HomeMy WebLinkAboutB16-0831 047-050-006D S
383 Rio Lindo Ave, Chico, CA 95926
p: (530) 592-4407 www.summitchico.com
Structural Calculations For:
Client:
Clint Moffitt, Moffitt Farms, Inc.
P ject
32' x 90' Solar Shade Structure
Address:
Bennett Road, Butte County, CA (Parcel # 047-050-006)
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RECEIVED
APR 2 2 2016
BUTTE COUNTY DDS
BUILDING ` PLANNING
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SOF CA1-SFO r� �Zb I� 1 BUTTE COUNTY DEVELOPMENT SERVICES
REVIEWED FOR
CODE CQMPLIANCE
DAT S b BY_
Note: Summit Structural Design (SSD.) is not responsible for on-site inspection to
assure compliance with the standards, sizes; materials, or workmanship specified herein.
SSD is not responsible for any structuralelement or system not, specifically noted in this
set of specification s%Calculations unless authorized in writing by SSD. Workmanship shall
be of the highest quality and in all cases shall follow accepted construction practice, the
latest edition of the California. Building Code, and local building department standards.
Summit Structural Design PROJECT: Moffitt Farnis
STRUCTURAL NOTES
1. 'GENERAL
A) ALL WORK SHALL CONFORM TO THE 2013 CBC AND ALL APPLICABLE LOCAL CODES.
B) THE ENGINEER (SUMMIT STRUCTURAL DESIGN) IS RESPONSIBLE FOR THE STRUCTURAL ITEMS IN THE PLANS ONLY.
THE GENERAL CONTRACTOR SHALL VERIFY THAT ALL CONSTRUCTION IS IN FULL AGREEMENT WITH THE LATEST,
BUILDING DEPARTMENT APPROVED, STRUCTURAL DRAWINGS. SHOULD ANY CHANGES BE MADE FROM THE DESIGN
AS SPECIFIED IN THESE CALCULATIONS WITHOUT THE WRITTEN APPROVAL FROM THE ENGINEER, THEN THE
ENGINEER WILL ASSUME NO RESPONSIBILITY FOR ANY ELEMENT OR SYSTEM OF THE STRUCTURE.
C) THE DRAWINGS AND CALCULATIONS REPRESENT THE FINISHED STRUCTURE, AND, UNLESS SPECIFICALLY NOTED
OTHERWISE, DO NOT SHOW THE METHOD OF CONSTRUCTION, THE CONTRACTOR IS RESPONSIBLE FOR THE METHOD
OF CONSTRUCTION, AND SHALL PROVIDE ALL MEASURES NECESSARY TO PROTECT THE PUBLIC, CONSTRUCTION
WORKERS, AND THE STRUCTURE DURING CONSTRUCTION. SUCH MEASURES SHALL INCLUDE FORMING, SHORING,
BRACING, SCAFFOLDING, ETC.
D) IF A PARTICULAR FEATURE OF CONSTRUCTION IS NOT FULLY SHOWN ON THE DRAWINGS OR IN THE CALCULATIONS,
THEN IT SHALL BE CONSTRUCTED IN THE SAME CHARACTER AS SIMILAR CONDITIONS THAT ARE SHOWN ON. THE
DESIGN DOCUMENTS.
E) ANY CONDITIONS NOTED AS EXISTING MUST BE FIELD VERIFIED BY THE CONTRACTOR, AND ANY DISCREPANCIES
MUST BE BROUGHTTO THE ATTENTION OF THE ENGINEER WITHOUT PROCEEDING WITH CONSTRUCTION PRIOR TO
THE REVIEW OF THE ENGINEER.
F) ALL WATER PROOFING AND FLASHING (ROOFS, FOUNDATIONS, GARAGE FLOORS, ETC...) IS THE RESPONSIBILITY OF
THE CONTRACTOR OR OWNER,
G) SPECIAL INSPECTION: SPECIAL INSPECTION PER SECTION 1701 OF THE CBC SHALL BE PROVIDED FOR THE
FOLLOWING TYPES OF CONSTRUCTION:
WELDING OF STRUCTURAL OR REINFORCING STEEL
THE SPECIAL INSPECTOR SHALL BE ACCEPTABLE TO THE STRUCTURAL ENGINEER AND BUILDING DEPARTMENT, SHALL
BE ICBO QUALIFIED, AND THEIR EXPERIENCE SHALL BE COMMENSURATE WITH THIS TYPE OF PROJECT.
2. SITE WORK / FOUNDATIONS
A) ASSUMED MAXIMUM SOIL BEARING = 1,500 PSF PER CBC TABLE 1804.2.
B) BUILDING SITE IS ASSUMED TO BE DRAINED AND FREE OF CLAY OR EXPANSIVE SOIL. ENGINEER HAS NOT MADE A
GEOTECHNICAL REVIEW OF SITE, ANY OTHER CONDITIONS ENCOUNTERED MUST BE BROUGHT TO THE ATTENTION OF
THE ENGINEER.
C) THESE CALCULATIONS ASSUME STABLE, UNDISTURBED SOILS AND LEVEL OR STEPPED FOOTINGS. ANY OTHER
CONDITIONS SHOULD BE BROUGHT TO THE ATTENTION OF THE ENGINEER PRIOR TO THE CONSTRUCTION OF THE
FOUNDATIONS.
D) ALL FOOTINGS INCLUDING RETAINING WALL FOOTINGS, SPREAD FOOTINGS, WALL FOOTINGS, AND GRADE BEAMS
SHALL BEAR ON UNDISTURBED SOIL WITH A FOOTING DEPTH BELOW FROSTLINE.
E) BOTTOM OF ALL FOUNDATION TRENCHES SHALL BE CLEAN AND LEVEL.
F) ALL FINISHED GRADE SHALL SLOPE AT A MINIMUM SLOPE OF 5% AWAY FROM ALL FOUNDATIONS A MINIMUM OF 10
FEET HORIZONTAL.
G) FOUNDATIONS SHALL NOT BE SCALED FROM PLAN OR DETAIL DRAWINGS.
H) FILL MATERIAL SHALL BE FREE FROM DEBRIS, VEGETATION, AND OTHER FOREIGN SUBSTANCES, AND SHALL BE
COMPACTED A MINIMUM OF 90%.
1) USE 4" DIAMETER PERFORATED PIPE SUB -DRAIN BEHIND ALL RETAINING WALLS. SLOPE PIPE TO DRAIN TO DAYLIGHT.
J) FOR FOOTINGS PLACED ON OR ADJACENT TO SLOPES, A GEOTECHNICAL ENGINEER MUST APPROVE FOOTING
PLACEMENTS IN VIOLATION OF FIGURE 1808.7.1 OF THE 2013 CBC. THIS ENGINEER SHALL NOT BE LIABLE FOR ANY
FOUNDATION NOT IN STRICT CONFORMANCE TO SECTION 1808 OF THE 2013 CBC.
4. CONCRETE / REINFORCING
A) CONCRETE SHALL HAVE A MINIMUM 28 DAY STRENGTH OF 3,000 PSI U.N.O. (DESIGNED FOR 2,500 PSI).
C) ALL CEMENT USED SHALL CONFORM TO ASTM C-150 AND SHALL BE TYPE II OR TYPE III LOW ALKALI.
D) AGGREGATE SHALL CONFORM TO ASTM C-33 AND SHALL NOT CONTAIN MATERIALS THAT ARE ALKALI REACTIVE AS
DETERMINED BY ASTM C-227, 289, AND 295. IF TEST DATA IS UNAVAILABLE IN REGARDS TO ALKALI REACTIVE
MATERIALS, PROVIDE CEMENT WITH A MAXIMUM ALKALI CONTENT LESS THAN 0.45% BY WEIGHT.
7,
Summit Structural Design PROJECT: Moffitt Farms
E) CONCRETE EXPOSED TO FREEZING OR THAWING SHALL BE PROTECTED IN ACCORDANCE TO THE LATEST EDITION OF
ACI 318.
F) SLABS ON GRADE SHALL BE PER THE CONTRACTOR. SUMMIT STRUCTURAL DESIGN RECOMMENDS THE FOLLOWING
AS A SUITABLE SLAB -ON -GRADE: AT GARAGE SLABS, USE 4" THICK S.O.G. WITH #3 BARS AT 15" O.C. EACH WAY
ABOVE MID -DEPTH OF SLAB OVER 2"SAND, OVER MOISTURE BARRIER, OVER, -4" AGGREGATE BASE. USE 3-1/2" SLAB
WITH #3 AT 15" E.W. ABOVE MID -DEPTH OF SLAB, OR 6X6 WWF ABOVE MID -DEPTH OF SLAB WITH SAME SUB-SLAB-
BUILDUP
UB-SLABBUILDUP AT ALL OTHER AREAS,
G) SAW -CUT TOP W OF SLAB FOR CRACK CONTROL AT INTERVALS NOT TO EXCEED 16'-0" WHERE SLAB IS REINFORCED,
SAW CUT AT INTERVALS NOT TO EXCEED 7'-0" WHERE SLAB IS UN -REINFORCED.
I) REINFORCEMENT COVER SHALL BE AS FOLLOWS:
CONCRETE CAST AGAINST AND PERMANENTLY EXPOSED TO SOIL: 3"
CONCRETE WITH SOIL OR WEATHER EXPOSURE: #5 BARS AND SMALLER: 1 %:"
#6 BARS AND LARGER: 2"
CONCRETE WITHOUT SOIL OR WEATHER EXPOSURE: %"
J) REINFORCEMENT SHALL BE GRADE 60 PER ASTM A615 U.N.O. LAP BOTTOM BARS 60 BAR DIAMETERS U.N.O. AND
LAP TOP BARS, PLACED ABOVE 12" OF CONCRETE OR MORE, 80 BAR DIAMETERS U.N.O.
K) #5 AND LARGER REBAR SHALL NOT BE RE-BENT.
L) ALL REINFORCING STEEL AND ANCHOR BOLTS SHALL BE ACCURATELY LOCATED AND ADEQUATELY SECURED IN
POSITION BEFORE AND DURING CONCRETE PLACEMENT.
S. METAL FRAMING
A) ALL METAL FRAMING SHALL BE DETAILED, FABRICATED AND ERECTED IN ACCORDANCE WITH THE LATEST EDITION OF
THE AMERICAN IRON AND STEEL INSTITUTES "SPECIFICATION FOR THE DESIGN OF COLD -FORMED STEEL STRUCTURAL
MEMBERS."
MATERIALS:
A) GALVANIZED STEEL SHALL MEETTHE MINIMUM REQUIREMENTS OF ASTM A446 GRADE D FY=50 KSI).FOR 12, 14 AND
'16 GAGE, AND ASTM A446 GRADE A (FY=33KSI) FOR 18 GAGE AND LIGHTER.
B) METAL FRAMING SHALL BE OF THE TYPE, SIZE AND GAGE AS SHOWN ON THE PLANS AND SHALL NOT BE PUNCHED
UNLESS SPECIFICALLY NOTED ON PLAN,
C) ACCESSORIES: PROVIDE ALL ACCESSORIES INCLUDING, BUT NOT LIMITED TO TRACKS, CLIPS, BRIDGING, BLOCKING,
STIFFENERS, FASTENERS, ANCHORS, RESILIENT CHANNELS AND OTHER ITEMS REQUIRED FOR A COMPLETE AND
PROPER INSTALLATION.
D) CONNECTIONS: ALL FASTENING OF COMPONENTSSHALL BE WITH SELF -DRILLING SCREWS OR WELDING AS SHOWN
'ON THE STRUCTURAL DRAWINGS. ALL WELDS OF GALVANIZED STEEL SHALL BE TOUCHED UP WITH ZINC -RICH PAINT.
E) WELDING ELECTRODES: SHALL BE E60XX FOR 18 GAGE AND LIGHTER AND E70XX FOR 16 GAGE AND HEAVIER.
FABRICATION:
A) TYPICAL DETAILS: FOR METAL FRAMING DETAILS, SEE SHEET S3.
B) WELDING: ALL WELDING TO BE PERFORMED BY CERTIFIED LIGHT GAGE WELDERS, CERTIFIED FOR ALL APPROPRIATC
DIRECTION, PER THE LATEST EDITION OF AWS D1.2.
INSTALLATION:
A) DELIVERY: ALL. METAL FRAMING ELEMENTS SHALL BE DELIVERED TO THE JOB SITE FREE OF DISTORTIONS OR DAMAGE
OF ANY KIND.
B) BRACING: TEMPORARY BRACING SHALL BE DESIGNED AND PROVIDED. BY THE CONTRACTOR AS REQUIRED UNTIL
ERECTION IS -COMPLETED.
7. STEEL
7.1 STRUCTURAL STEEL
A.) STRUCTURAL STEEL: ROLLED STEEL SHAPES, PLATES, AND BARS SHALL CONFORM TO ASTM A-36.
WIDE FLANGE SHAPES SHALL CONFORM TO ASTM A-992.
B.) STRUCTURAL TUBES: STRUCTURAL TUBES SHALL CONFORM TO ASTM A-500 GRADE B.
C.) ALL WELDING SHALL BE ELECTRIC ARC WELDING, AND.SHALL BE PERFORMED ONLY BY EXPERIENCED,,
QUALIFIED WELDERS.
ELECTRODES SHALL BE E60 XX FOR, METAL DECK AND E70 XX OTHERWISE, UNLESS SPECIFICALLY NOTED
OTHERWISE. WELDING SHALL CONFORM TO AWS D1.1.
D.) UNSPECIFIED WELDS: WELDS NOT SPECIFIED SHALL BE CONTINUOUS FILLET WELDS. WELD SIZE SHALL BE PER AISC
SPECIFICATIONS FOR THE THICKER PART OF THE JOINT.
E.) ALL STEEL SHALL BE SHOP PAINTED, UNLESS ENCASED IN CONCRETE, GROUTED MASONRY, OR SPRAYED
FIREPROOFING, UNLESS SPECIFICALLY NOTED ON THE DRAWINGS.
Summit Structural Design PROJECT• Moffitt Farms
F.) BOLTS AND LAG SCREWS: BOLTS AND LAG SCREWS SHALL BE ASTM A-307 U.N.O. AND PROVIDED NEW AND
WITHOUT EXCESSIVE RUST.
9. DESIGN LOADS
A) ALL DESIGN LOADS ARE PER CBC CHAPTER 16, DIVISIONS I, II, III, AND IV U.N.D.
B) ROOF LIVE LOAD: 20 PSF
C) SEISMIC ZONE: D
D) WIND SPEED: 110 MPH EXP C
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NOTE:
PRIOR TO CONSTRUCTION AND
ORDERING MATERIALS CONTRACTOR
SHALL VERIFY ALL DIMENSIONS
SHOWN AND COORDINATE ALL
I E DIMENSIONS WITH SITE CONDITIONS.,
CONTACT SUMMIT STRUCTURAL
DESIGN WITH ANY DISCREPANCIES.
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PRIOR TO CONSTRUCTION AND
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CONTACT SUMMIT STRUCTURAL
DESIGN WITH ANY DISCREPANCIES.
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27'-6"
NOTE: CORROSION PROTECTION, FLASHING, WATERPROOFING,
WEATHER PROTECTION, AND DRAINAGE BY OTHERS:
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Summit Structural Design
Project: Moffitt Farms
Engineer: RKB
Design of : Gravity Loads
Gravity Loads:
Roof Slope= 1 to .12
Roof Dead Load Solar Equipment 3.0 psf
Framing 3.6 psf
Misc. 1.0 psf
Total, (sloped) 7.6 psf
Total (horiz) 7.6 psf
Summit Structural Design
,Project: Moffitt Farms
Engineer: RKB
Design of: Seismic Mass and Seismic Load Development
Area (ft2) Weight (Ibs)
Roof, 2880 21936
Height (ft) Length (ft) Weight (Ibs)
Walls(ext) 0
Walls(int) 0
Tota! 21936
Roof Area (ft2) Ultimate Working Stress
2880 5959 4257
Roof
Trib Line Shear (Ibs) Shear (Ibs)
Wall Line Area (ft') Working Stress rho Total
2 912 1348 1.30 1752
+ 'U ®esig.n ,,Maps Suimrviary Report
' User -S pecified,Inputi
-,Building Code, Reference Document'2012 International Building
-' which utilizes USGS`haxard:data available in 2008
SiteCoordinates- 39.8201N, 122.03°W
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i a ";r,ir .u3. i • i'H"�i !:K:�.,J +;ry�+,,tt? { ;-� Z•..
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xi E i syr 1 nk f{tl.rlh .
c'vyy�i=K� 1� r�� . `a+{�9),t �?�i:����r1it `''� ;".?ik :�,f r iXy�� s= ,�'4 �a•�,ry �n u,k .,}� ,ii_ ;7:•rr::-,.�.�
`rr( +Y� ka ��,,�,,'tMk-'F" i h`� a S :'w'C }�t" w��',:� t}'i 4i' ."'',a i• :`j 'i �u:%i``, s `ix: rs? • '`
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t4��tta i tri t 1 7 r}}s r) s � .11 Vic:
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r::d-5!.t•:s .�v,..r=x..x ru'Sv.: }� y '�T'r. s v Y ' ,;,i'?t e aca. n 'r
,;.—»•,>+' x} a.,'i
KIM Ayy.: q "''lt:h$ to s,. 4`r ' I"i�""„t :�. .. ?.1.4 •vr,,•'r {ti. l •Sa. ,
t. x.5 ^�"tiv' v r :f M.
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r! 34' a?i
,.
rtffi T,} Z"4'j ra.. .w* `� •ra fi ;6,z Lx�r..c. �`qr 't:S.•^1. Tj'�11.+', 1r liitx' PROW..."* �'•�' IF4 „I
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T tr e• "1' x'.`? ' ,� S -u"-� 1>"+tT"�� '�' �, "��i .,l •i• i Zi 'Y� 4 1:�aN' ��Ij�� �•t�::
��. `` ��` ...�• ` .� ; �';. Y.. �..: '" '�t�5't'r{tiii ; z- �'Sc�-a,. ' s -i;.,? ... ' y"} . �'6?��„ 'y,���r,.c�'++� _ t h �rs+i`1 �,i1�p��•'��Y I t.Oy:. •;rs::f,` r ^� 11
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,.f'��.{S��W1a�i;R,.cr...,i�rilr�l c-..td.,.«.1I.ak�t,xin
USGS- Progided .011atput
71
i Ss 0 62$ g Sras - 0 815 g, Jt S°s y 01543
a
S1 = '0.286, g SM1 0.522F9 Soi — 0.348
y For information on how' theSSand S1'values above have been. calculated from p.robablllstic (risk=targeted) and :
},'deterministic,ground -motions in the direction 'oIF maximum horizontal response,•please:return to the applicationand
select,the "2,009 NEHRP";building code reference document.
MCER Resporns-e Spectrum Design Respans`e.'Spectruini
0 GO
s .0:91 � �� nr� - t`• :� !�
0.54:—� � _• _. - � .
0:7 Y� y' 0.48 - z
.0,
3
0:54 rW '� J r y Ci 0.3fr i
0 ¢5 i�
# : V]
v y ►,
.0.27
��. �� 0.19 � � � c �0:12 •; a � �. i *t;" - ...
0. OG r '
L0:00 0 00 I I I—i--- F—
0.00 0.20 0.40 0-50* 0:80 1.00'1:20 1.50+ 1 G0, 1, 80 2.000.00 0 2.0 O:40 0:50 MP 1.00 '1.20 1.40 l:(i0, 1.80 2:90
"Period' T:(sec)
Period, T.(S.ee) J
'Although this Inf6mia.6on s a product of_the U.S, Geological Sur.Vey, We provide*no wa"rrantyr expressed or m'Oi}ed <jIs to,thc
r accuracy of the data'contained :therein ,This tool is not ;:'substitute for techillca.l sub)eetmatter knowledge. r
', !
10
Summit Structural Design
Project: Moffitt Farms ,
Engineer: RKB
Design of : Seismic Load Development (ASCE 1-10)
Seismic Design Category D
Ss 0.628 Mapped 0.2 sec spectral response Occupancy 2
S1 0.286 Mapped 1 sec spectral response I 1
Site Class p y,,. . In accordance with Ch 20. TL 16,
Sms, 0.815Site Coef, T 11.4-1
•Sm1 0:522 Site Coef, T 11.4-2
SDS 0.54 Design Spectral Response (0.2 Sec) t
SD1 0.35 Design Spectral Response (1,0 S,ec) s
_.. �.. _..._ _.....
System j Cantilever Columns
n,
R. 2 Omega 2 Cd 2, Ht Limit 35
Cs 0..27 12.8-2 Max Cs 0.69 Min Cs 0.02 (.01 outside of S1)
Ct 0.028 x 0.8
Ta 0.25 Cu 1.4 Max T 0.35 No limit for drift
Use T 0.25 Alt Ss 0.628 Ss may be 1.5 if 5 stories and regular
V= 0.272 *W Height to Roof (hn) = 15,5. ft
V= 6.0 k Vert Dist Exp. (k) 1
Level
Story Ht. (ft)
hi (ft)
wi (kips)
(wi*hi) (kip -ft)
cvx
Veq (kips)
S VEQ (kips)
aDiaph. (kips)
ROOF
15.5
15.5
21.9
340
1.00
5.96
6
5
30th
0
0
0
0
0.00
0.0
6
_
6th
0
0
0
0
0.00
0.0
6
_
5th
0
0
0,
0
0.00:
0.0
6
4th
0
0
0
0
0.00
0.0
6
_
3rd
0
0
0'
0
0:00
0.0
6
2nd
0
0
0
0
0.00
10.0
6
_
:1st
0
0
0
0
0.00
0.0
6
y
Summit Structural Design
Project: Moffitt Farms
Engineer: RKB
Design of : Wind Load Development for Open/Pitched Bldg (ASCE 7-10) _
Design Wind Loads on Open Monoslope Bldg: F=ghGCNA.(lbs) ,
Determination of q,, Velocity Pressure
Structure Type
qh=0.00256K,K„KdV2.(LCF)=
13.43
psf
Z=
16.50
Height Above Ground Level, ft
K,=.
0.85
Calculated Velocity Pressure Coefficient
Kit= .
•"
1.0
Topographic Factor (1.0 for Flat Terrain)
Kd=•
0.85
Wind Directionality Factor "
V=
110
Ba"sic Wind Speed, mph
.LCF=
0.60
Load Combination Factor
Determination of G, Gust Factor
3.4
4.76
G=
0.85
-0.50
h=: 1"6.5Structure Height., ft
u
FYrincra=. f U!i'nA Fvnneurn
Wind Directionality Factor, Kd (Table 26.6-1)
Structure Type
K,,
_
Buildings,MWFRS
0.85
Buildings, CC
0.85
Arched Roofs
0.85
Square Chimneys, Tanks, & Sim.
0.90
Hexag.'Chimneys, Tanks, & Sim.
0.95,
Round Chimneys, Tanks, & Sim.
0.95
Solid Signs
0.85
Open Signs & Lattice Framework
0.85
Tri, Sq, Rect. Trussed Towers
0.85
All Other Trussed Towers
0.95
Terrain Exposure Constants (Table 26.9-1, Modified)
Exposure
a
z (ft) a bar b bar c I (ft)
a bar
z.bar (ft)
g =g„
B
7.0
1200 0:25 0'.45 0.30 320
0.33
30�
3.4
C
9.5
900 015 0.65 0.20 500
0.20
15
3.4
D
11.5
700 0.11 0.80 0.15 650
0.125
_
9.9
3.4
Determination of CN, Force Coefficient
Clear Wind
Flow
Obstructed Wind Flow
Clear Wind
Flow
Obstructed
Wind Flow
Roof Slope (degrees)
CNW
CNL
CNW
CNL
CNW
CNL
CNW
CNL
4.76
1.20
0.30
-0.50
=1.20
1.20
0.30
-0.50
-1.20
4:10
-0.10
-1.10
-0.60
-1.10
-0.10
1:10
-0.60
Array Area/Post (ft)
.456.00
Determination of Net Force
CNW
CNL
CNW
CNL
CNW
CNL
CNW
CNL
Load Case A (lbs)
6246
1561
-2602
-.6246
6246
1561
-2602
-62,+6
Load -Case B (lbs) -
-5725
-520
-5725
-3123
-5725
-520
-5725
-312.3
Main Wind Force Resisting System - Part I
Figure 27.4-4 1 Net Pressure Coefficient,
Open Buildings
L
0.5 L f' 0,5 L -
CNw
Wind CNL
Direction
8
Y=00h_
MINIMUM DESIGN LOADS
0,25 5 "5 1,0
NTonoslope Free Roofs
6:9 450,,y = 00, 1800
L
0,5 L 0.5 L
I\ CNL
:..CNW
h
Wind
Direction
Y = 180°
Roof
Angle
0
Load
Case
Wind Direction = 00
Clear Wind Flow Obstructed Wind Flow
CNW CNL CMV CNL
Wind Direction, y = 1800
Clear Wind Flow Obstructed Wind Flow
CM CNL CNW
00
A
1.2
0.3
-0.5
-1.2
1.2
0.3
•0.5
_CNL
•1.2
B
-1.1
-0.1
-1,1
46
•1,1
-0,1
-1.1
-0,6
7,50
A
-0.6.
-1.
=l
•1.5
0.9
1.5
42
-1,2
B
-1,4
0
-1.7
•0.8
1.6
1 0,3
0.8
-0,3
150
A
•0,0
-1.3
-1.1
13
1.6
0.4
-1.1
B
-1.9
0
-2.1
-0.6
1.8
0,6
1,2
-0.3
22,50
A
-1.5
-1.6
-1.5
71.7
1.7
1.8
0.5
-1
B
-2,4
•0.3
•2.3
49
2,2
0.7
1.3
0!
300
A
-1.8
-1.8
•1.5
-1,8
2,1
2.1
0.6
-1
B
-2,5
45
-2.3 ,
-1.1
2,6
1
1.6
0.1
37.50
A.
-1.8
-1.8
-1.5
-1.8
2.1
2.2
0,7
-0.9
B
-2.4
-0.6
-2,2
•111
2.7
1..•1
1,9
0.3
450
A
-1,6
•1.8
-1.3
•1.8
2.2
2.5
0.8
-0.9
B
-2.3
-017
-1,9
-1.2
2.6
1.4
2.1
0.4
Notes:
1. CNw and CNL denote net pressures (contributions from top and bottom surfaces) for windward and leeward half of
roofsurfaces,respectively,
2. Clear wind flow denotes relatively unobstructed wind flow with blockage less than or equal to 50%. Obstructed
wind flow.denotes objects bolow.roof inhibiting wind flow (>50% blockage).
3. For values of 0 between 7,5° and 45,,°; linear interpolation is permitted. For values of 0 less than 7,5°, use load
coefficients for 01.
4. Plus and minus signs signify pressures acting towards and away from -the top roof'surface, respectively.
5. All load eases shown for each roof angle shall be Investigated.
6. Notation:
L : horizontal dimension of roof, measured in the along wind direction, A. (in)
h : mean roof height, ft. (in)
Y : direction of wind, degrees
0 : angle of piano of roof from horizontal, degrees
267
Sid
44
27'-6" � 1
13
a
d,
r�
�1
m
0
ca
N
1 '�
E
7
•
U_
r
tlD
V.
�• I
I
E
Summit Structural Design
Project: Moffitt Farms
Engineer: RK8
Desien bf - Base Lnnds MWFRS
Al. Location From Base
Net toads
Vertical Load Load (Itis) x (h). x (ft)
Vertical load (lbs) Moment (ft -lbs)
Moment (ft -lbs)
Dead '6946 13.75 13.75
6946 95513
95513
Wind 6224 5.50 22,00
6224 34233
136931
Wind 1556 22.00 5.50"
1556 34233
8s58
Location From Base Not Loads
Horizontal Load Load (lbs) y (h) Horizontal Load (lbs) Moment (ft -lbs) '
Wind •518 '17.06 -sm - •883.1
Wind -130 15:75 •130 •2041
OIstance.From A to B t 27.50
Load Combinations Vertical Load lbs Horizontal Load lbs
A: D+W 9158 •646
Ai 0.6D+W 7769
B: D.W 5568
8: 0.60+W 4179
AZ Location From Base Not Loads.
Vertical Load Load (lbs) x (ft) x.(@) Vertical Load Otis) Moment (ft -lbs) (Moment (ft -lbs)
Dead '6946 13.75 13.75 6946 95513 95513 ,
Wind -2593 5.50 22.00 .2593 -14264 •571755 '
Wind •6224 22.00 5.50 •6224 •136931 34233
Location From Base Not Loads
Horizontal Load Load (lbs), y (h) Horizontal Load (lbs) Moment (ft -lbs)
Wind 216 17.00 216 3671 s.
Wind 518 11:75 S78 8163
Dlstonre From A to 8 t 27.50 - -
Load Combinations - Vertical Load lbs Horizontal Load lbs
A: D.W -277 734
A: 0.60+1V -1666
B: D+W •.1594'
8:0.60+W •2984
A3 Location; From Base Net Loads
Vortical load Load (lbs) x k x (ft) Vertical Load (lbs) Moment (h -lbs) Moment (ft -lbs) -
Dead 6946 13.75 13.75 6946 95513 95513
Wind 155G 5.50 22.00 1556 8558 34233
Wind - 6224 22.00 5.50 6224 136931 34233
• Location From BaseNat Loads "
Horizontal Load Load (lbs) y (h) , Horizontal Load (lbs) Moment (It•lbs) "
Wind =130 17.00 -130 2203
Wind •518 15.75 '•518 •8163
Distance From A to B s 27.50
Load Combinations Vertical Load lbs Horizontal load lbs
A: D+W 6340 -648 _
A: 0.60+W 4950 -
' B: D.W 8387
8: 0.6D.W 6997
• • a
A4 Location From Base Netloads
Versical. Load load (lbs) .x (h) x (it) 'Vertical Load (lbs) Moment (ft -lbs) Moment (h -lbs)
Dead ,6946 13.75 13.75 6946 95513 95513' -
Wind •6224' S'.s0 22.00 .-6224 -34233 -136931
Wind -2593 22.00 -5.50 -2593 -57055 -14264
Location From Bas a Not Loads -
Horizontal Load Load (lbs) y (ft) Horizontal Load (lbs) Moment (ft -lbs)
Wind S18 17.00 518 6811
Wind 216 15:75 216 3401
Distance From A to B t 27.50
Load Combinations Vertical Load Itis Horizontal Load 11hil
A: D+W -2469 734
A: D6D.W •3858 `
8: D+W 598
8:0.60+W ,792
Summit Structural Design
Project: Moffitt FOlris
Engineer: RK8
Design of: Base Loads, MWFRS
Bl
i
Location From Site
Net Loads
Vertical Load Load (Ib; a (ft) x ((t)
Venial Load (lbs) Moment (ft -lbs)
Moment (It•lbs)
Dead 6946 13.75 13.75
6946 95513
95513
Wind •5705 5.50 22.00
•5705 41380
•115520
'
Wind •519 22.00 $.SO
•519 •11011
-•2853
Location From Base Net loads
Horizontal load Load (lbs.. 9(It) Horizontal Lead (lbs) Moment (It•lbs)
• Wind 475 17.00 '475 8077
Wind .43 15.75 43 680
0111ance From A to B 1 27.50
Load Combinations Ver1i 3Load lbs Hcritomol Load lbs
A; D}w •1513 518
A: 0.60.W •1903
81 Dew - .1236
8: 0.6DaW 846
B2 Location From Base Net Loads
Vertical Load Load(Ibs x(11) x(H) Vertical Load(Ibs) Moment(It•lbs) Moment (ft -lbs)
Dead 6946 1335 13.75 6946 95513 95513
Wind •5705 5.50 12.00 •5705 .31380 -125570
sllnd •3112 I2.00 5.50 •3112 •68465 •17126
Locatlon From Base Net Load,.
No,( ... W Load Load (lb,' 9(Ft) Herixontal Load(lb,) Moment (ft•Ibsl
Wind 475 17.00 475 8077
Wind 259 15.75 259 4081
Durance From A to 8 1 27.50 ~
Load Combinatiom VortlG I Load lbs Horizontal Load lbs
A: D.W • 2156 734
A: 0.60eW ..3545
8:NW :285 3
8: 0.60.w ties
B3
Location From Base Net Loads•.
Vertical Load Load(lb.1 a(it) x(ft) Venlal Load (11H) Moment (ft -lbs) Moment(f1•lbs)
Dead- 6946 13.75 13.75 6946 95513 95513
Wind •519 5.50 22.00 •519 .2853 •11411
Wind •5705 22.00 5.50 -5705 •125520 •31380
a
^ location From Base Net Loads
Horizontal Load Load(lbs). Ylit) Horizontal Load(Ibs) Momant(fl•lbs)
Wind 43 17.00 43' 734
Wind 475 15.75 _475 7483
Distance From A to r 27.50
Load Combinations Vartla9 Loaf Ihs horizontal Load lbs
A: DsW 1618 518
A: 0.601W ,229
8: DeW X96
8: 0.6D*W •;2285 a
E14 Location From Basa Net Loads
Vertical load Load(Ibs) x(h) x(it) Vertical Load(Ibs) Momentilt-lbs) Moment(it•lbs)
Dead 6946 13.75 13.75 6946 95513 95513
Wind •3112 5.50. 22.00 •3112 47116 •68465
Wind •5705 22.00 5.50 •5705 •115520 •31380
Location From 8as4 Net Loads
Horizontal Load' Load(lbs). y 0 Horizontal Lead (lb,), Moment((t•lbs)
Wind 259 17.00 259 4405
Wind 475 15.75 475 7483
Div-, From A toe 1) 27.50
Load Combinations Venial load Ihs Ilorhontal Load lbs
A: D.W 2590 7;q
A: 0.60.W 4979
8: DeW •1281 t
8: 0.6DeW •1671 _
12
i
Summit Structural Design
Project: Moffitt Farms
Engineer: RKB
Design of : [lost Load Distribution
Wind
Seismic
Combined Post Load (for Pair)=
734
lbs
Combined Post Load (for Pair)=
1752
lbs
Post 1:
Post 1;
h1=
13
ft
h1=
13
ft
E1=
2900000.0
psi
E1=
29000000
psi
11=
28:6
in'
11=
28.6
in
Post 2:
Post 2:
hz=
15.25
ft
h2=
15.25
ft
E2=
29000000
psi
E2=
29000000
psi
12=
39.5
in
12=
39.5
in°
Loads:
Loads:
Post 1=
396
lbs
Post 1=
.944 .
lbs
Post 2=
339
lbs
Post 2=
808
lbs
Summit Structural Design
Project: Moffitt Farms
Engineer: RKB
Design of: Foundations
Allowable Soil Bearing: 1500 psf
Concrete Compressive Strength: 2500 psi
11
Summit Structural Design
Project: Moffitt Farms
Engineer: RKB
Design of : Post Foundations, Nonconstrained (IBC 2012)
Embed Depth, d=
4.02
ft.
A=
0:73
b=
9:2
ft.
Diameter of round post or diagonal dimension of square post.
d=
4.25
ft.
Depth of embedment, but < 12' for purpose of computing lateral pressure.
h=
16,8
ft.
Height of applied load..
P=
808
lbs.
Applied load.
S1=
283
psf
Allow. lateral bearing pressure based on 1/3 of embed depth.
Embed Depth, d=
.4.11
ft.
A=
0.85
b=
9.2
ft.
Diameter of round post or diagonal dimension of square post.
d=
4.3
ft.
Depth of embedment, but < 12' for purpose.of computing lateral pressure.
h=
14,5
ft.
Height of applied load.
P=
944
lbs.
Applied load.
S1=
283
psf
Allow.. lateral bearing pressure based on 1/3 of embed depth.
���a �o ria ; p � 0.�s (�-a � t, r � � ► �, . i k
t;
����� �.Sz�►Sao��€ 'ti �� I�.1� ate,
�i = • X016 �
i`�
Summit Structural Design
Project: Moffitt Farms
Engineer: RKB
Design of: Post Foundations, Nonconstrained (IBC 2012) — rl�
Embed Depth, d=
3.50 ft.
A= 0.56
b= 7:8
ft.
Diameter of round post or diagonal dimension of square post.
d= 3.75
ft.
Depth of embedment, but < 12' for purpose of computing lateral pressure.
h= 16.8
ft.
Height of applied load.
P= 469.
lbs.
Applied load.
S1= 250
psf
Allow. lateral bearing pressure based on 1/3 of embed depth.
Embed Depth, d=
3.57 ft.
A= 0.66
b= 7.8
ft.
Diameter of round post or diagonal dimension of square post.
d= 3.8
It.
Depth of embedment, but < 12' for purpose of computing lateral pressure.
h= 14.5
ft.
Height of applied load..
P= 548
lbs.
Applied load.
51= 250
psf
Allow.. lateral bearing pressure based on 1/3 of embed depth.
pip
Anchor DesignerTM
ko",
Software
4
Version :2.3:5365.10'
.Company:. Date:
4/2$/2016'
Engineer.., Page:
'•114 -
Project:_ x 4
Address:
Phone: Y
,r
,
._ _
.......
1.Pro ect
information,..� ►, , � " `•
„z
x , Customer company: ProjecCdescnpUon: 4 '
Customer contact name: Location:. '
�.<
Customer e-mail: r
Ck ' e
Fastening' description
oinmen`
' 2., Input Data & Anchor Parameters
.k„ ..
- Base'Matenal 4 Y s
General + / 1 .i=
Design methddACI 318-08 A Concrete: Normal=weighl>
Units: Im enaf units y '
t Concrete thickness, h (inch): 21 00'
Slate: Cracked'
Anchor Information, -
• -• _ Compressive strength f� (psi): 25.00a �•.
r Anchor type: Casi'in place' 4�o;v: 1:0
Material: AB Reinforcement condition BIbiti'on,;B shear., ;.
r Diameter(inch) 1'125 Supplemental' reinfo�cemenLNotapplicable {
_Effective.Embedrrient depth;; he (inch) 24:00.0 Do not evaluate concrete breakout intension>°No
Anchor category: `` Do not, evaluate concrete breakout in-,shear;'No •
-Anchor ductility: Yes r. Ignore,6do requlrement.No. .$ +
hmt„ (inch): '6.5p . > y Build up'grout pad: Yes. u
Cnin (inch): 5 _
Smm'(inch)t 6.75
Base Plate.,
y` +' Length x Width x Thickness -(inch) 14 00. x 14.00 x 0:75
r Load'atid Geometry - F Yield stress: ,5OOOO psi t t
y
Load factor source: ACI. 318: Section 9.2
Load combination: not`set` Profile type/size: HSS6X6X5/16 t,
Seismic design: Yes
t.
' " ,Anchors:subjecled to sustained tension: Notapplicable
Strength -.t
r - th reduction factor for.,brittle failure, '
9 ¢'ar.Or4
Apply entire ;shear load at front row: No. t' " `
? r
,Anchors;only resisting wind,and/or.seismic loads- Yes. `
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” Recommended Anchor' z
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Anchor Name;`PAB Pre -Assembled Anchor Bolt
- PAB9 (1 1)8' 0) r
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plausibility.-, ,
• r ilYi p ,on:Sir•S,ompany Inc ' 5956 W, Las Positas Boulevard Pleasanton; CA 94588 Phone: 925 560.9000 Fax: 925:847.:31371 www.!;trongtie.coni °
;-
-,T J'.
..
IL;L UO Anchor Designer TM
Mmf',
Software
i � Version 2.3.5365.10
Company: Date:
4/28/2016
_
Engineer: Page_
3/4
Project:
Address:
Phone -
E -mail:
3. Resulting
Anchor Forces
in Tension (Sec D.5.2).
...
_............ . .
Anchor
Tension load,
Shear load x,
Shear load y,
Shear load combined,
21.000
Nua (lb)
Vu.. (lb)
V„oY'(lb)
J(Vuax)°+(V.Y)' (lb)
1
15548.2
337.0
0.0
337.0
2
15548.2
337.0
0,0
337.0
3
0'.0
337.0
0:0
r 337.0
4.
0.0
337.0
0.0
337.0 -
•Sum
31096.4
1348.0
0.0
1348.0
Maximum concrete compression strain (%.): 020 <Figure 3>
Maximum concrete compression stress (psi): 849
Resultant tension force (lb): 31096
Resultant compression force (Ib): 15439
Eccentricity of resultant tension forces in x-axis, e'Nx (inch): 0.00
Eccentricity of resultant tension forces in y-axis, e'NY (inch): 0.00
Eccentricity of resultant shear forces in x-axis, e'vx (inch): 0.00
Eccentricity of resultant shear forces in y-axis, e'vy (inch): 0.00
4. Steel Strength of Anchor in Tension(Sec D 5 1i
Nsa (lb) 0' f6Nsa (lb)
44255 0.75 33191
C)2
-flDn..
0-3
x
5. Concrete Breakout Strength
of Anchor
in Tension (Sec D.5.2).
Nb = 16A -,If �heAll (Eq. D-8)
i f, (psi)
her (inj
Nb (lb) `
1.00 2500
21.000
127876
0.750doNcgg =0.750do (Av,1 At46) Pbb;N %d,N'NgN y'cp.NNb (Sec. D:3.3.3, 0.4.1 & Eq. D-5)
AA'c (in') ANbe (in Z)
`Pel.N
Wed,N WON FCP;N Nb (lb) 0.750dONab9 (Ib)
4628.25 3969.00
1.000
1.000 1.00 .1.000 127876 0.70 31314
6. Pullout Strength of Anchor in Tension
(Sec D 5 3)
0.750cio . = 0.750doll1c•PNp =
0.750dOi'Pc.P8Ab,YN
(Sec. D.3.3.3, D.4.1, Eq. D-14 & D-15)
`AC,P AbIg (W)
is (psi)
0 0.750doNPn (lb)
1.0 6.57
r
2500
0.70 27588
t
Inpui data and results must.be checked for agreement with the existing circumstances, the standards and guidelines must be checked for plausibility.
Simpson S;lcrng•'F`ie Company Inc, 5956 W. La's Positas Boulevard, Pleasanton,.CA 94588 Phone: 925.560.9000 Fax: 925:847,3871 www.strongtie.coin
U.
Lawligio.."A Anchor Designer TM
r
,s IM!
Software
01M®R-101610 1- Version 2.3.5365.10
Company:
Engineer:
Date:4f28/2016
Page:] 4/4
Project:
Address:
Phone:,
E-mail:
8. Steel Strength of Anchor in Shear (Sec. D,6.1)
Interaction of Tensile and
Vo (lb) 0 OivouWsa (tb)
Tertsion
Factored Load,-%. (lb)
26550 0.8. 0.65 13806
Ratio
Status
Steel
15548
33191
9. Concrete Breakout Strength of Anchor in Shear (Sec. D.6.2)
Pass
Concrete breakout
31096
31314
Shear perpendicular to edge in x -direction:
Pass (Governs)
Pullout
15648
27588
0.56
(Eq. D-.24)
Shear
Factored Load, Vu. (lb)
Design Strength, oV. (lb)
Ratio
Status
to (in) da (in) A fro (psi)
coi (in)
Vox (lb)
0.02
Pass
T Concrete breakout x+
9.00 1.13 1.00 2500
21.00
54149
Pass (Governs)
11 Concrete breakout y-
674
0.750doVcbgx = 0.75.0do (A vc I A wo) Y1ccvV-edv IN 011h,Wu (Sec. D.3.3.3, D.4.11 8, Eq. b-22)
0.03
Pass (Governs)
Pryout
Ave (int) Avco (in') 'PO C, V V'O d. V
PC, V
Fh. V
Vb, (lb)
0
0.750dOVCb9x (lb)
'1944..00 1984.50 1.000 1.000
1.000
1.080
54149
0.70
12032
Shear parallel to edge%in x -direction:
PAB9 (1 1/8"0) with hef = 24.000 inch meets the selected design criteria.
Vb, = 7(k/d.)0.24da1qfcCorl.5 (Eq. D-24)
(in) d. (in) r� (Psij
car .(in)
Vby (lb)
9.00 1.13 1.00 2500
21.60
54149
0750dPag,. = 0.75040 (2)(AwlAv.) 1116cv Vudy 1116,v 11,1h,vVby (Sec.
D.,4.1, D.6.2.1
(c) & Eq. D-22)
A v, (W) Avco (W) 41,ocy Wod, V
Y'C, V
v
Voy (Ib)
0
0.750dol/cbp (lb)
1944.00 1984.50 1.000 1.000
1.000
1.080
54149
0.70
24064
10. Concrete Pryout Strength of Anchor in Shear (Sec, D,6.31
0.750do Vpg = 0.750dOkpN,*g = 0.750dOkp(At4v1A*o) V'QCNW6,djv1P6.oPcp.,vNb (Eq. D- - 31)
kO Atic (in') A tY. (in') edcA Vled.N V-10, tv V-'% N Nb (Ib) 0 0.750doVp, (lb)
2.0 5.184.00 3969.00 1.000 1.000 1.000 1.000 127876 '0.70 70149
11. Results
Interaction of Tensile and
Shear Forces (Sec. D.7)
Tertsion
Factored Load,-%. (lb)
Design Strength, o% (lb)
Ratio
Status
Steel
15548
33191
0.47.
Pass
Concrete breakout
31096
31314
0.99
Pass (Governs)
Pullout
15648
27588
0.56
Pass
Shear
Factored Load, Vu. (lb)
Design Strength, oV. (lb)
Ratio
Status
Steel
337
13806
0.02
Pass
T Concrete breakout x+
1348
12032
0.11
Pass (Governs)
11 Concrete breakout y-
674
24064
0.03
Pass (Governs)
Pryout
1348
70149
0.02
Pass
Interaction check NU./ON,, V../Ov
Combined Ratio
Permissible
status
Sec. D.7.1 0.99
0.00
99.3'%
1.0
Pass,
PAB9 (1 1/8"0) with hef = 24.000 inch meets the selected design criteria.
12. Warnings
- Designer must exe rcise own judgement to determine. if this design i s suitable.
.......... . ...... ... ....... ...
Input data and results must'be checked for agreement with the existing circumstances, thestandardsand guidelines must be checked for plausibility.
15:m,p.-son StrongrTte. Company Inc. 5956 W. Las Positas Boulevard Plbasantbn, CA 94588 P,honb; 925.560.0000 Fd* 925.847;3871 mvw.strongtle.com
D
Summit Structural Design
Project: Moffitt Farms
Engineer: RKB
Design of: Rectangular Steel Post AISC-13th Ed. ASD
Post.
P= 944 lbs.
Max ASD Load
h= 174 in.
Height of Load Above Base Plate.
Fy= 46 ksi
Yield Strength of Steel
Mmax=. 164256 in: -1b.
Max MMT in Post
Zre 'd= 5.96 in.'
Plastic Section Modulus Required Zreq'd=(1.67'Mmax)/Fy
Post Fillet Weld Size:
HSS Side d= 6 In.
Outside Dim. of HSS Depth Parallel to Bending
HSS Side w= 6 1n.
Outside Dim.of HSS Width Perpendicular to Bending
Area of Weld= 24 in.'
Assumed 1" Wide Weld A=2d+2w
S of Weld= 48.00 in?
Assumed 1" Wide Weld S=dw+d2/3
Shear Load PIA= 39.3333 psi
Tens. Load M1S= 3422 psi
Tot. Weld Load= 3422.23 psi
Square Root of the.Sum of the Squares (Elastic Vector Method)
Electrode Fexx= 70 ksi
Ome a= 2
a re 'd= 0.2500 in. =Greater
of Required Weld Size a a=(oinega•ToL. Weld Load)/(0.6'Fexx'0.707)
and Minimum Fillet Weld Size
Minimum Fillet Weld Size
Material Thickness of Thicker Part Joined in. Min Size a in.
To 1/4" Inclusive
1/8
Over 1/4" to 1/2"
3/16
Over 1/2'' to 3/4"
1/4
Over 3/4"
5/16
Centered Rectangular Base Plate:
Fy Plate= 50 ksi
Tot: No: oPBolts= 4
Dia. of Bolts= 1 in.
Bolt to Bolt Dlst.= 9 in.
Bolt to Bolt Distance Parallel to Bending:
Bolt to HSS Dist.= 1:5 in.
Boll to HSSDistance Parallel to, Bending
Plate Width b= 14 in.
Dim. of Plate Perpendicular to Bending
Tre 'd= 0.6 in.
Required Plate Thickness Treq'd=v(4'1.67•Mmax/(Fyb))
D
Summit Structural Design
Project: Moffitt Farms
Engineer: RKB
Design of: Rectangular Steel Post (AISC-13th Ed.) ASD
Post:
P=
806 lbs.
Max ASD Load
h=
201 in.
Height of Load Above Base Plate.
Fy=
46 ksl
Yield Strength of Steel
Mmax=
•162408 in. -Ib.
Max MMT in Post.
Zreq'd=
5:90 in.
plastic -Section Modulus Required Zreq'.d=(1;67'Mmax)JFy.
Centered Rectangular Base Plate:
PostFillet Weld Size:
Fy Plate= 50
HSS Side d=
6 in.
Outside Dim. of HSS Depth Parallel to Bending
HSS Side w=
6 in.
Outside Dim.of HSS Width Perpendicular to Bending
Area of Weld=
24 in .2
Assumed 1" Wide Weld A=2d+2w
S of Weld=
46.00 in?
Assumed 1" Wide Weld S=dw+d2/3
Shear Load PIA=
3316667 psi
Plate Width b= 14
Tens-. Load: M/S=
3383.5 psi
Treq'd= 0.6
Tot. Weld Load=
3383.67 psi
Square Root of the Sum of.lhe Squares (Elastic Vector Method)
Electrode Fexx=
70 ksi
Omega=
2
a req'd=
0.2500 in.
Greater of Required Weld Size a a=(omega'Tot: Weld Load)/(0:6'Fezx*0.707)
and Minimum Fillet Weld Size
Minimum Fillet Weld Size
Material Thickness of Thicker Part Joined (In.) I Min Size.a (in.)
To 1/4" Inclusive
1/8
Over 1/4" to 1/2"
3/16
Over 1/2" to 3/4"
1/4
Over 3/4"
5/16
Centered Rectangular Base Plate:
Fy Plate= 50
ksi .
Tot. No. of Bolts= 4
Dia. of Bolts= 1
in.
Bolt to Bolt Dist.= 9
in.
Bolt to Bolt Distance Parallel to Bending
Bolt to HSS Dist.= 1.5
in.
Bolt to HSS Distance Parallel to Bending
Plate Width b= 14
in.
Dim. of Plate Perpendicular to Bending
Treq'd= 0.6
in.
Required Plate Thickness Treq'd=V(4'1.67'Mmax/(Fy'b))
Summit Structural Design
Project: Moffitt Farms
Engineer, RKB
Desien'of: Cantilever Column
r
Steel Code Check for Structural Tubing
Per ANSI/AISC 360
Properties
Loads
Member Length, L =
14.5 fi
Axial Load, Pe, =
3.47 kips
K =
2.1
Axial Load, P„ =
kips
Yield Stress, Fy =
46,0 ksi
Seismic Wind
Modulus of Elasticity, E =
29000 ksi
Shear, Vx =
0.94 0.40 kips
Height, h =
6.00 in.
Vy =
0.00 0.00 kips
Width, w -
6.00 in.
Wall thickness, t =
0.29 in
Note:
Radius of Gyration, rx -
2.31 in
See lateral design for Seismic
and. Wind
Radius of Gyration, ry =
2.31 in
load,development.
+ Area, A =
6.43 Int
Section Modulus, Sk =
11.43 in3
Section Modulus, Sy =
11.43 in3
Moment of Inertia; Ix =
34.30 in4
Section O.K.
_
Moment of Inertia, ly =
34.30 in4
ZX =
11.2 in3
Zy =
11.2 in4
Compression
Section ok forCompresslon
Critical Load Combination, P =
3.47 kips. c15%of Allowable - Section ok for Cantile'verColumn
W,
1.670
431•(E/Fy)^{1/2) =
118.261
• -
x-axisY axis
KI/r =
158.17 158.17
Fe =
11.441 ksi 11.441 ksi
Fcr=
10.1479128 ksi 10.1479128 ksl
Pn =
65.2227022 kips 65.2227022 kips
Allowable Compressive Strength Pn/Wc =
39.0555103 kips .39:0555103 kips
Bending
Section ok for Bending
Wb
1.670
x-axis y aXiS,
Seismic Sending Moment, M =
164.32 k -in 0.01 k -in
Wind Bending Moment, M =
G8.85 k -In - 0.61 k -in
Compact Compact
Nominal Flexural Strength, Mn
515.20 k -In 515.20 k -In
Allowable Flexural Strength; Mn/Wb
308.50'k -in 308.50 k -1n
Shear
Section ok for Shear
W„
1.670
kv
S
x-axisy anis
Q.
9,96 in3 9.96 In3
Cv =
1 1
Aw =
2.81 Int 2.81 int
Design Shear Stress, fv = VQ/lt
0.49 ksi 0.00 ksi
Nominal Shear Strength, Vn =
77.68 kips 77.68 kips
Allowable Shear Strength, Vn/W„ =
46.52 kips 46.52 kips
Combined Bend & Comp.
Section ok for Combined Eqns.
Pr/Pc
0.09
Eqn Hl -lb
0.577
Deflection
Section ok for. Deflection
Calculated Deflection, DMAX =
2.640 in.
Allowable Deflection, DALLQVJ=
4.350 in
k
Summit Structural Design
Project: Moffitt Farms
Engineer: RKB
Design of: Cantilever Column
Steel Code Check for Structural Tubing
Per ANSI/AISC 360
Properties
_
Loads
Member Length, L =
16.75 ft
Axial Load, Poi =
3.47 kips
K =
2,1
Axial Load, PU =
kips
Yield Stress, Fy =
46:0' ksi
Seismic Wind
Modulus offlasticity; E =
29000 ksi
Shear,.Vz =
0.81 0.34 kips
Height, h =
6.00 in.
VY =
0.00 0:00. kips
Width, w =
6.00 in.
Wall thickness,,t =
0.35 in
Note:
Radius of Gyration, rx =
2.28 in
See lateral design for Seismicand. Wind
Radius of Gyration, ry =
2.28 In
load development.
Area, A =
7.58 Int
Section Modulus, Sx -
13.15 in3
Section Modulus, Sy =
13.15 in3
Moment of Inertia, Ix =
39.45 Ino
Section O.K.
Moment of Inertia, ly -
39.45 in4
Zx =
19.8 In3
Zy=
19.8.In4
Compression
Section ok for.Compresslon
Critical Load Combination, P =
3.47 kips. < 15% of Allowable.- Section ok for -Cantilever Column
WC
1.670
(1/2) _.
118:261
X-axis y axis
KI/r =
184:97 184.97
Fe =
8,366 ksi 8.366 ksi
Fcr =
7.42060707 ksl 7.42060707 ksl
Pn =
56.2120734 kips 56.2120734 kips .
Allowable Compressive Strength Pn/Wc =
33.6599242 kips 33.6599242 kips
Bending
Section ok for Sending
Wb
1.670,
x-axisy axis
Seismic: Bending Moment, M -
162.41 k -in 0.01 k -in
Wind Bending Moment, M =
68.05 k -in 0.01 k -in "
Compact Compact
Nominal Flexural Strength, Mn
910.80 k -in 910.80 k -in
Allowable Flexural Strength, Mn/Wb
545.39 k -In 1 545.39.k -in
Shear
Section ok for Shear
W„
1.670
kv
5
x-axisy axis
4=
11.52 in3 11.52•.in3
U -
1 1
Aw =
3:21 int 3:21 In2.
Design Shear Stress, fv.= VQ/It
0.38 .ksi 0.00 ksi
Nominal Shear Strength, Vn =
88.70 kips 88.70 kips
Allowable Shear Strength, Vn/W„ =
53.11 kips 53.11 kips
Combined Bend & Comp,
Section ok for Combined Egns.
Pr/Pc
0.10.
Eqn 1-11-1b
0.349
Deflection
Section ok for Deflection
Calculated Deflection, DMAX =
3.055 in.
Allowable Deflection, CALLOW =
5:025 in
r ,
Summit Structural Design
Project: Moffitt Farms ;
Engineer: RKB
Design of: C+C Wind Loads for Open/Monoslope Bldg (ASCE 7-1.0)
Design Wind. Loads on Open Monoslope Bldg: F=ghGCNA (lbs)
Determination of q,, Velocity Pressure
• qh:-
13:68
psf qh=0.00256K=K,tKdV2LCF
z=
16,5
Height Above.Ground Level, ft
KZ=
0.87
Calculated Velocity Pressure Coefficient
K=,=
1.0
Topographic Factor (1.0 for Flat Terrain)
Kd=
0.85
Wind Directionality Factor
V=
110
Basic Wind Speed, mph
LCF=
0.60
Load Combination Factor
-G=
0:85
Gust-Eff6ct Factor
Exposure=
C
Wind Exposure Category
i
3
2
Terrain Exposure Constants
I
I
Bi
I
1
r
2
z (ft) a bar
s ..;..... _.._......
:
c
1 (ft)
E bar
z bar (ft)
gQ=g„
B
7.0
1200 0.25
B== 90 Plan Dimension of Building Measured Perpendicular•to Wind uirection, tt
L= 32 Plan Dimension of Building Measured Parallel to Wind Direction, ft
a= 3.2 Width of Pressure Coefficient Zone, ft.
Determination of CN, Force Coefficient
Terrain Exposure Constants
Exposure
a
z (ft) a bar
b bar
c
1 (ft)
E bar
z bar (ft)
gQ=g„
B
7.0
1200 0.25
0.45
0.3.0
320
0.33
30
3.4
c
9.5
900 0.15
0.65
0.20
500
0.20
15
.3.4
D
11.5
700 0.11
0.80
0.15
650
0:125
9.9
3.4
Determination of CN, Force Coefficient
Effective Wind
Clear Wind Flow
Obstructed Wind Flow
Area, EWA
Zone 3 Zone 2
Zone,1
Zone 3
Zone 2
Zone
1
EWA 5 az
2.91 -3187 2.18 -1.95
1:45
-119
1.38
-4.55
1:05 -2.31
0.69
-1;52
a2 < EWA:5 4aZ
2.18 -1.95, 2.18. -1.95
1.45
-1.29
1.05
R -2.31
1.05 -2.31
.0.69
-:1.52
EWA > 4a2
1.45. -1.29 1.45 4.29
1.45
4.29
0.69
-1.52
0.69 -1.52
0.69
-1.52'
Determination of Wind Pressure, F (psf)
Effective Wind
Clear Wind Flow
Obstructed Wind Flow
Area, EWA r
Zone 3 Zone 2
Zone 1
Zone 3
Zone 2
Zone
1
EWA:5 a
33.8 . -45.0 25.4 -22.7
16.9
-15.0
16.1
-52.9
12.3 -26.8
8.0
-17.6
a < EWA15 4a2
25.4 -22.7 25.4 -22.7
16.9
-15..0
12.3
-26.8
12.3 -26.8
8.0
-17.6
EWA >4a 2 '
16.9 -15.0 16.9 -15'.0
16.9
-15,0
8.0
-17.6
8.0 -17.6
8.0
-17.6
Project: Typical .Beam, Down Load
Andy Johnson, P.E., SUMMIT STRUCTURAL DESIGN March 07, 2016
C:\Users\Ryland\Desktop\1.6-151 Moffitt Solar Shade Structures\Calculations\
c
Design Group Results
Design Group: DG2 per AISC ASD (2010)
Designed As: W1438, Material: \Steel\ASTM A992 Grade 50
Strong Deflection. Check
Member Result Offset Demand.dy Capacitydy Code Unity Details
Name Case ft in in Ref.. Check
BmX002 Wind »-Y 13.750 -0.996 1.833 IBC 1604.3.1 0.54 OK
Stronq Flexure Check
Member , Result Offset Demand Capacity Mz Code Unity Details
Mz
Name Case ft K -ft K -ft Ref. Check _
BmX002 D+.75(La•.6W+Lr) u) Y 13.750 82.843 153.443 F2=1 0.54 OK Lb 6.875 ft,
Cb 1.063
Strong Shear Check
Member Result Offset Demand'Vy Capacity Vy Code Unity Details
Name Case ft K K Ref. Check _
BmX002 D+.75(L+.6W+Lr) ))-Y 27.500 -12.381 87.420 G2-1 0.14 OIC
Project: Typical Beam., Uplift Load
Andy.Johnson, P.E., SUMMIT STRUCTURAL DESIGN March 07, 201"6
C:\Users\Ryland\Desktop\16-151 Moffitt Solar Shade Structures\Calculations\.
Design Group Results
Design Group: DG2 per AISC ASD (2010)
Designed As: W14x38, Material: 1Steel\ASTM A992 Grade 50
g Deflection Check
?er Result Offset Demand dy Capacity dy Code Unity Detail;
Case ft in in Ref. Check
02 Wind »+Y 13.750 1.092 1:833 TBC- 1604:3.1 0.60 OK
Strong Flexure Check
Member Result Offset Demand. Mz Capacity Mz Code Unity Details
Name Case ft K -ft K -ft Ref. Check
BmX002 .6D+,6W »+Y 13.750 -40.676 52.548 F2-3 0.77 OK Lb - 27.500 ft,
Cb := 1.141
strong Shear Check
Member Result Offset Demand Vy Capacity Vy Code Unity Details
Name Case ft K K Ref. Check____
BmX002 D+Lr 0.000 8.032 87.420 G2-1 0.09 OK
S3
QAEP SPAN
i
Simple Span Load Tables for Cees
SECTION
14 GA
SPAN FT LOAD
LB/FT
12 538
SECTION
�"m �slt"'F'iSii%2
14 GA
SPAN FT
.T7CiCitiu
12
LOAD
�ts3���it
�i:
':.±a
504
SECTION
..W1�IiG1Y�IfW1
14 GA
SPA04 FT
(
1.2
LOAD
LB/FT
530
14 396
14
370
14 --
389
15 345
15
323
'15
339
18 239
18
224
�.18
235
20 194
20
182
20
191
22 160
22
150
27
158 --
2.4 135
24
12624-
132
25 124
25
116
25
122 -
28 96
28
93"
28
97
30 78
30
79
30
.._32 _-
85
74
:32 65
32
65
.34 54
34
55
3.3
63
12 GA
15 586
12 GA.
15
59512
.GA
^15
627
'18 407
18
41-3
18
436
20 329
20
335
20
353
22 272
22
277
2?
292
24 228
24
231
2.4 -
245
25 201
25
205
—?5 ---
226
28 143
28
146
I_�3
'175
30 117
30
118
30
142
32 96
32
98
32 '--
117_._-._
34 80
34
-8'1
34
98.
.35 73
.
35
75
.3 1;
90
3s 57
38
58
3.2.3
70
Load Tables for 12 x 3.5 Z
' C
AEP Span Cees and Zees structural Sections
two (11ilpan
Section;'tk,41'��€r�
D x B
Span [ft]
Stress
Load
[lb/ft]
Deflection Load
[Ib/ft]
Stress
Load
[Ib/ft]
TWO SPAN
Deflection Load
[Ib/ft]
BEIM
Stress
Load
[Ib/ft]
Deflection Load
[lb/ft]
12 X 3.5 Z
L/180
LJ240
L/180
L/240
L/•I 80
L/240
14 GA
14
275
275
275
332
332
332
408
408
408
15
248
248
248
297
297
297
363
363
363
16
224
224
224
267
267
267
323
323
323
18
186
186
186
219
219
219
262
262
262
20
157
157
157
182
182
182
216
216
216
22
133
133
133
154
154
154
180
180
180
24
115
115
115
131
131
131
152
152
152
25
107
107
107
122
122
122
141
141
'141
26
100
100
F 100
113
113
113
130
130
130
28
87
87
87
98
98
98
112
112
112
30
77
77
77
86
86
86
97
97
97
12 GA
14
724
7.2.4
724
945
945
945
967
967
967
15
636
636
63.6
820
820
820
861
861
861
16
563
563
563
716
716
716
771
771
771
18
449
449
449
5.58
558
558
629
62.9
629
20
365
365
365
445
445
445
523
523
523
22
302
302
302
362
362
362
442
442
442
24
254
254
254
299
299
299
363
363
363
25
234
234
234
274
274
274
329
329
329
26
216
216
216
252
252
252
300
300
300
28
186
186
186
214
214
214
252
252
252
30
162
162
162
184
184
184
214
214
2'14
NAEP SPA
_.-...._..-_.
...... ............................... .... ....
.Zee Purlins Lap
AEP SPAN Standard Punching
3/4'_',4"
Total Lap Length
Super Lap
35"
35"
6'- 3 1/2"
Max Lap
23"
23" ....
4'- 3 1/2"
Long Lap
11".
11"
2'- 3,1/2"
CL
of support,
4
i
® 9/.16" biometer ROUnd Punch (5/8" dia. optional in Tacoma)
® 9/16" x 3/4" Oblong Punch (5/6" x 3/4"
oblong
optional in Taccima)
AEP SPAN Lap Conditions
TWO-SPAN
Long !.ap
2' - 31/2"
Mix Lap,
4'-31/211
w
Super Lap
6' - 3,/2"
FOUR-SPAN
Long Lap
2'-31/2"
-
2'-31/2"
2'- 31/2"
Max Lap
4'-31/2"
4'-31/2"
4'-31/2"
Std. Lap
41-31/2'
2'-31/2"
4-31/2"
Extended Lap
6'-31/2"
4'-31/2"
6-31/2"
SIX-SPAN
Long Lap
2'•31/2"
2'-31/2'
21-3172"
21-31/2" 2'-31/2"
Max Lip
4'-31/2"
4'-31/2"
4'-31%2"
4'-31/2" 4'-31/2"
Std. Lap
4'-31/2"
2'-31/2"
2'-31/2"
2'-3?/2" 4'-31/2"
` Exteiicled Lap.
6'-31/2"
4'-31/2"
4'-31/2"
4'-31/2" 6'=31/2"
Note: Dimension shown is the total
lap length
4 January 2005