HomeMy WebLinkAboutB17-1956 000-000-000SEQU®1A
E N G I N E E R I N G
SIMON'
Structural Calculations
Client: William Payne
Job#: 17-033
Project: Payne Deck Rebuild
Address: 768 Hillgrove Ct., Chico, CA 95928
Calculation Index _ Page #
Load Development 1
• Seismic Analysis 2-3
• Knee Brace Analysis 4
• Beam Analysis 5-6
_
• Column Analysis 7
• Footing Analysis 8
• Handrail Post Attachment Analysis 9
Revisions
• Initial Issue Sept 05_2017
• Plan Check Sept 14, 2017
PERMIT #.
BUTTE COUNTY (DEVELOPMENT SERVICES
REVIEWED FOR
CODE COMPLIANCE
p �OQaOFES3/p
0 '7 9 " /� � BY
M. RAT t°y (DATE
NO: 64399
OF 1F
Sept :14, 2017
This calculation package is only valid for the project location as listed above and may
not be used for another site without the authorization of Sequoia Engineering. Sequoia
Engineering claims no responsibility for any structural design not specifically addressed
in this calculation package. Calculations and plans are not valid until reviewed and
approved by the governing building department.
Cyr
467 East 2"d Ave-, Chico, CA 95926 (530) 591-7258 Chad@sequoiacivil.com
Pg. 1
Gravity Load Development
Project: Payne.Deck Date: 9/14/2017
Comments: 17-033 Units: lbs & feet (UNO)
Gravity Loads: '
Deck Dead Load Framing @ 16" o.c. 1.5 psf
Decking 4 psf
Misc. 1.5 psf
Total 7.0 psf
1
M
MUSGS. Design Maps Summary Report
User—Specified Input -
Report Title Payne Deck
Mon September 4, 2017 20:54:05 UTC
Building Code Reference Document ASCE 7-10 Standard
(which utilizes USGS hazard data available in 2008)
Site Coordinates 39.727820N, 121.87157°W
Site Soil Classification Site Class D - "Stiff Soil"
Risk Category I/II/III
- x ,
. A� d S �;,y"v, ,r µ J�. '�l - Z Sys �1Rt1'�`�{.,+^ ,.,�'-a,.'"`$' •"�� � X47
VI
„y+ F kr -��,'- tlk is �� 5+�' ,+ • fj��`+ gyp'} x`
rk '`y.,.....=� rYy •^ 8 lili �? - „k'� •%,�tt ,^e.
h�� ..
`ai+kil J
Rte^.^+."-" f . *« •. 3 yy ✓ a,i{9 Y qa
Y ' • "j�g'ttt
,otiNO
am�
Gt
h,
a.rt ..
USGS—Provided Output
SS = 0.6189 S„S = 0.807 g SDS = 0.538 g
S, = 0.276 g SM, = 0.510 g So, = 0.340 g
For information on how the SS and S1 values above have been calculated from probabilistic (risk -targeted) and
deterministic ground motions in the direction of maximum horizontal response, please return to the application and
select the "2009 NEHRP" building code reference document. J
?AC n3�e� •x-i-3�tS iso i'ntdri �1u�itXi �> to;iii Sptct'urn
azv
aei
Q72
ass
Q.!14
'rn '
v
w
ass
a27
' ata
and
a.00
0
a5/
Q48
a4>
a:sc:
�-- a x
v
u,
a=-4
CL id
a i.2,
0-W
aac
PenocL T (See)
For PGA., TL, Cas, and CR, values, please view the detailed report.
Period, T (:gee)
23
Pg. 3
Equivalent Lateral Force Procedure
ASCE 7-10 Seismic Loads
Project: Payne Deck Date: 9/14/2017
Comments: Units: kips & feet (UNO)
Description
Symbol
Value
Units
Source
Trib Area (11^2)
Line Shear
Line Shear
fl^2
Zip Code
kis
Wall Line
Roof Floor Deck
ULT (kips)
Longitude
Roof
39.72782
Deg
Google Earth
Latitude
121.87157
Deg
Google Earth
Occupancy
0
2
Table 1-1
Site Class
D
0.00
Chapter 20
Seismic Deisgn Category
0.00
D
Table 11.6-1
Mapped 0.2 sec spectral response
Ss
0.618
%g
USGS website
Mapped'I sec spectral response
S,
2276
%g
USGS website
Response Modification
R
1.5
0
Cantilever Columns -Table 12.2-1
Importance Factor
I
I
"fable 11.5-1
Strutural Height
h„
12
R
Sum (kips)
Peroid Parameter
Ct
0.02
English
Table 12.8-2
Peroid Parameter
x
0.75
English
Table 12.8-2
Long Period
Tt,
1(:
sec
Figure 22-16
Aprx. Fundamental Period
Ta
0.1289
sec
Section 12.8.2.1
Site Coefficient
Fa
1.3060
Table 11.4-1
Site Coefficient
Fv
1.8480
Table 11.4-2
• MCE Spectral Response
Sms
0.8071
Eq. 11.4-1
MCE Spectral Response
Sint
0.5100
Eq. 11.4-2 -
Design Spectral Response (0.2 Sec)
SDs
0.538
%g
Eq. 11.4-3
Design Spectral Response (1.0 Sec)
SDI
0.340
%g
Eq. 11.4-4 t
Coefficient for Upper Limit
Cu
1.400
Table 12.8-1
Deflection Amplification Factor
Cd
1.5
Table 12.2-1
Overstrength Factor
Wo
1.5
Table 12.2-1
Max Seismic Response Coeff
Cs max
1.758
Eq. 12.8-3
MinSeismic Response Coeff
Cs min
0.024
Eq. 12.8-5 .
Seismic Response Coefficient
Cs
0.359
Section 12.8.1.1
Vertical Dist Exp
k
1I
ISection 12.8.3
Vertical Distribution oJSeismic Forces
LEVEL STORY HT hi wi wi*hi^k Cvx VEQ £ VEQ Diaphragm Dia h Max Dia h Min
Roof Ili 10 2.65 27 1.00 095 0.95 0.57 0.57 0.29
0 0 0.00 0 0.00 0.00 0.95 0.00 0.00 0.00
0 0 fj.0 0 0.00 0.00 0.95 0 0.00 0.00
0 0 0 0 0.00 0.00 0.95 0 0,00 O.UO
Deck only
Story Shear (kips)
1.0
i
Area
Weight
Mass
Trib Area (11^2)
Line Shear
Line Shear
fl^2
psf
kis
Wall Line
Roof Floor Deck
ULT (kips)
W/S (kips)
Roof
0
0.00
1
379
0.95
0.67
Roof Snow
0
0.00
0.00
0.00
Floor
0
0.00
0.00
0.00
Deck
379 7
2.65
0.00
0.00
Exterior Wall
0
0.00
Ledger Connection:
Interior Wall 0 0.00
Sum (kips)
2.65
Lateral Seismic Load = 670 lbs.
Have 1/4" dia x 4-1/2" Simpson SDS Screws Capactiy = 350lb/screw
Therefore need (3) screws - connection per detail I & 2/S I OKI
i
Timber Frames
Fastener Design Capacity
Simpson SDS25600: 350 lb 16d Common 118 lbs (Single Shear Wood-toWood)
Co: 1.6 CD: 1.6
Capcity: 560 lb Capcity: 189 lb
Grid Line: Stairs Type: Knee SDS Screws
Loads Design Height to Brace Diminsions Braces Per Comp in Horz Vert Comp SDS Connection
(kips) Load (lb) Beam ft Height (ft) Length (ft) line brace lbs . Comp (lb) (lb) Screws Cap. (lbs)
Seismic
0.67 Wind 10 2.00 2.00 2 1.658 1173 1173 3 1680
Wind 670
0.000
t
cQ
A
S E Q U p 1 A Payne Deck
Payne Pg. 5
'/ ® Seam1
WOOdWOrkS E N G I N E E R I N G Sep.5,2017 09:15
-SO(M'ARr FOR WOOD DESIGN w P,
Design Check Calculation Sheet
Wood Works Sizer 10.4
Loads
Load
Type
Distribution
Pat-
Location (ftl
Magnitude
Unit
311 ..
psi
Factored:
tern
Start End
Start End
373 -
Deck DL
Dead
Full Area
5.50
Length
6.00(16.0")
psf
Deck LL
Live
Full Area
0.78
- - 1.00
40.00116.0)
P.
Self-wei ht
Dead
Full UDL
Shear : LC 02 = D+L, V = 367, V design =
2.6
if
Maximum Reactions (lbs) and Bearing Lengths (in) :
12'
Unfactored:
Analysis Value
69
Dead
61
329
Live
311 ..
psi
Factored:
-
393
Total
373 -
fb/Fb' = 0.97
Bearing:
0.32 = L/430
5.50
Length
1.50
0.78
Min re 'd
0.79
in
Deck Joist
Lumber -soft, D.Fir-L, No.2, 2x8 (1-1/2'W-1/4")
Supports: 1 - Hanger; 2 - Timber -soft Beam, D.Fir-L No.2;
Floor joist spaced at 16.0" dc; Total length: 12'; volume = 0.9 cu.ft.;
Service: wet; Lateral support: top= full, bottom= at supports; Repetitive factor: applied where permitted (refer to online help);
Analvsis vs. Allowable Stress and Deflection usina Nos 20112:
Criterion
Analysis Value
Design Value
Unit
Anal sis/Desi n
Shear
fv = 45
Fv' = 140
psi
tv/Fv = 0.32
Bending(+)
fb = 962
Fb' = 994
psi
fb/Fb' = 0.97
Live Defl'n
0.32 = L/430
0.38 = L/360
in
0.84
Total Defl'n
0.45 = L/308
0.57 = L/240
in
0.78
Additional Data:
FACTORS: F/E(psi)CD CM Ct CL CF
Cfu Cr Cfrt
Ci Cn
LCII
Fv' 180 1.00 C.97 1.00 - -
- - 1.00
0.80 1.00
2
Fb'+ 900 1.00 1.00 1.00 1.000 1.200
1.00 1.15 1.00
0.80 -
2
Fcp' 625C.67 1.00 - -
- - 1.00
1.00 -
-
E' 1.6 million 0.90 1.00 - --,
- 1.00
0.95 -
-2
Emin' 0.58 million C.90 1.00 - -
- - 1.00
0.95 -
2
CRITICAL LOAD COMBINATIONS:
Shear : LC 02 = D+L, V = 367, V design =
326 lbs
Bending(+): LC 112 = D+L, M = 1053 lbs -ft
,
Deflection: LC 02 = D+L (live)
LC H2 = D+L (total)
D=deadL=live S=snow W=wind I=impact Lr=roof live
Lc=concentrated
E=earthquake
All LC's are listed in the Analysis output
Load combinations: ASCE 7-10 / IBC 2012
CALCULATIONS:
Deflection: EI = 76.2eO6 lb -int
"Live" deflection = Deflection from all non -dead
loads (live, wind, snow...)
Total Deflection = 2.00oDead Load Deflection) +
Live Load Deflection.
Design Notes:
1. Wood Works analysis and design are in accordance with the ICC International Building Code (IBC 2012), the National Design Specification (NDS 2012), and NDS Design Supplement.
2. Please verify that the default deflection limits are appropriate for your application.
3. Sawn lumber bending members shall be laterally supported according to the provisions of NDS Clause 4.4.1.
4. FIRE RATING: Joists, wall studs, and multi -ply members are not rated for fire endurance.
SEQUOIA Payne Deck
'= 17-033 Pg.6
Beam2
Woodworks® ENGINE RING Sep.5,201709:15
-s017a1nr rox WOOD or"ce
Design Check Calculation Sheet
Wood Works Sizer 10.4
Load Type
Distribution
Pat-
Location [ft]
Magnitude
Unit
Live
1225
tern
Start End
Start End
1499
Deck DL Dead
Full Area
fv Fv' =
Bearing:
7.00(6.00')
psf
Deck LL Live
Full Area
0.81
Min re 'd
40.0016.00')
psf
Self -Wei ht Dead
Full UDL
CL/999
0.33 =
12.1
if
Maximum Reactions (Ibs) and Bearing Lengths (in) :
10'-2.5"
Unfactored:
-
274
Dead
274
1225
Live
1225
shear
Factored:
36
1499
Total
1499
fv Fv' =
Bearing:
Bendng(+)
2.75
Length
2.75
0.81
Min re 'd
0.81
0.50
Deck Beam
Timber -soft, D.Fir-L, No. 1, 6x10 (5-112"x9-114")
Supports: All -Timber-soft Column, D.Fir-L No.2
Total length: 10'-2.5'; volume = 3.6 cu.ft.; Beam and stringer;
Service: wet; Lateral support: top= at supports, bottom= at supports;
Analvsis vs. Allowable Stress and Deflection usinq Nos 2012: .
Criterion
Analysis
Value
Design
Value
Unit
Analysis Desi
n
shear
fv =
36
Fv' =
136
psi
fv Fv' =
0.26
Bendng(+)
fb =
542
Fb' =
1080
psi
fb/Fb' =
0.50
Live Defl'n
0.09 =
CL/999
0.33 =
L/360
in
0.28
Total Defl'n
0.13 =
L/892
0.49 =
L/240
in
0.27
Additional Data:
FACTORS: F/E(psi)CD CM Ct CL CF Cfu Cr Cfrt Ci Cn LC#
FV' _ 170 1.00 ' 1.00 1.00 - - - - 1.00 0.80 1.00 2 -
Fb'+1350 1.00 1.00 1.00 1.000 1.000 1.00 1.00 1.00 0.80 - 2
Fcp' 625 - 0.67 1.00 - - - - 1.00 1.00 - -
E' 1.6 million 1.00 1.00 - - - - 1.00 0.95 - 2
CRITICAL LOAD COMBINATIONS:
Shear : LC 02 = D+L, V = 1444, V design = 1207 lbs
Bending(+): LC H2 = D+L, M = 3543 lbs -ft r ,
Deflection: LC H2 = D+L (live)
LC 02 = D+L (total)
D=deadL=live S=snow W=wind I=impact Lr=roof live Lc=concentrated E=earthquake
All LC's are listed in the Analysis output
Load combinations: ASCE 7-10 / IBC 2012 _
CALCULATIONS:
Deflection: EI 580e06 lb -int
"Live" deflection = Deflection from all non -dead loads (live, wind, snow...)
Total Deflection 2.00(Dead Load Deflection) + Live Load Deflection.
Design Notes:
1. Wood Works analysis and design are in accordance with the ICC International Building Code (IBC 2012), the National Design Specification (NDS 2012), and NDS Design Supplement.
2. Please verify that the default deflection limits are appropriate for your application.
3. Sawn lumber bending members shall be laterally supported according to the provisions of NDS Clause 4.4.1.
6
r
Elmira Baptist Church
SEQUOIA
17-030
WoodworksColuml
E N G I N E E R I N G Sep. 5n 2017 09:51
sorrwMF FOR WOOD DalcY
191118 BIN
Design Check Calculation Sheet
Wood Works Sizer 10.4 -
I nadc-
Load
Type
Distribution
Pat- Location [ft)
Magnitude
23
-
Fv' = 153
Factored:
tern Start End
Start End
23
Loadl
Dead
Axial
(ECC. = 0.92)
550
init
bs
Load2
Dead
Axial
(Ecc. = 0.92")
2450
bs
Self-wei ht
Dead
Axial
Fc` = 819
72
bs
Lateral Reactions (lbs):
m
d
0'
to
Pg. 7
10'
Unfactored:
Analysis Value
Design Value
_
`3
Dead
23
-
Fv' = 153
Factored:
fv Fv' = 0.01
_
23
R ->L
psi
fb/Fb' = 0.09
41
Load comb
Fc' = 619
psi
fc/Fc' = 0.16
L- >R
23
Deck Post
Timber -soft, D.Fir-L, No.1, 6x6 (5-112"x5-1/2")
Support: Non -wood
Total length: 10'; volume = 2.1 cu.ft.; Post and timber;
Pinned base; Load face = width(b); Service: wet; Ke x Lb: 1.0 x 10.0 = 10.0 [ft]; Ke x Ld: 1.0 x 10.0 = 10.0 [fl);
Analvsis vs_ Allowable Stress and Deflection using Nos 2012:
Criterion
Analysis Value
Design Value
Unit
Anal sis/Desi n
Shear
fv = 1
Fv' = 153
psi
fv Fv' = 0.01
Bending(+)
fb = 99
Fb' = 1080
psi
fb/Fb' = 0.09
Axial
fc = 102
Fc' = 619
psi
fc/Fc' = 0.16
Combined fax
al + eccentric moment)
Eq.15.4-3 = 0.13
Axial Bearing
fc = 102
Fc` = 819
psi
fc/Fc' = 0.12
Live Defl'n
negligible
Total Defl'n
0.04 = <L/999
0.67 = L/180
in
0.06
Additional Data:
FACTORS: F/E(psi)CD CM C CL/CP CF Cfu Cr Cfrt Ci LCk
'T 170 0.90 1.00 1.00 - - - - 1.00 1.00 1
Fb'+ 1200 0.90 1.00 1.00 1.000 1.000 1.00 1.00 1.00 1.00 1
Fc' 1000 0.90 0.91 1.00 0.756 1.000 - - 1.00 1.00 1
E' 1.6 million 1.00 1.00 - - - - 1.00 1.00 1
Emin' 0.58 million 1.00 1.00 - - - - 1.00 1.00 1
Fc' 1000 0.90 0.91 1.00 - 1.000 - - 1.00 1.00 1
CRITICAL LOAD COMBINATIONS:
Shear : LC N1 = D only, V = 23, V design = 23 lbs
Bending(+); LC N1 = D only, M = 230 lbs -ft
Deflection: LC 01 = D only (total)
AxialLC 01 = D only, P = 3072 lbs
Eq.15.4-3 LC 01 = D only Fb'= 1080
FCE=1002 Pxe/S=fc(6xe/d)= 99
D --dead L=live S=snow W=wind I=impact Lr=roof live Lc=concentrated E=earthquake
All LC's are listed in the Analysis output
Load combinations: ASCE 7-10 / IBC 2012
CALCULATIONS:
Deflection: EI = 122eO6 lb -int
"Live" deflection = Deflection from all non -dead loads (live, wind, snow.:.)
Total Deflection = 2.00(Dead Load Deflection) + Live Load Deflection.
Design Notes:
1. Wood Works analysis and design are in accordance with the ICC International Building Code (IBC 2012), the National Design Specification (NDS 2012), and NDS Design Supplement.
2. Please verify that the default deflection limits are appropriate for your application.
3. Axial load eccentricity applied in direction of load face only. It is the designers responsibility to check for effect of eccentricity in the other direction.
E
i
Pg. 8
Foundation Deisgn
CBC 2016
Project:
Payne Deck
Date:
9/5/2017
Comments:
Units:
kips R feet (UNO)
Soil Bearing:
1500 psf
Concrete Strength:
2500 -psi
Temp and Shrickage Ratio
0.0018 _
Concrete stem
wall (Non -retaining): (fe' = 2500 psi)
6" wide with (1) 44 continuous at top of wall and #4 at 18" O.C. full height.
Provide #4 at 18" O.C. vertical developed by hook into footing, U.N.O.
Continuous footings: (fe' = 2500 psi)
Width
Thickness Cap (olf)
Reinforcint=
12
12 1500
(2) #4 cont.
15
12 1875
(2) #4 cont.
18
12 2250
(3) #4 cont.
24
12 3000
(3) #4 cont.
30
12 3750
(4) #4 cont.
Spread Footings:(fc'=2500
psi)
Reinforcing Reinf. Reo'd
Cat).
Connnector
Label
Size Thickness
Bar Size Ea Way
Kips
Simpson
Fl
F-0" Sq. 12
4 2.
1.5
PB
F1.5 "
1'-6" Sq. 12
4 2
3.375
PB
F2
2'4" Sq. 12
4 3
6
PB
F2.5
2'-6" Sq. 12
4 4 -
9.375
PB
F3
3'-0" Sq. 12
4 4
13.5
CB
F3.5
3'-6" Sq. 12
4 5
18.375
CB
F4
4'-0" Sq. 12
4 6
24
CB
F4.5
4'-6" Sq. 12
4 6
30.375
CB
F5
5'-0" Sq. 18
4 10 •_
37.5
CB
F5.5
5'-6" Sq. 18
4 11
45.375
CB
F6
6'-0" Sq. 18
4 12
54'
CB
F6.5
6'-6" Sq. 18
4 , 13
63.375
CB
Note: Bottom of each footing shall be at least 12" below finished grade or as per local requirements.
(Note: all loads
are in kips)
Footing ID
DL FLL
RLL SL
Wind
EQ
Total Footing Size
FTG1
0.55 2.45
3.00 F1.5
Gov'n E n
EQ 16-16 DL+FLL
Beam B2 x 2
FTG2
0.275 1.225
1.50 F1.5
Gov'n E n
EQ 16-16 DL+FLL
FTG3
0.00 F1
Gov'n E n
EQ 16-16 DL
FTG4
0.00 F1
Gov'n E n
EQ 16-16 ' DL
-
F
2016 NDS Bolt Yield Limit Analysis For Double Shear Wood -to -Wood Connections
Connection ID:
Guard Rail post 200# load at to of handrail
Loadings
Dead = 0 lbs.
Bolt Diameter =
0.500 inches
Live =
1,350 lbs.
Fyb =
45 ksi (for A307 bolt)
Snow =
0, lbs.
tm =
3.50 inches (main member)
Const. =
0 lbs.
width, m ='
3.50 inches (main member)
Seismic =
0 - lbs.,
Om =
90 degrees
Wind =
0 lbs.
Em =
1,600 ksi (main member)
Fern (parallel) =
5,600 psi (parallel)
Fern (perpendicular) =
3,158 psi (main member)
SGm =
0.50 DF -L Main Member Specific
Gravity, EWP, DF -L, HF, SP or SPF
Femo =
3,158 psi (main member)
is =
1.50 inches (side member)
width, s =
7.25 inches (side member)
Os=
0 degrees ,
Es =
1,600 ksi (side member)
Fes (parallel) =
5,600 psi (parallel)
Fes (perpendicular) =
3,158 psi (side member)
SGs =
0.50 DF -L Side Member Specific Gravity, EWP, DF -L, HF, SP or SPF
Feso =
5,600 psi (side member)
` Re =
0.5638
_
Ko =
1.2500
Q =
1.8729
CM =
0.70 Wet Service Factor
C, =
1.00 Temperature Factor .
Co
- 1.00 Geometry Factor .
Cg=
1.00 Group Action Factor
Rea =
0.563218 Member Stiffness Ratio
m =
0.867303
u =
1.010151
-
n =
2 number of fasteners in a row
S =
4 inches, Bolt Spacing (In a row)
nrm =
1 total number of rows
n101e, =
2 total number of fasteners
N.D.S. 8.3.1 Eq.'s
t
Eq 8.3-1 Z =
1,105 Ib. Mode Im
Eq 8.3-2 Z =
1,680 Ib. Mode 1,
Eq 8.3-3 Z =
865 Ib. Mode III,
Eq 8.3-4 Z =
973 Ib. Mode IV
Z'=
Z(CD;CM*Ct*CgCa)
Conn
2013 CBC & ASCE 7-10 Load Combinations:
Design Loads
Capacity
DL
RLL FLL Snow Wind
EQ
(lbs)
Cd
T(Ibs)
EQ 16-8 1
0
0.9
1087
EQ 16-9 1
I
1350
1.25
1509
EQ 16-10 I
I
0
1.'
1208
EQ 16-10. 1
I
. 0
1.25
1509
EQ 16-11 1
0.75 0.75
1012.5
1.25
1509
EQ 16-11 1
0.75. 0.75
1012.5
1.15
1389
EQ 16-12 1
1
0
1.6
1932
EQ 16-12 1
- -1
0
1.6
1932
EQ 16-12 1
0.7
0
1.6
1932
EQ 16-12 1
-0.7
0
1.6
1932
EQ 16-13 1
0.75. - 0.75 0.75
1012.5
1.6
1932
EQ 16-13 1
0.75 0.75 -0.75
1012.5
1.6
1932
EQ 16-13 1
0.75
0.525
0
1.6
1932
EQ 16-13 1
0.75 1
-0.525
0
1.6
1932
EQ 16-14 0.6
I
0
1.6
1932
' EQ 16-14 0.6
-I
0
1.6
1932
EQ 16-15 0.6
0.7
0
1.6
1932
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