0.0288 Assumed Thk = 62.00
c ri/Di = 0.1000
d Shape Factor Ks = 2.52
(Ref table 11, BS4994, 1997)
e Internal Pressure Pi = 0.196200 N/mm^2
f Standard Design Load Pi-std = 200 Kg/m^2
(Load of person working etc) = 0.001962 N/mm^2
g Self Weight SW-d = 9.00 Kg / squire meter
h Pressure due to self weight P-sw = 0.000088 N/mm^2
I Internal Vacuum Pv = 0.001472 N/mm^2
j Design Pressure Pi-d = 0.196288 N/mm^2
(max of Pi, Pi-std)+Psw
k Unit Load due to pressure Qcp = 531.74 N/mm 0.04 2.35
[0.5*Pi*Di*Ks] 0.02 2.65
0.0288 2.517442
l Unit Load due to Vaccum Qcc = 5.26 N/mm
[0.66*Pv*Di*Ks]
Note: Refer equation (44), BS 4994-87
m Design unit Load Q Qd = 531.74 N/mm
(MAX of Qcp and Qcc)
n Number of mats = 60.77845 N/mm
(Qd / U1-csm please also see GENERAL DETAILS 13e) 62
o Current Thickness = 62.50 mm
p t/Di = 0.02906791
q Final no. of mats = 62
r mass for above no of mat = 27.9 kg
5 WEIGHT CALCULATIONS
Weight of TP lining if any = 7.59 Kg
Weight of Chemical Res CSM = 0.000 Kg
Resin for Chemical Res CSM = 0.000 Kg
Weight of mechanical CSM = 78.5 Kg
Resin for mechanical CSM = 159.3 Kg
Surface Mat (SM) = 0.1 kg
Resin for SM and Gelcot = 0.2 Kg
6 APPROX WEIGHT TRANSMITTED
Total weight of the area W-top = 245.7 Kg
SECTION B: TORISPHERICAL TOP
C: CYLINDRICAL SHELL
Chemical Resistant
1 CSM-WRM balanceCSM - WRM= 1 1 1
SM SM
2 SHELL Above Supp Below Supp
a Number of segments Ns-A = 1 NS-B= 1b Segments starts (from base-line) from = 3800 from= 1300c Support Centre Line (from base-line) To = 1300 To= 0d Segment Length Sl-A = 2500 Sl-B= 1300
SHELL DESIGN 1 6
2. SEGMENT DETAILS
2. 1 Segment, from (mm from base line) = 3800.0 1300.0
to to
2. 2 Segment, to (mm from base line) = 1300.0 0.0
2. 3 Segment length (mm) Hs = 2500.0 1300.0
2. 4 Length from support to free end Hs-W 2500.0 1300.0
2. 5 Stiffner Gap in the segment (mm) L = 2500.0 1300.0
2. 6 Max Fluid Head at lawest point. (mm) Hs-f = 2500 3800
2 7 Fluid weight tensile load on shell Fw-ten = 0 19891
3. DESIGN FOR CIRCUMFERENCIAL UNIT LOAD
3. 1 Unit load d.t. fluid pressure (N/mm) Qcf = 34.27 52.10
[sp gravity*height*dia*9.81/2000000]
3. 2 Unit load d. t. internal pressure, Qcp = 210.92 210.92
[Qcp=Pi*Di/2]
3. 3 Max Circumferential Unit Load Qcm = 245.19 263.01
[Qcm = Qcf+Qcp]
3. 4 Circumferencial Unit Load
due to vaccum, Qcv = 1.58 1.58
[Qcv=Pv*Di/2]
3. 5 Design Circumfer. Unit load Q-fi = 245.19 263.01
[MAXIMUM of Qcv or Qcm]
[Eq 7 of BS 4994-87]
3. 6 Mat requirement for this (Nos) CSM = 13 13
WRM = 11 11
CSMroundup 14 14
WRM 12 12
4. DESIGN OF SHELL OF AXIAL LOAD, 14.3, BS 4994-87
1 Weight Transmitted from.....
4. Top Cover or Bottom Cover (Kg) W1 = 246
Total weight transmtd from top/bot Wts = 246 0
Self Weight (kg) Wsw = 532 315
Weight of fluid supported in shell Not Applic. 21175
Weight of fluid supported at bottom con 246
Total wt transmitted on the segment Wtb = 778 21737
4. 2 Weight that transilate to axial load(Kg) = 778 21737
Total (N) Wt = 7627 213236
4. 3 Axial Compres./Tensile unit load
due to Weight, Qc-wt = 1.13 31.59
[Wt/(3.145*Di)]
[This is a part of RHS of eq 9, BS 4994-87]
4. 4 Axial Compressive unit
load due to vaccum (N/mm) Qcv = 1.58 1.58
[Pv*Di/4]
4. 5 Total effective pressure pi = 0.196 0.196
contributing to axial stress
4. 6 Axial tensile unit load
due to pressure Qcp = 106.929 106.929
[pi Di / 4]
[This is first part of eq 9, BS 4994-87]
4. 7 Wind horizontal load per unit height
[Pw*Di] Fw = 4.22 4.22
4. 8 Horiz Earth Quake Load per Unit Ht Fe = 0.57 0.57
Ef*density*3.142*Di Squire*9.81/(4,000,000)
[weight per unit ht * Ef]
4. 9 Design horizontal load Fh = 4.22 4.22
max (Fw,Fe)
4. 10 Design Bending Moment due to Mhd = 13182188 3564464
horizontal load
Fh*height^2/2
4. 10 Axial unit tension/compression QM = 3.63 0.98
load due to wind pressure
and earth quake pressure (N/mm)
4 * Mhd / (3.142*Di squire)
[This is middle part of RHS of eq 9, BS 4994-87 ]
QXt = 109.432 139.497
QXc = 6.34 2.56
4. 11 Max Axial Unit Load (N/mm) Qx = 109.43 139.50
MAX(Qcp+QM+/-Qc.wt (tension) and Qcv+QM+/-Qc.wt (compression))
Mat requirement CSM = 7 8
WRM = 5 6
CSMroundup= 2 3
WRM = 0 1
4. 12 Mat Requirement CSM = 14 14
WRM = 12 12
4. 13 Thickness CSM = 13.10 13.10
WRM = 10.98 10.98
TOTAL = 24.08 24.08
5. DESIGN FOR COMPRESSIVE LOAD (14.3.3, BS 4994-87)
4. 15 OD of the shell OD = 2198.2 2198.2
Pl refer final laminate properties below
5. 1 Assumed mat for compressive load CSM 14.00 14.00
[this should be less than finalised WRM 12.00 12.00
number of mats]
4. 14 Unit modulus of laminate X-lam CSM = 88200 88200
WRM = 117120 117120
TOTAL = 205320 205320
5. 1 Total compressive load on shell Qp = 6.34 2.56
Qcv+QM+Qc.wt for above support
Qcv+QM for below support
5. 2 Thickness to limit permissible tc = 0.45 0.18
compressive load (mm)
Qp = (0.6 tc*X lam)/F Do
5. 3 Mats requirement to meet this CSM = 3 3
thickness WRM = 1 1
[ F Do Qc / (0.6 t Xlam) ]
Final mat Requirement CSM = 14 14
WRM = 12 12
Thickness 24.08 24.08
Xlam 205320.00 205320.00
6. DESIGN FOR EXTERNAL PRESSURE (14.4, BS 4994-87)
6. 1 Total effective External pressure P = 0.001962 0.001962
6. 2 Effective length of the shell L = 2500 1300
[see Fig 8, BS 4994-87]
6. 3 Thickness of shell t-lam = 24.08 24.08
6. 4 X-lam based on final laminate = 205320 205320
6. 5 OD of shell = 2198.2 2198.2
6. 6 Shape Factor S = 1.137 0.591
[L/ Do]
b Factor 1.35(Elam/Fp)^.17 q = 14.337 14.337
6. 7 E-lam = X-lam/t-lam = 8525 8525
6. 8 FACTOR [Refer eq 14 and 15 of F = 4 4
of BS 4994- 87]
6. 9 Minimum Shell Thk to avoid tm = 6.18 4.76
buckling
[Refer eq 15 and 16 of BS 4994- 87]
6. 10 Mat requirement to meet this CSM = 5 4
WRM = 3 2
CSMroundup= 4 4
WRM = 2 2
6. 11 Design Mats Quantity CSM = 14 14WRM = 12 12
Thickness = 24.08 24.08
Chemical Resistant Layer = 0 0Thickness = 0.00 0.00
Thickness of TP lining 3.00 3.00
Total Thk = 27.1 27.1
6. 12 W-lam (Kg/m^2)
[Number Of Mat*Type Of Mat*W-FI]
CSM FRP = 322.17 167.53
Mechanical Layers WRM FRP = 274.27 142.62
TOTAL = 596.44 310.15
Chemical Layers = 69.04 69.04
Gel coat/Surface mat (Internal) = 2.07 1.08
Surface mat / Resin Coat (External) = 2.07 1.08
Total Wlam = 669.63 381.34
6. 13 Area of the segment (m^2) A-s = 0.68 8.10
6. 14 Weight of Segment (Kg) = 11.3 153.8
6 16 Total FRP weight of Shell = 1051.0
1 DATA
a Shape of top end = Torispherical
b Radius of Dishing Ri = 2150.000 mm No Error Message
c Knuckle Radius ri = 215.000 mm No Error Message
Enter different value and select from blue cell above =
d Diameter Di = 2150.000 mm
e Height Ht = 416.615 mm
f Area of the dish (APPROX) Ad = 2.813 m^2
g Volume of dished portion Vd = 0.988 m^3
2 DESIGN FOR INTERNAL PRESSURES
a ht/Di = 0.194
b t/Di = 0.0288 Assumed Thk = 62.00
c ri/Di = 0.100
d Shape Factor Ks = 2.520
(Ref table 11, BS4994, 1997)
e Internal Pressure Pi = 0.196 N/mm^2
f Standard Design Load Pi-std = 0.054 N/mm^2
(Load of person working etc) = N/mm^2
g Self Weight SW-d = 9.000 Kg / squire meter
h Pressure due to self weight P-sw = 0.000088 N/mm^2
I Internal Vacuum Pv = 0.00147 N/mm^2
j Design Pressure Pi-d = 0.196 N/mm^2
(max of Pi, Pi-std)+Psw
k Unit Load due to pressure Qcp = 531.745 N/mm 0.04 2.35
[0.5*Pi*Di*Ks] 0.02 2.65
0.0288 2.517442
l Unit Load due to Vaccum Qcc = 5.262 N/mm
[0.66*Pv*Di*Ks]
Note: Refer equation (44), BS 4994-87
m Design unit Load Q Qd = 531.745 N/mm
(MAX of Qcp and Qcc)
n Number of mats = 60.778
(Qd / U1-csm please also see GENERAL DETAILS 13e) 62.000
o Current Thickness = 62.496 mm
p t/Di = 0.0291
q Final no. of mats = 62.000
r mass for above no of mat = 27.900 kg
5 WEIGHT CALCULATIONS
Weight of TP lining if any = 7.847 Kg
Weight of Chemical Res CSM = 0.000 Kg
Resin for Chemical Res CSM = 0.000 Kg
Weight of mechanical CSM = 78.471 Kg
Resin for mechanical CSM = 159.295 Kg
Surface Mat (SM) = 0.113 kg
Resin for SM and Gelcot = 0.228 Kg
6 APPROX WEIGHT TRANSMITTED
Total weight of the area W-top = 245.954 Kg
SECTION B: TORISPHERICAL Bottom