Forest Glen Vault Restroom_Draw_Calc_RFQ_24LCP001.pdf
PDF 4 MB Posted
- Attached to
- RFQ: CXT Vault Restroom Installation
- Solicitation number
- S-C00200-00011156
- Issued by
- Lane County, Oregon
About this file
This document is a Request for Quotation (RFQ) issued by Lane County Parks in the state of Oregon for the installation of a prefabricated vault restroom at the Forest Glen Landing site along the McKenzie River. The County is seeking a qualified contractor to perform site preparation, excavation, and backfill/compaction work for the installation of the owner-provided CXT Tioga Special vault restroom. The RFQ provides details on the project scope, site location, and response due dates.
The RFQ does not include pricing terms, set-asides, incumbent contractors, funding sources, or other financial details. It focuses on the technical requirements for the vault restroom installation and the administrative process for responding to the RFQ.
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| Forest Glen Vault Restroom _RFQ_24LCP001.pdf | ||
| RFB 218 Addendum 01.pdf |
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Text version
INDEX OF DRAWINGS
May 19, 2024 06/30/2025
1. ALL EXTERIOR DOORS AND WINDOWS TO BE LISTED
AND LABELED AS COMPLIANT WITH
AAMA/WDMA/CSA101/I.S.2/A440 OR TESTED PER
AASTM E330.
2. DOOR HARDWARE SHALL NOT REQUIRE TIGHT
GRASPING, TIGHT PINCHING OR TWISTING OF THE
WRIST OR SPECIAL KNOWLEDGE TO OPERATE.
3. UNLATCHING OF ANY DOOR SHALL NOT REQUIRE
MORE THAN ONE OPERATION.
WINDOW & VENT SCHEDULE
SYMBOL DESCRIPTION
A MS-4 WINDOW
LEXAN SELF-IGNITION > 1000, SMOKE DENSITY < 75, CLASS
CC1.
B MS-2 VENT
A
A
A
A
B B
A B
DISPENSER DETAILVENT PIPE DETAIL
SIGN SI-1 DETAIL
WALL JOINT DETAIL
RISER CAULKING DETAIL
SIGN SI-2 DETAIL
5"
4"
SHIPPING WEIGHTS AND DIMENSIONS
WEIGHT LENGTH WIDTH HEIGHT
40,750 16'-11" 11'-11" 9'-6 1/4"
A
CONDUIT
STRAP
C O
N D
U
IT
C
U T
TO
F
IT
SOLAR LIGHT
ASSEMBLY DETAIL
(4x) SCALE
SOLAR LIGHT
EXPLODED ASSEMBLY
(6x) SCALE
SECTION VIEW A-A
1 1/212
1 1/16" DIA
(TYP 2 PLCS)
7 1/2DRILL "C" DIA
1 1/2
6 1/4
1 1/23
1 1/4
1 1/2
15/64 DIA
13+1/8
-0 DIA
14°
(TYP)
3 1/4
(TYP)
2" 6"
2" 6"
2"
1'-10"
3"
2"
1'-5" 2'-10"
1/16" SHIM
2'-10"
1'-5"
5"
2 1/4" (TYP)
5"5"
1' -1
0"
2'-4"
1'-4"
2'-6"
1'-6"
2'-6"
1'-6"
3/8"
5/8"Ø
5"
2"
1 1/2"
2"
1"
2" 1/4"
5/8"
2"
/1 6"
7/
8"
4"
5"
1'-2"
4"
5"
2'-4"
3/16"
2"
2"
2'-3 7/8"
2"
/3
2"
3/16" 4 29/32" 4 29/32"
2'-3 13/16"
9/
/3
2"
3/16"
7/
8"
5" 5"
2'-4"
/3
2" (T
YP
5/8" 2"
1/
2" 9"
1'
6" 6" 2'
7/32"
2" 2 1/32"
1'-11 15/16"
15/32" 1'-0 1/4"
1 15/32" 1 15/32" 1'-0 1/4"
15/32"
1 15/32" 8 5/8" 8 5/8"
1 15/32"
2 1/32"
(TYP)
/3
2" (T
YP
3/16"
3/
4"
/4
5 7/8"
1'-11 3/4"
6 11/32"(TYP)
1'-0 1/4" (TYP)
/3
2"
5 7/8" 3/16" 6" 6"
2'
9"
1'
6 3/8"(TYP)
1'-0 3/8" (TYP)
3/8"
1'-0 3/8"
1 5/32"
/3
2" (T
YP
1 1/2
3 1 1/2
6 3/8
(REF)
3 1/2
3 1 1/2
6 5/8
(REF)
1 3/4
1 1/2
3 1 1/2
(REF)
2 1/2" RAD
315/64 DIA
3 1 1/2
1/2
6 1/2
(REF)
90°
6'-7"
1'-8" 1'-1"
6'-11" 4'-6"
152°
104°
6'-7"
12'-6"
3" RAD
90°
8' - 5"
90° 90°
8' - 11"
90° 90°
COLOR SCHEME
PART NO. SYMBOL BACKGROUND
SI-1 WHITE BROWN
3/8
5/8 3/8
5/8
COLOR SCHEME
PART NO. SYMBOL BACKGROUND
SI2-U-BR WHITE BROWN
SI2-U-GR WHITE GREEN
SI2-U-CY WHITE CYAN
SI2-U-BK WHITE BLACK
90°
THIS REPORT CONTAINS 25 PAGES, INCLUDING THIS COVER AND THE TABLE OF CONTENTS. ANY ADDITIONS TO, ALTERATIONS OF, OR UNAUTHORIZED USE OF EXCERPTS FROM THIS REPORT ARE EXPRESSLY FORBIDDEN.
Wind Speed – 150 mph Exp. C
Design Standards
UL-752 Bullet Resistance
ASCE 7-16/ ACI 318-19
Classification: Level IV Report #: 2012-647
2022 Oregon Structural Specialty Code (2021 IBC)
CXT Inc. (Precast Division)
Calculations
Seismic Design Category: E
400 psf Live Floor Load
TIOGA T-4891
Structural Analysis
Design Loads
250 psf Ground Snow Load
Page(s)
3-4 5-6 7-16 17-18
20-23
THIS REPORT CONTAINS 25 PAGES, INCLUDING THE COVER AND THIS TABLE OF CONTENTS. ANY ADDITIONS TO, ALTERATIONS OF, OR UNAUTHORIZED USE OF EXCERPTS FROM THIS REPORT ARE EXPRESSLY FORBIDDEN.
All attached documents are for reference only and designed or approved by others.
Building Analysis
Appendix: (Provided Upon Request) UL-752 Bullet Resistance Testing
Table of Contents
Description 2021 International Building Code
Standard Vault V1 & V2 Analysis
Roof Panel Analysis Wall Panel Analysis
ASCE 7-16 MWFRS and C&C Wind Loads ASCE 7-16 Snow Loads
ASCE 7-16 Seismic Loads
Floor Analysis
Category II Exposure C Velocity 150 mph h.wind 6.90 ft h.lee 6.90 ft W.building 14.33 ft L.building 9.42 ft H.building 9.1 ft Roof Rise 3
14.04 deg Kd 0.85 K1 0.00 K2 0.00 K3 0.00
Kzt 1 h 7.998 ft na 9.38 Flexibility Rigid
9.5 zg 900 ft
K(z) 0.849 qz 41.56 psf Gable
Opening Area Gross Area Agi Aoi Condition 1 Condition 2 Condition 3 Condition 4 0 sq ft 65.0 sq ft 429.2 sq ft 0 sq ft 0.00 0.00 0.00 0.00 0 sq ft 114.6 sq ft 379.5 sq ft 0 sq ft 0.00 0.00 0.00 0.00 0 sq ft 65.0 sq ft 429.2 sq ft 0 sq ft 0.00 0.00 0.00 0.00 0 sq ft 114.6 sq ft 379.5 sq ft 0 sq ft 0.00 0.00 0.00 0.00 0 sq ft 135.0 sq ft 359.1 sq ft 0 sq ft 0.00 0.00 0.00 0.00
G = 0.85
Cpo 0.8
0.8 Negative: -7.48 psf
-0.396 L/B = 1.52 Positive: 7.48 psf -0.500 L/B = 0.66
-0.7
Pos. Windward Neg. Windward Leeward
-0.180 -0.776 -0.514
1.12 psf 0 to h/2 h/2 to h h to 2h > 2h -34.88 psf
-0.95 -0.88 -0.52 -0.35
-1.18 -0.76 -0.64 -0.58 w/ Negative w/ Positive Internal
35.74 psf 20.78 psf -16.00 psf -21.46 psf Location w/ Positive Internal -16.00 psf -25.14 psf 0 to h/2 -49.14 psf Location w/ Positive Internal -17.25 psf -32.21 psf h/2 to h -34.34 psf 0 to h/2 0.00 psf h to 2h -30.08 psf h/2 to h 0.00 psf
28.26 psf Over 2h -27.94 psf h to 2h 0.00 psf
Over 2h 0.00 psf
Wind Speed: 150 mph Roof Slope: 3.00 : 12
Exposure: C Mean Roof Height: 8.00 ft
1 -38.21 psf 19.98 psf -34.05 psf 11.67 psf -34.05 psf 11.67 psf 2 -71.45 psf 19.98 psf -50.67 psf 11.67 psf -50.67 psf 11.67 psf
2oh -91.44 psf - -91.44 psf - -91.44 psf - 3 -108.86 psf 19.98 psf -83.92 psf 11.67 psf -83.92 psf 11.67 psf
3oh -153.78 psf - -103.90 psf - -103.90 psf - 4 -46.52 psf 40.76 psf -38.21 psf 33.70 psf -34.05 psf 28.29 psf 5 -58.99 psf 40.76 psf -46.52 psf 33.70 psf -34.05 psf 28.29 psf a: 3.00 ft
Enclosed Gust Factor - (26.9)
External Pressure Coefficients See 27.3.3 Roof Overhangs Internal Pressures:
Cp
Roof Pressures Wind Perpendicular to Ridge w/ >= 10 deg
Roof Pressure Coefficients (Fig 27.3-1) Normal to Ridge when Theta >= 10degrees
Higher pressures at the ridge line only applies to roof pitches > 7 degrees
Side Wall
Additional Overhang Pressure:
COMPONENTS
& CLADDING
Zone Effective Area
10.0 sq ft 100.0 sq ft 500.0 sq ft
Roof Pressure Coefficients (Fig 27.3-1) PARALLEL to Ridge
Windward Leeward (wind normal) Leeward (wind parallel)
Roof Pressure Coefficients (Fig 27.3-1) Normal to Ridge when Theta < 10 deg.
*WORST CASE LOADING
Wall Pressures: Roof Pressures: Wind Parallel to ridge for all roof slopes:
Roof Pressures: Wind Perpendicular to ridge for < 10 deg:
w/ Positive Internal
Windward wall (Use with qz) Fig. 27.3-1 Leeward wall (wind normal to ridge) (Use with qh) Leeward wall (wind parallel to ridge) (Use with qh) Sidewalls (Use with qh) Fig. 27.4-1 w/ Negative Internal
Leeward endwall Enclosed Roof Enclosed
Windward sidewall Enclosed Windward endwall Enclosed Leeward sidewall Enclosed
Velocity Pressure (27.3.2) Type of Roof - Gable or Hip?
Partially Enclosed if the building meets both of the following conditions:
1. Total area of openings in one wall exceeds area of openings in the balance of the building by more than 10%.
2 Total area of openings in one wall exceeds 4 sq. ft. or 1% of area of that wall and the total area of openings in the balance of the building does not exceed 20% of the area in the balance of the building.
Zone Type:
Terrain factor Terrain factor
Building flexibility
Velocity Pressure Exposure Coefficient at windward eave
Mean roof height Natural frequency
Height of the building (to the ridge). Enter 0 if unknown.
Roof pitch (per foot) Roof Angle Wind directionality factor. 0.85 when using load combinations, 1.0 otherwise.
See Figure 26.8-1: Multipliers for Obtaining Topographical Factor Kzt
Topographic factor
Leeward wall height Width of the building Length of the building
Main Wind Force Resisting System Loads (ASCE 7-16)
TIOGA T-4891
IBC TABLE 1604.5: Risk Category of Buildings and Other Structures.
See § 26.7.3: Exposure Categories, General.
See Figure 26.5-1A thru 26.5-2D: Basic Wind Speed (3 second Gust) Windward wall height
12 2
3 3
33 2 a a aa a a a a h
O h
O
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 1 of 23 Date: 05/17/2024
Exposure C
Pg 250 psf W.building 14.33 ft L.building 9.42 ft H.building 9.1 ft
Roof Rise (per foot) 3
14.04 deg
Ct
1.0
1.1 1.2 1.3
0.85
Ct 1.2 Is 1
Surface Unobstructed Roof type Gable
Hor. Eave to Ridge Distance
- windward 7.165 ft
Roof Exposure Partially exposed Ce 1 Cs 1
Low Sloped?: Yes Pf 210.00 psf Ps 210.00 psf
Use unbalanced? Yes Pwindward 0.00 psf Pleeward_1 250.00 psf Pleeward_2 250.00 psf
Distance from Ridge to Edge of Pleeward1 loading 7.2 ft
30.00 pcf Snow density Eq. 7.7-1 of ASCE 7 S 4 Run per rise of 1 ASCE § 7.1 hd 10.19 ft hb 7.00 ft
ASCE § 7.6.1
ASCE § 7.3.4
Flat Roof Snow Load
Sloped Roof Snow Load
ASCE § 7.6.1
ASCE § 7.6.1
ASCE Figure 7.6-2
Height of balanced snow
ASCE § 7.6.1
Height of drifting snow on leeward side
Roof Angle
ASCE Table 7.3-2 - Thermal Condition:
Slope Factor from Figure 7.4-1
Structures kept just above freezing and others with cold, ventilated roofs in which the thermal resistance (R-value) between the ventilated space and the heated space exceeds 25*h (deg*sq ft/BTU).
Unheated and open air structures Structures intentionally kept below freezing
(Choose from table above) ASCE Table 1.5-2
ASCE § 7.4
ASCE Table 7.3-1 ASCE Table 7.3-1
All structures except as indicated below:
Continuously heated greenhouses with a roof having a thermal resistance value (R-value) less than 2.0*h (deg*sq ft/BTU).
Width of the building Height of the building (to the ridge). Enter 0 if unknown.
Roof pitch
ASCE 7-16 SNOW LOAD CALCULATION
IBC TABLE 1604.5: Risk Category of Buildings and Other Structures.
See § 26.7.3: Exposure Categories, General.
See ASCE Figure 7.2-1: Ground Snow Load
Length of the building
0 2 4 6 8 10 12 14
Sn ow d ep th
Structure Cross Section
Snow Load on Gable Structure
STRUCTURE
Balanced Snow
Unblanced Snow
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 2 of 23
Ss 1.534 g ASCE Figure 22-1 S1 1.068 g ASCE Figure 22-2 Site Class D (Default) ASCE 20.1 TL 16.0 sec ASCE Figure 22-14 Seismic Force Resisting System A.5 R 4.00
0 2.5 Ct 0.02 ASCE Table 12.8-2 x 0.75 ASCE Table 12.8-2 hn 8.21 ft
Value 1* Value 2* *=Used for interpolation Fa 1.2 ASCE Table 11.4-1 1 1 ***1.2 used per ASCE 11.4-2 Fv 1.7 ASCE Table 11.4-2 1.7 1.7
Sms = Fa * SS 1.841 g ASCE 11.4-1 Sm1 = Fv * S1 1.816 g ASCE 11.4-2
SDS = 2/3 Sms 1.227 g ASCE 11.4-3 SD1 = 2/3 Sm1 1.210 g ASCE 11.4-4
IE 1 ASCE Table 1.5-2
E Based on SDS D Table 11.6-1
Based on SD1 E Table 11.6-2
Ta = Ct * hnx 0.10 sec ASCE 12.8-7 Ts = SD1/SDS 0.99 sec T 0.10 sec Fundamental period of the structure (can be taken as Ta per ASCE 12.8.2)
Cs = SDS/(R/I) 0.307 ASCE 12.8-2 Cs.min 0.134 ASCE 12.8-5 & 12.8-6 Cs.max 3.121 ASCE 12.8-3 & 12.8-4 Cs 0.307 k 1.000 ASCE 12.8.3 W 48.05 kip V = Cs * W 36.86 kip ASCE 12.8-1 Shear with snow load Mo = 297.7 k-ft Overturning Moment with snow load V = Cs * W 30.67 kip Shear without snow load Mo = 246.2 k-ft Overturning Moment without snow load
12.8-12 12.8-11;11.7 12.10-1
Level Story Height hi or hx
Pf (flat roof snow load) wi wi*hi k Cvx Fx
Vx (Story shear) Mx
Fpx (diaphragm force)
Roof 8.00 ft 8.21 ft 210 psf 29.15 kip 239.2 k-ft 0.984 36.26 kip 36.26 kip 0.0 k-ft 14.31 kip Walls 0.00 ft 0.00 ft Floor 0.21 ft 0.21 ft 18.91 kip 3.9 k-ft 0.016 0.60 kip 36.86 kip 290.0 k-ft 9.28 kip Base 0 ft 0.00 ft W= 48.05 kip 243.1 k-ft Mo = 297.7 k-ft
12.8-12 12.8-11;11.7 12.10-1
Level Story Height hi or hx
Pf (flat roof snow load) wi wi*hi k Cvx Fx
Vx (Story shear) Mx
Fpx (diaphragm force)
Roof 8.00 ft 8.21 ft 0 psf 21.08 kip 173.0 k-ft 0.978 29.99 kip 29.99 kip 0.0 k-ft 10.35 kip Walls 0.00 ft 0.00 ft Floor 0.21 ft 0.21 ft 18.91 kip 3.9 k-ft 0.022 0.68 kip 30.67 kip 239.8 k-ft 9.28 kip Base 0 ft 0.00 ft W= 39.99 kip 176.9 k-ft Mo = 246.2 k-ft
WITHOUT SNOW LOAD
Seismic Design Category
Geotechnical Investigation Report Required? Yes per ASCE 11.8.2 and 11.8.3, IBC 1803
EQUIVALENT LATERAL FORCE PROCEDURE
Approximate fundamental period
WITH SNOW LOAD
Importance Factor
Approximate period parameter Approximate period parameter Height in feet from base to highest level of structure
Interpolated Value Interpolated Value
Adjusted MCE Spectral Response Acceleration at short periods Adjusted MCE Spectral Response Acceleration at 1 sec period (MCE = Maximum considered earthquake)
Design Spectral Acceleration Parameters Design Spectral Acceleration Parameters
Site classification (Use D if unknown unless jurisdiction, or geotechnical data determines Site Class E or F.)
Long Period Transition Period
Intermediate precast shear walls ASCE Table 12.2-1Response Modification Factor System Over strength Factor
Max. Earthquake Ground Motion of 1.0 sec Spectral Response Acceleration
Seismic Loads (ASCE 7-16)
TIOGA T-4891
IBC TABLE 1604.5: Risk Category of Buildings and Other Structures.
Max. Earthquake Ground Motion of 0.2 sec Spectral Response Acceleration
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 3 of 23
X Y Lower Right 202.28 143
X Relative Y Relative Dist to CoRx Dist to CoRy Stiffness Stiffness lbs plf dx (IN) dy (IN)
W1 39.88% 0.00% 3,566 379 84.000 22.412 W2 39.88% 0.00% 3,566 379 84.000 22.412 W3 20.24% 0.00% 1,810 251 0.000 12.868 W4 0.00% 64.22% 5,743 420 0.000 32.382 W5 0.00% 35.78% 3,200 234 0.022 58.118
Left Edge Top Edge Right Edge Bottom Edge Live Live Slab Thickness Weight X Y X Y X Y w snow w/o snow R1 4.5 6060 101.14 6.25 202.28 143 210 151.7 74.6 10094 6060 R2 4.5 6060 0 6.25 101.14 143 210 50.6 74.6 10094 6060 F1 5 9945 15.14 0 172 143 400 93.6 71.5 9945 0
Totals 17920 99.6 72.3 ex ey
1.57 12.90 48,053 39,985 roof 29,148 21,080 floor 18,905 X Y
99.6 72.3
X Y
101.1 59.4
Moment Moment Wall (kip-ft) check (kip-ft) check W1 33.91 Need More 53.32 OK W2 33.91 Need More 53.32 OK
W3 33.11 OK 33.11 OK
W4 76.79 OK 76.79 OK
W5 97.71 OK 97.71 OK
Moment Moment Wall (kip-ft) check (kip-ft) check W1 45.12 43.28 Try Both 37.62 Try Both OK W2 45.12 43.28 Try Both 37.62 Try Both OK W3 28.73 23.27 Try Both 23.27 Try Both OK
W4 75.82 76.56 OK 76.56 OK OK
W5 31.21 73.92 OK 73.92 OK OK
Base Anchor Base Anchor Shear Tension
Required Available Wall (% Capacity) (% Capacity) Lower Right Upper Left Lower Right Upper Left
W1 0.0% 100.0% 77.20 90.94 OK OK
W2 0.0% 100.0% 77.20 90.94 OK OK
W3 0.0% 100.0% 56.38 56.38 OK OK
W4 0.0% 100.0% 153.34 153.34 OK OK
W5 0.0% 100.0% 171.63 171.63 OK OK
From Base Anchors Base Anchors
Wall Overturning Checks Using Base Anchors and Connection to Adjacent Walls Must investigate ONLY if both base anchor alone and adjacent walls alone are insufficient
Available Overturning Overturning Resistance (kip-ft) Unity Check of
(2433)
Anchor Resistance Anchor Resistance
(608) (35)
Overturning resistance considers only the weight of the wall, the weight of the roof supported by the wall, and connection to adjacent walls. Roof weight supported by other walls has not been considered. Connection to adjacent walls is taken as the connection capacity, not to exceed that portion of the adjacent wall weight that can be reasonably attributed to the connection.
Wall Overturning Checks Using Base Anchors Only Must investigate ONLY if connection to adjacent walls is insufficient
Design Moment (kip-ft)
Toward Lower Right Toward Upper Left Combined Loading
Unity Check
Required Tension Capacity per
Base Anchor (lb)
75.82 None Required
31.21 None Required
45.12 TRY BASE ANCHORS
45.12 TRY BASE ANCHORS
28.73 None Required
Overturning status using just connection to adjacent walls to Resist Overturning Anchor Resistance Anchor Resistance From Design Moment
(kip-ft)
Force Transferred by Connections Between Walls Anchorage Required Toward Lower Right Toward Upper Left
Torsional Eccentricity Wgt (w snow)
Wgt (w/o snow) wgt (w snow) wgt (w/o snow)
Wall Shear Force
Center of Gravity
Center of Rigidty
Wall Overturning Checks Using Weight of Adjacent Walls
Snow/Live (psf)
Center of Gravity
Center of Mass & Rigidity
TIOGA T-4891
Upper Left = 0,0
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 4 of 23
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(ty pi ca lly in ch es h (s ec tio n th ic kn es s) ct
(c ov er to
p) cb
(c ov er b ot to m pr ov id ed bo tto m m es
h) dt
(e ffe ct iv e de pt h to p) db (e ffe ct iv e de pt h bo tto m oh
(o ve rh an g le ng th a nd q ty fo r B s) oh
(o ve rh an g le ng th a nd q ty fo r l
s) pr ov id ed (t op m es h) pr ov id ed
(b ot h la ye rs
W ir e M es h
(B ot to m
W ir e
M es h (T op
R ei nf or ce m en t L im its
AC
I 7
.6 .1
.1 a nd
.6 .1
.1
N ls
(q ty o f w al ls in ls d ire ct io
n) {w al ls th at su pp or t o ne o r m or e ro of p an el s i n th e lo ng d ir ec tio n} s,m in te m p (m in . t em pe ra tu re re in fo rc em en t)
N B s ( qt y of w al ls in
B s d ire ct io n)
{w al ls th at su pp or t o ne o r m or e ro of p an el s i n th e sh or t d ir ec tio n}
C s ( o f D L us ed fo r S ei sm ic
{fr om se is m ic a na ly si s}
D es ig n
L oa ds Fa ct or ed D es ig n L oa ds
Pr es su re o n
Sl ab t ( m ax im um te ns ile re in fo rc em en t) s,m in t ( m in im um te ns ile re in fo rc em en t)
B (S pa n in th e sh or t d ire ct io n)
L (S pa n in th e lo ng d ire ct io n)
Su st ai ne d L oa di ng Fa ct or ed S us ta in ed
L oa ds
Pr es su re o n sla b
D (D ea d lo ad
S
(S no w L oa d)
Pr es su re o n
Se ct io n
L r
(L iv e R oo f L oa d)
U se
L ay er o f W ire M es h on B ot to m
W 6.
x
W 6.
x x
SU
M
M A
R Y
U se
L ay er o f W ire M es h on T op
W 6.
x
W 6.
x x
Pr es su re o n
Se ct io n w B
W
L^
/ B
^4
L ^4 be w L
W
B
^4
B ^4
L
^4 be D
(D ea d lo ad
0.
k lf
0.
k lf
U nf ac to re d
D es ig n
L oa ds
E (E ar th qu ak e Lo ad
W (W in d
Lo ad
L r (L iv e
R oo f L oa
d) L
(L iv e Lo ad
S (S no w
L oa d) b h
SE
C
TI
O
N P
R O
PE
R
TI
ES
ct cb rd dt db ste el to p ste el b ot to m w
Ls
B s w B w L
TW
O
-W A
Y S
LA
B
Ls
B s w B
O N
E- W
A Y
S
LA
B
1.
k ip
0.
7.
ft
7.
ft
7.
ft
7.
ft
7.
ft 7.
ft
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 5 of 23
N ot es
M at er ia l P ro pe rt ie s p si
Pl ai n W
W F
G ra de ps i
N o pc f
O .K
AC
I 1
9.
2.
4.
1( a) p si
AC
I 2 0.
2.
2.
fr
(r up tu re m od ul us
0.
ps i
AC
I 1
9.
2.
3.
ps i
AC
I 1
9.
2.
2.
1(
a) Ig
(b
*h ^3
)/1
.1 in
^4 6.
A g
(b *h in ^2
Y t = h /2
2.
in G eo m et ri c Pr op er tie s
M cr
.4 k ip in
AC
I 2
4.
2.
3.
.4 ft β1
0.
AC
I T ab le
2.
2.
2.
4.
8.
ft in iti al
AC
I T ab le
4.
2.
T w o-w ay sl ab lo ng
-te rm
AC
I T ab le
4.
2.
0.
in
B 8.
in in kd
0.
in
4.
in I.c r 1.
in
^4
1/ in a
0.
in 3/ in
0.
in
1.
in
3.
in
0.
0.
p si
.1 in
{q ty o f o ve rh an gs in
B s d ir ec tio n}
0.
0.
p si
.9 in
{q ty o f o ve rh an gs in ls d ir ec tio n}
0.
0.
p si
0.
2 2
T
IO
G A
T -4
D E
SI
G
N O
F R
O O
F
PA
N E
L S
M A
R K
R
R f ' c
Fy Li gh tw ei gh t?
B s ( ov er al l w id th o f s la b)
D es ig n w ill b e pe rfo rm ed a s :
tf r
(r oo f f in ish th ic kn es s) b (s ec tio n w id th
St ee l R ei nf or ce m en t
C d (
C on cr et e de ns ity
E (S te el
E
(C on cr et
e) n
(m od ul ar ra tio
L s ( ov er al l l en gt h of sl ab λ rd (a ss um ed re in f.
di am et er
(if c en te re d en te r 0
(r ei nf or ce m en t r at io p ro vi de d)
(ty pi ca lly in ch es h (s ec tio n th ic kn es s) ct
(c ov er to
p) cb
(c ov er b ot to m pr ov id ed bo tto m m es
h) dt
(e ffe ct iv e de pt h to p) db (e ffe ct iv e de pt h bo tto m oh
(o ve rh an g le ng th a nd q ty fo r B s) oh
(o ve rh an g le ng th a nd q ty fo r l
s) pr ov id ed (t op m es h) pr ov id ed
(b ot h la ye rs
N ls
(q ty o f w al ls in ls d ire ct io
n) {w al ls th at su pp or t o ne o r m or e ro of p an el s i n th e lo ng d ir ec tio n} N
B s ( qt y of w al ls in B s d ire ct io
n) {w al ls th at su pp or t o ne o r m or e ro of p an el s i n th e sh or t d ir ec tio n} C s ( o f D
L us ed fo r S ei sm ic
{fr om se is m ic a na ly si s} b h
SE
C
TI
O
N P
R O
PE
R
TI
ES
ct cb rd dt db ste el to p ste el b ot to m w
Ls
B s w B w L
TW
O
-W A
Y S
LA
B
Ls
B s w B
O N
E- W
A Y
S
LA
B
Fl ex ur e
M u εt εty
Pe r A
C I 2
1.
2.
2.
St at us C he ck
Pe r A
C I 1
1.
8.
1.
1(
b) ϕb
Pe r A
C I T ab le
1.
2.
M n tri al f'c bd
^2 (1
-0 .5
D M
M u
- ϕ
M ϕM n
C he ck ϕM n
M u a llo w ed
2.
k ip
-ft 0.
0.
Te ns io n 0.
3.
k ip -ft ki p-ft
3.
k ip
-ft O
.K
.2
7%
M u εt εty
Pe r A
C I 2
1.
2.
2.
St at us C he ck
Pe r A
C I 1
1.
8.
1.
1(
b) ϕb
Pe r A
C I T ab le
1.
2.
M n tri f'c bd
^2 (1
-0 .5
D M
M u
- ϕ
M ϕM n
C he ck ϕM n
M u a llo w ed
1.
ki p-ft
0.
0.
Te ns io n
0.
3.
k ip
-ft ki p-ft 3.
k ip -ft
O .K
.4 3%
M u εt εty
Pe r A
C I 2
1.
2.
2.
St at us C he ck
Pe r A
C I 1
1.
8.
1.
1(
b) ϕb
Pe r A
C I T ab le
1.
2.
S El as tic
S ec tio n
M od ul us
M n
Pe r A
C I 1
4.
5.
2.
1a
M n
Pe r A
C I 1
4.
5.
2.
1b ϕM n
Pe r A
C I 1
4.
5.
2.
C he ck ϕM n
M u a llo w ed
0.
ki p-ft
0.
0.
Te ns io n
0.
.5 in
^3 1.
ki p-ft
.3 k ip
-ft 0.
ki p-ft O
.K
.3
5% 0.
ki p-ft 0.
0.
Te ns io n 0.
.5 in ^3
1.
ki p-ft
.3 k ip -ft
0.
ki p-ft
O .K
.8 0%
0.
ki p-ft
0.
0.
Te ns io n
0.
.5 in
^3 1.
ki p-ft
.3 k ip
-ft 0.
ki p-ft O
.K
.5
7% 0.
ki p-ft 0.
0.
Te ns io n 0.
.5 in ^3
1.
ki p-ft
.3 k ip -ft
0.
ki p-ft
O .K
.9 1%
Sh ea r
V u v pe r T ab le A
C I 2
1.
2.
V c pe r A C
I 2 2.
5.
5.
ϕV c C he ck ϕV c
V u a llo w ed
1.
k ip
0.
5.
k ip
4.
k ip
O .K
.5 1%
0.
k ip
0.
2.
k ip
2.
k ip
O .K
.6 2%
0.
k ip
0.
2.
k ip
2.
k ip
O .K
.7 5%
V u v pe r T ab le A
C I 2
1.
2.
V c pe r A C
I 2 2.
5.
5.
ϕV c C he ck ϕV c
V u a llo w ed
0.
k ip
0.
5.
k ip
4.
k ip
O .K
6.
M on th s
Ep sil on 0.
k ip 0.
2.
k ip 2.
k ip O
.K
5.
1.
0.
k ip
0.
2.
k ip
2.
k ip
O .K
6.
Sp an ty pe
Si m pl e sp an
D ef le ct io n
Se rv ic e
Lo ad s
Sp an
M a.
se rv
M a.
su s
I.e ff.
se rv
Pe r T ab le
4.
2.
3.
I.e ff.
su sta in ed Pe r T ab le
4.
2.
3.
Im m ed ia te D ef le ct io n i
A
IS
C
5t h
Ed iti on Ta bl e
3-ρ′ λΔ pe r A
C I 2
4.
2.
4.
1.
Lo ng -T er m
D ef le ct io n l-t to ta l l on g-te rm de fle ct io n i + l-t) a llo w (im m ed ia te a llo w
(lo ng te rm
C he ck sh or t t er m de fle ct io n
C he ck to ta l lo ng ct io n a llo w ed
- s ho rt te rm a llo w ed to ta l l on g te rm B
2.
k ip
-ft 0.
k ip -ft
2.
in ^4
.1 in
^4 0.
in 0.
0.
0.
in 0.
in 0.
in 0.
in O
.K
O .K
7.
.5
5% L
1.
ki p-ft
0.
ki p-ft
2.
in ^4
.1 in
^4 0.
in 0.
0.
0.
in 0.
in 0.
in 0.
in O
.K
O .K
0.
.4
2%
M ax im um
S he ar fo r B s
V u w
B (B
/2
Su sta in ed
L oa d D ur at io n
Pe r T ab le
4.
2.
4.
1.
Sh ea r f or
L s
V u w
L (L
/2
V u fo r e nd o ve rh an g w L* oh
V u fo r e nd o ve rh an g w L* oh
V u fo r s id e ov er ha ng w B
*o h1
V u fo r s id e ov er ha ng w B
*o h2
M po s ( po sit iv e M om en t)
(w L*
L^ 2)
M po s ( po sit iv e M om en t)
(w B
*B ^2
Fl ex ur al
M om en ts fo r l s
Fl ex ur al
M om en ts fo r B s
M ne g (n eg at iv e
M om en t)
(w
B *o h1 ^2
M ne g (n eg at iv e
M om en t)
(w
B *o h2 ^2
M ne g (n eg at iv e
M om en t)
(w
L* oh
1^ 2)
M ne g (n eg at iv e
M om en t)
(w
L* oh
2^ 2)
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 6 of 23
W1
O.K.
ACI 19.2.4.1(a)
ACI 20.2.2.2
ACI 19.2.2.1(a)
ACI Table ACI 21.2.1
ACI 22.5.5.1
ACI Table 11.6.1 ACI Table 11.6.1
ACI 11.7.2.2
ACI 11.7.2.2
= As
ACI 14-9
ACI 14-8
ACI 21.2.2.1
ACI 11.8.1.1(b)
ACI 24.2.3.5 ACI Table 21.2.2 ACI Table 22.2.2.4.3
ACI 11.8.3.1d
ACI Table 24.2.2 a 0.32 in rmin (minimum tensile reinforcement) 0.0027 rtrial (trial reinforcement ratio bottom) 0.0033 provided (reinforcement ratio provided) 0.0080 rt (maximum tensile reinforcement) 0.0166 Check ϕMn > Mu O.K. O.K.
rtemp (min. temperature reinforcement) 0.0018 % allowed 23.09% 23.09%
Ie 64.00 in^4 Ast = As + As add'l 0.20 in^2 0.20 in^2 delta 360 ϕMn = ϕAsFy(db - a/2) 2.209 kip-ft 2.209 kip-ft
Ase 0.23 in^2 or spacing of: 0 0 Icrdeflection 4.35 in^4 As add'l = 0.000 kip-ft 0.000 kip-ft a = As * fy / (0.85 * f`c *b) 0.33483 psi Add'l bar size: 3 3 c 0.419 in qty req`d 0 0
I.cr 3.52 in^4 As Add'l req'd 0.00 in^2 0.00 in^2 kd 0.569 in ∆M =Mu - ϕM 0.000 kip-ft 0.000 kip-ft B 8.829624606 ϕMn trial = ϕAsFy(dt - a/2) 2.210 kip-ft 2.210 kip-ft
Trial Ast req'd 0.079 in^2 Mu 0.510 kip-ft 0.510 kip-ft B1 0.8 Mua 0.509 kip-ft fr (rupture modulus) 530.330 psi Check Tension Tension
Mcr 16.971 kip-in ϕb 0.9 0.9
Ag = (b*h) 48 in^2 εt 0.012 0.012 Yt = h/2 2 εty 0.003 0.003
Flexure Allowable Capacity Assumption check
Ig = (b*h^3)/12 64 in^4 Span Hw Lw
Check Shear O.K. Δs 0.004 in Check deflection O.K.
Vu = wuB*(Bw-2db) / 2 0.05 kip Msa 1.408 kip-in ϕVc/2 1.44 kip M 1.413 kip-in
Shear Lateral 0.01 klf Factored Loading per ACI ACI 318-19 5.3.1c Allowed service deflection 0.23 in
Axial Pressure on Section Deflection PB 1.39 kip Service Loads
Axial 1.39 kip
Lateral Pressure on Section Unfactored Axially Applied Loads Lw = W*(L^4 / L^4 + H^4) 0.01 klf
Unfactored Pressure on Roof uWr 319.9245 psf Hw = W*(H^4 / H^4 + L^4) 0.05 klf
Assumption check 0.06*f`c*Ag 14.4 kip
ACI 11.8.1.1(d) Unfactored Laterally Applied Loads
Check O.K. Unfactored Pressure on Wall uWw 58.99 psf
PuB 2.14 kip Lw = W*(L^4 / L^4 + H^4) 0.02 klf Hw = W*(H^4 / H^4 + L^4) 0.07 klf
Factored Pressure on Roof Wr 527.555 Factored Pressure on Wall Ww 94.38 psf
Axial Pressure on Section Lateral Pressure on Section
Factored Axially Applied Loads Factored Laterally Applied Loads Factored Loading per ACI ACI 318-19 5.3.1c Factored Loading per ACI ACI 5.3.1d & 5.3.5
E (Earthquake Load) 18.7 psf Earthquake Load (EL.lat) 9.78 psf Mesh Area 0.20 in^2 W (Wind Load) 108.86 psf Wind Load (WL.lat) 58.99 psf spacing 4 in
Wire Mesh Lr (Live Roof Load) 30 psf Live Roof Load (LLr.lat) 0 psf Wire Size W6.7
S (Snow Load) 250 psf Snow Load (SL.lat) 0 psf L (Live Load) 0 psf Live Load (LL.lat) 0 psf
D (Dead load) + Ww ( Wall weight) 110.94 psf Dead Load (DL.lat) 0 psf
Loading Eccentricity - Axial Load 1 in Axial Design Loads (pressure from roof) Lateral Design Loads (pressure on wall) Is wall Split No
Max Horizontal spacing 12 in db (effective depth bottom) 2 in Cs (% of DL used for Seismic) 0.196 ρmin.hor 0.0025 rd (assumed reinf. diameter) 0.292 in Max Vertical spacing 12 in dt (effective depth top) 2 in h (section thickness) 4 in Minimum Wall Reinforcement Requirements ct (cover top) 1.708 in ρmin.vert 0.0025 cb (cover bottom) 1.708 in
Vc 3.394 kip Analyisis will be performed as : Two-way slab ϕVc 2.885 kip b (section width) 12 in
Shear Parameters H (height of wall) 82.75 in ϕv 0.85 Lh (length of wall) 9.417 ft n (modular ratio) 6.76 Wall that supports 2 roof panels? No lop (length of opening on wall) 0 ft
E (Steel) 29000000 psi Wall Weight 3180.000 lbs.
E (Concrete) 4286826 psi Central wall? Yes
Concrete density 150 pcf Center of gravity X 185.140 λ 1 Center of gravity Y 81.794
Fy rebar 60000 pcf Y Corridinate 25 Lightweight? No Direction of Wall Y
Fy wire mesh 80000 psi X Corridinate 185.14
Wall panel shall be simply supported, axially loaded, and subject to out-of-plane uniform lateral loading where maximum moments and ACI 11.8.2.1
Material Properties Concentrated gravity loads are distributed over the wall length ACI 11.8.2.2 f`c 5000 psi
Notes Wall is tension-controlled for out-of-plane moment effect ACI 11.8.1.1 (b) ϕMn is at least Mcr, where Mcr is calculated using fr as provided in 19.2.3 ACI 11.8.1.1 (c)
Pu at mid-height shall not exceed 0.06*f'c*Ag ACI 11.8.1.1 (d)
Steel Reinforcement Plain WWF Grade 80 Geometric Properties
ID: TIOGA T-4891 ACI's Alternate Design of Slender Walls ACI 11.8.1 & 11.8.2
DESIGN OF WALL MARKED Assumptions from this methodology:
Cross section is constant over the height of the wall ACI 11.8.1.1 (a)
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 7 of 23
0.3 klf
0.05 ksf
Opening Horizontal Location Vertical Location L length of opening H height above opening
(-) Weight of Opening
(LBS)
Pw total factorized panel load wu total factorized load Mu
(wu*L^2)/12 WINDOW 1 0.83 ft 5.5 ft 2 ft 0.9 ft 49.58 0.05 klf 0.35 klf 0.12 kip-ft WINDOW 2 5.04 ft 5.5 ft 2 ft 0.9 ft 49.58 0.05 klf 0.35 klf 0.12 kip-ft
Flexure b As req'd Bar size qty req'd: Mn = AsFy(db - a/2)
Check Mn > Mu
0.9 0.003 in^2 No. 3 1 4.54 kip-ft O.K.
0.9 0.003 in^2 No. 3 1 4.54 kip-ft O.K.
Lateral Quantity Maximum Maximum Shear Moment + Moment - Moment + Moment -in Shear R - Distance L - Distance kip kip - ft kip - ft kip - ft kip - ft
3 106 100 31.696 43.28 37.62 33.91 53.32
Total Tension
10.779 Dist Tension (kip) Shear L - Dist Moment + Moment -
Base Anchor 1 13 in 3.64 12.21 100 in 0.484 kip*ft 30.342 kip*ft Base Anchor 2 64.5 in 3.64 12.21 48.5 in 11.908 kip*ft 7.137 kip*ft Base Anchor 3 106 in 3.50 7.28 7 in 30.890 kip*ft 0.143 kip*ft
Up Left Low Right Wall Connection 1 2 2.703 4.972 25.00% W4 2 111.000 4.972 0.829 45.991 Wall Connection 2 3 2.703 4.292 25.00% W5 92.5 20.500 4.292 33.084 7.332
Design Capacity Reserve Design Resistance Reserve Force (lb) (lb) Capacity (PLF) (PLF) check Capacity
10136 31696 21560 947 19521 OK (21560) OK
96% Final 7.403079185
Pier Length Height Fixed Top? Useable? Stiffness (k) Deflection Label (inches) (inches) (Y/N) (Y/N) (1000 kip / IN) (in / 1000 kip)
Entire Wall 113 82.75 Y Y 7.723 0.129
WINDOW 1 A' 113 5.95 Y Y 126.494 0.008
A 9.96 5.95 Y N 0.000 0.000 B 79.04 5.95 Y Y 88.393 0.011
WINDOW 2 B' 113 5.95 Y Y 126.494 0.008
C 60.48 5.95 Y Y 67.547 0.015 D 28.52 5.95 Y Y 31.498 0.032
First Segment Second Segment Re-Name Combine/Subtract Method Combined WINDOW 1 Entire Wall A' A'a - Deflection 0.122
A B AB + Stiffness 88.393 A'a AB A'b + Deflection 0.133
WINDOW 2 A'b B' B'a - Deflection 0.125 C D CD + Stiffness 99.045
B'a CD Final + Deflection 0.135
RIGIDITY
CALCULATED VALUES
Combine Logic
L - Dist Allowable Force
Overturning Moment Resistance (kip-ft)
Wall Shear Checks Shear Connections at Base Wall Shear Capacity Required Shear Capacity (lb) per Base
Connector
Quantity of Anchors
Capacity of each Anchor
Countering Dead Load from
Adjoining Wall
% of wall to use
Adjoining Wall
Dist (inches)
Base Anchors
Wall Connections
Overturning Base Anchors Base Anchors Wall-Wall Connection
CONNECTIONS
Full Resistance Value
Ww (weight of panel per sq ft)
Factorized Moment
Opening
WINDOW 1
WINDOW 2
REINFORCEMENT AT OPENINGS
Loading Material Properties Pu (factorized load from roof) db (effective depth bottom) 2 in
Entire Wall WINDOW 1
WINDOW 2
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 8 of 23
W2
ACI 19.2.4.1(a)
ACI 20.2.2.2
ACI 19.2.2.1(a)
ACI Table ACI 21.2.1
ACI 22.5.5.1
ACI Table 11.6.1 ACI Table 11.6.1
ACI 11.7.2.2
ACI 11.7.2.2
= As
ACI 14-9
ACI 14-8
ACI 21.2.2.1
ACI 11.8.1.1(b)
ACI 24.2.3.5 ACI Table 21.2.2 ACI Table 22.2.2.4.3
ACI 11.8.3.1d
ACI Table 24.2.2 a 0.32 in rmin (minimum tensile reinforcement) 0.0027 rtrial (trial reinforcement ratio bottom) 0.0033 provided (reinforcement ratio provided) 0.0080 rt (maximum tensile reinforcement) 0.0166 Check ϕMn > Mu O.K. O.K.
rtemp (min. temperature reinforcement) 0.0018 % allowed 23.09% 23.09%
Ie 64.00 in^4 Ast = As + As add'l 0.20 in^2 0.20 in^2 delta 360 ϕMn = ϕAsFy(db - a/2) 2.209 kip-ft 2.209 kip-ft
Ase 0.23 in^2 or spacing of: 0 0 Icrdeflection 4.35 in^4 As add'l = 0.000 kip-ft 0.000 kip-ft a = As * fy / (0.85 * f`c *b) 0.33483 psi Add'l bar size: 3 3 c 0.419 in qty req`d 0 0
I.cr 3.52 in^4 As Add'l req'd 0.00 in^2 0.00 in^2 kd 0.569 in ∆M =Mu - ϕM 0.000 kip-ft 0.000 kip-ft B 8.829624606 ϕMn trial = ϕAsFy(dt - a/2) 2.210 kip-ft 2.210 kip-ft
Trial Ast req'd 0.079 in^2 Mu 0.510 kip-ft 0.510 kip-ft B1 0.8 Mua 0.509 kip-ft fr (rupture modulus) 530.330 psi Check Tension Tension
Mcr 16.971 kip-in ϕb 0.9 0.9
Ag = (b*h) 48 in^2 εt 0.012 0.012 Yt = h/2 2 εty 0.003 0.003
Flexure Allowable Capacity Assumption check
Ig = (b*h^3)/12 64 in^4 Span Hw Lw
Check Shear O.K. Δs 0.004 in Check deflection O.K.
Vu = wuB*(Bw-2db) / 2 0.05 kip Msa 1.408 kip-in ϕVc/2 1.44 kip M 1.413 kip-in
Shear Lateral 0.01 klf Factored Loading per ACI ACI 318-19 5.3.1c Allowed service deflection 0.23 in
Axial Pressure on Section Deflection PB 1.39 kip Service Loads
Axial 1.39 kip
Lateral Pressure on Section Unfactored Axially Applied Loads Lw = W*(L^4 / L^4 + H^4) 0.01 klf
Unfactored Pressure on Roof uWr 319.9245 psf Hw = W*(H^4 / H^4 + L^4) 0.05 klf
Assumption check 0.06*f`c*Ag 14.4 kip
ACI 11.8.1.1(d) Unfactored Laterally Applied Loads
Check O.K. Unfactored Pressure on Wall uWw 58.99 psf
PuB 2.14 kip Lw = W*(L^4 / L^4 + H^4) 0.02 klf Hw = W*(H^4 / H^4 + L^4) 0.07 klf
Factored Pressure on Roof Wr 527.555 Factored Pressure on Wall Ww 94.38 psf
Axial Pressure on Section Lateral Pressure on Section
Factored Axially Applied Loads Factored Laterally Applied Loads Factored Loading per ACI ACI 318-19 5.3.1c Factored Loading per ACI ACI 5.3.1d & 5.3.5
E (Earthquake Load) 18.7 psf Earthquake Load (EL.lat) 9.78 psf Mesh Area 0.20 in^2 W (Wind Load) 108.86 psf Wind Load (WL.lat) 58.99 psf spacing 4 in
Wire Mesh Lr (Live Roof Load) 30 psf Live Roof Load (LLr.lat) 0 psf Wire Size W6.7
S (Snow Load) 250 psf Snow Load (SL.lat) 0 psf L (Live Load) 0 psf Live Load (LL.lat) 0 psf
D (Dead load) + Ww ( Wall weight) 110.94 psf Dead Load (DL.lat) 0 psf
Loading Eccentricity - Axial Load 1 in Axial Design Loads (pressure from roof) Lateral Design Loads (pressure on wall) Is wall Split No
Max Horizontal spacing 12 in db (effective depth bottom) 2 in Cs (% of DL used for Seismic) 0.196 ρmin.hor 0.0025 rd (assumed reinf. diameter) 0.292 in Max Vertical spacing 12 in dt (effective depth top) 2 in h (section thickness) 4 in Minimum Wall Reinforcement Requirements ct (cover top) 1.708 in ρmin.vert 0.0025 cb (cover bottom) 1.708 in
Vc 3.394 kip Analyisis will be performed as : Two-way slab ϕVc 2.885 kip b (section width) 12 in
Shear Parameters H (height of wall) 82.75 in ϕv 0.85 Lh (length of wall) 9.417 ft n (modular ratio) 6.76 Wall that supports 2 roof panels? No lop (length of opening on wall) 0 ft
E (Steel) 29000000 psi Wall Weight 3180.000 lbs.
E (Concrete) 4286826 psi Central wall? Yes
Concrete density 150 pcf Center of gravity X 17.140 λ 1 Center of gravity Y 81.794
Fy rebar 60000 pcf Y Corridinate 25 Lightweight? No Direction of Wall Y
Fy wire mesh 80000 psi X Corridinate 17.14
Wall panel shall be simply supported, axially loaded, and subject to out-of-plane uniform lateral loading where maximum moments and ACI 11.8.2.1
Material Properties Concentrated gravity loads are distributed over the wall length ACI 11.8.2.2 f`c 5000 psi
Notes Wall is tension-controlled for out-of-plane moment effect ACI 11.8.1.1 (b) ϕMn is at least Mcr, where Mcr is calculated using fr as provided in 19.2.3 ACI 11.8.1.1 (c)
Pu at mid-height shall not exceed 0.06*f'c*Ag ACI 11.8.1.1 (d)
Steel Reinforcement Plain WWF Grade 80 Geometric Properties
ID: TIOGA T-4891 ACI's Alternate Design of Slender Walls ACI 11.8.1 & 11.8.2
DESIGN OF WALL MARKED Assumptions from this methodology:
Cross section is constant over the height of the wall ACI 11.8.1.1 (a)
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 9 of 23
Opening Horizontal Location Vertical Location L length of opening H height above opening
(-) Weight of Opening
(LBS)
Pw total factorized panel load wu total factorized load Mu
(wu*L^2)/12 WINDOW 1 0.83 ft 5.5 ft 2 ft 0.9 ft 49.58 0.05 klf 0.35 klf 0.12 kip-ft WINDOW 2 5.04 ft 5.5 ft 2 ft 0.9 ft 49.58 0.05 klf 0.35 klf 0.12 kip-ft
Flexure b As req'd Bar size qty req'd: Mn = AsFy(db - a/2)
Check Mn > Mu
0.9 0.003 in^2 No. 3 1 4.54 kip-ft O.K.
0.9 0.003 in^2 No. 3 1 4.54 kip-ft O.K.
Lateral Quantity Maximum Maximum Shear Moment + Moment - Moment + Moment -in Shear R - Distance L - Distance kip kip - ft kip - ft kip - ft kip - ft
3 106 100 31.696 43.28 37.62 33.91 53.32
Total Tension
10.779 Dist Tension (kip) Shear L - Dist Moment + Moment -
Base Anchor 1 13 in 3.64 12.21 100 in 0.484 kip*ft 30.342 kip*ft Base Anchor 2 64.5 in 3.64 12.21 48.5 in 11.908 kip*ft 7.137 kip*ft Base Anchor 3 106 in 3.50 7.28 7 in 30.890 kip*ft 0.143 kip*ft
Up Left Low Right Wall Connection 1 2 2.703 4.972 25.00% W4 2 111.000 4.972 0.829 45.991 Wall Connection 2 3 2.703 4.292 25.00% W5 92.5 20.500 4.292 33.084 7.332
Design Capacity Reserve Design Resistance Reserve Force (lb) (lb) Capacity (PLF) (PLF) check Capacity
10136 31696 21560 947 19521 OK (21560) OK
96% Final 7.403079185
Pier Length Height Fixed Top? Useable? Stiffness (k) Deflection Label (inches) (inches) (Y/N) (Y/N) (1000 kip / IN) (in / 1000 kip)
Entire Wall 113 82.75 Y Y 7.723 0.129
WINDOW 1 A' 113 5.95 Y Y 126.494 0.008
A 9.96 5.95 Y N 0.000 0.000 B 79.04 5.95 Y Y 88.393 0.011
WINDOW 2 B' 113 5.95 Y Y 126.494 0.008
C 60.48 5.95 Y Y 67.547 0.015 D 28.52 5.95 Y Y 31.498 0.032
First Segment Second Segment Re-Name Combine/Subtract Method Combined WINDOW 1 Entire Wall A' A'a - Deflection 0.122
A B AB + Stiffness 88.393 A'a AB A'b + Deflection 0.133
WINDOW 2 A'b B' B'a - Deflection 0.125 C D CD + Stiffness 99.045
B'a CD Final + Deflection 0.135
RIGIDITY
CALCULATED VALUES
Combine Logic
L - Dist Allowable Force
Overturning Moment Resistance (kip-ft)
Wall Shear Checks Shear Connections at Base Wall Shear Capacity Required Shear Capacity (lb) per Base
Connector
Quantity of Anchors
Capacity of each Anchor
Countering Dead Load from
Adjoining Wall
% of wall to use
Adjoining Wall
Dist (inches)
Base Anchors
Wall Connections
Overturning Base Anchors Base Anchors Wall-Wall Connection
CONNECTIONS
Full Resistance Value
Ww (weight of panel per sq ft)
Factorized Moment
Opening
WINDOW 1
WINDOW 2
REINFORCEMENT AT OPENINGS
Loading Material Properties Pu (factorized load from roof) db (effective depth bottom) 2 in
Entire Wall WINDOW 1
WINDOW 2
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 10 of 23
W3
ACI 19.2.4.1(a)
ACI 20.2.2.2
ACI 19.2.2.1(a)
ACI Table ACI 21.2.1
ACI 22.5.5.1
ACI Table 11.6.1 ACI Table 11.6.1
ACI 11.7.2.2
ACI 11.7.2.2
= As
ACI 14-9
ACI 14-8
ACI 21.2.2.1
ACI 11.8.1.1(b)
ACI 24.2.3.5 ACI Table 21.2.2 ACI Table 22.2.2.4.3
ACI 11.8.3.1d
ACI Table 24.2.2 a 0.32 in rmin (minimum tensile reinforcement) 0.0027 rtrial (trial reinforcement ratio bottom) 0.0033 provided (reinforcement ratio provided) 0.0080 rt (maximum tensile reinforcement) 0.0166 Check ϕMn > Mu O.K. O.K.
rtemp (min. temperature reinforcement) 0.0018 % allowed 16.75% 16.75%
Ie 64.00 in^4 Ast = As + As add'l 0.20 in^2 0.20 in^2 delta 360 ϕMn = ϕAsFy(db - a/2) 2.209 kip-ft 2.209 kip-ft
Ase 0.23 in^2 or spacing of: 0 0 Icrdeflection 4.36 in^4 As add'l = 0.000 kip-ft 0.000 kip-ft a = As * fy / (0.85 * f`c *b) 0.33483 psi Add'l bar size: 3 3 c 0.419 in qty req`d 0 0
I.cr 3.52 in^4 As Add'l req'd 0.00 in^2 0.00 in^2 kd 0.569 in ∆M =Mu - ϕM 0.000 kip-ft 0.000 kip-ft B 8.829624606 ϕMn trial = ϕAsFy(dt - a/2) 2.210 kip-ft 2.210 kip-ft
Trial Ast req'd 0.079 in^2 Mu 0.370 kip-ft 0.370 kip-ft B1 0.8 Mua 0.372 kip-ft fr (rupture modulus) 530.330 psi Check Tension Tension
Mcr 16.971 kip-in ϕb 0.9 0.9
Ag = (b*h) 48 in^2 εt 0.012 0.012 Yt = h/2 2 εty 0.003 0.003
Flexure Allowable Capacity Assumption check
Ig = (b*h^3)/12 64 in^4 Span Hw Lw
Check Shear O.K. Δs 0.021 in Check deflection O.K.
Vu = wuB*(Bw-2db) / 2 0.1 kip Msa 5.210 kip-in ϕVc/2 1.44 kip M 5.241 kip-in
Shear Lateral 0.04 klf Factored Loading per ACI ACI 318-19 5.3.1c Allowed service deflection 0.29 in
Axial Pressure on Section Deflection PB 1.45 kip Service Loads
Axial 1.45 kip
Lateral Pressure on Section Unfactored Axially Applied Loads Lw = W*(L^4 / L^4 + H^4) 0.04 klf
Unfactored Pressure on Roof uWr 319.9245 psf Hw = W*(H^4 / H^4 + L^4) 0.02 klf
Assumption check 0.06*f`c*Ag 14.4 kip
ACI 11.8.1.1(d) Unfactored Laterally Applied Loads
Check O.K. Unfactored Pressure on Wall uWw 58.99 psf
PuB 2.2 kip Lw = W*(L^4 / L^4 + H^4) 0.06 klf Hw = W*(H^4 / H^4 + L^4) 0.03 klf
Factored Pressure on Roof Wr 527.555 Factored Pressure on Wall Ww 94.38 psf
Axial Pressure on Section Lateral Pressure on Section
Factored Axially Applied Loads Factored Laterally Applied Loads Factored Loading per ACI ACI 318-19 5.3.1c Factored Loading per ACI ACI 5.3.1d & 5.3.5
E (Earthquake Load) 18.7 psf Earthquake Load (EL.lat) 9.78 psf Mesh Area 0.20 in^2 W (Wind Load) 108.86 psf Wind Load (WL.lat) 58.99 psf spacing 4 in
Wire Mesh Lr (Live Roof Load) 30 psf Live Roof Load (LLr.lat) 0 psf Wire Size W6.7
S (Snow Load) 250 psf Snow Load (SL.lat) 0 psf L (Live Load) 0 psf Live Load (LL.lat) 0 psf
D (Dead load) + Ww ( Wall weight) 110.94 psf Dead Load (DL.lat) 0 psf
Loading Eccentricity - Axial Load 1 in Axial Design Loads (pressure from roof) Lateral Design Loads (pressure on wall) Is wall Split No
Max Horizontal spacing 12 in db (effective depth bottom) 2 in Cs (% of DL used for Seismic) 0.196 ρmin.hor 0.0025 rd (assumed reinf. diameter) 0.292 in Max Vertical spacing 12 in dt (effective depth top) 2 in h (section thickness) 4 in Minimum Wall Reinforcement Requirements ct (cover top) 1.708 in ρmin.vert 0.0025 cb (cover bottom) 1.708 in
Vc 3.394 kip Analyisis will be performed as : Two-way slab ϕVc 2.885 kip b (section width) 12 in
Shear Parameters H (height of wall) 103.75 in ϕv 0.85 Lh (length of wall) 7.208 ft n (modular ratio) 6.76 Wall that supports 2 roof panels? Yes lop (length of opening on wall) 0 ft
E (Steel) 29000000 psi Wall Weight 3116.000 lbs.
E (Concrete) 4286826 psi Central wall? Yes
Concrete density 150 pcf Center of gravity X 101.140 λ 1 Center of gravity Y 72.250
Fy rebar 60000 pcf Y Corridinate 29 Lightweight? No Direction of Wall Y
Fy wire mesh 80000 psi X Corridinate 101.14
Wall panel shall be simply supported, axially loaded, and subject to out-of-plane uniform lateral loading where maximum moments and ACI 11.8.2.1
Material Properties Concentrated gravity loads are distributed over the wall length ACI 11.8.2.2 f`c 5000 psi
Notes Wall is tension-controlled for out-of-plane moment effect ACI 11.8.1.1 (b) ϕMn is at least Mcr, where Mcr is calculated using fr as provided in 19.2.3 ACI 11.8.1.1 (c)
Pu at mid-height shall not exceed 0.06*f'c*Ag ACI 11.8.1.1 (d)
Steel Reinforcement Plain WWF Grade 80 Geometric Properties
ID: TIOGA T-4891 ACI's Alternate Design of Slender Walls ACI 11.8.1 & 11.8.2
DESIGN OF WALL MARKED Assumptions from this methodology:
Cross section is constant over the height of the wall ACI 11.8.1.1 (a)
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 11 of 23
Opening Horizontal Location Vertical Location L length of opening H height above opening
(-) Weight of Opening
(LBS)
Pw total factorized panel load wu total factorized load Mu
(wu*L^2)/12
Flexure b As req'd Bar size qty req'd: Mn = AsFy(db - a/2)
Check Mn > Mu
Lateral Quantity Maximum Maximum Shear Moment + Moment - Moment + Moment -in Shear R - Distance L - Distance kip kip - ft kip - ft kip - ft kip - ft
2 77.5 77.5 18.502 23.27 23.27 33.11 33.11
Total Tension
7.110 Dist Tension (kip) Shear L - Dist Moment + Moment -
Base Anchor 1 9 in 3.56 9.25 77.5 in 0.310 kip*ft 22.959 kip*ft Base Anchor 2 77.5 in 3.56 9.25 9 in 22.959 kip*ft 0.310 kip*ft
Up Left Low Right Wall Connection 1 3 1.531 9.944 50.00% W4 0 86.500 4.593 0.000 33.108 Wall Connection 2 3 1.531 8.584 50.00% W5 86.5 0.000 4.593 33.108 0.000
Design Capacity Reserve Design Resistance Reserve Force (lb) (lb) Capacity (PLF) (PLF) check Capacity
5719 18502 12783 628 20365 OK (12783) OK
100% Final 3.756736306
Pier Length Height Fixed Top? Useable? Stiffness (k) Deflection Label (inches) (inches) (Y/N) (Y/N) (1000 kip / IN) (in / 1000 kip)
Entire Wall 86.5 103.75 Y Y 3.757 0.266
First Segment Second Segment Re-Name Combine/Subtract Method Combined Entire Wall 0 Final 3.757
RIGIDITY
CALCULATED VALUES
Combine Logic
L - Dist Allowable Force
Overturning Moment Resistance (kip-ft)
Wall Shear Checks Shear Connections at Base Wall Shear Capacity Required Shear Capacity (lb) per Base
Connector
Quantity of Anchors
Capacity of each Anchor
Countering Dead Load from
Adjoining Wall
% of wall to use
Adjoining Wall
Dist (inches)
Base Anchors
Wall Connections
Overturning Base Anchors Base Anchors Wall-Wall Connection
CONNECTIONS
Full Resistance Value
Ww (weight of panel per sq ft)
Factorized Moment
Opening
REINFORCEMENT AT OPENINGS
Loading Material Properties Pu (factorized load from roof) db (effective depth bottom) 2 in
Entire Wall
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 12 of 23
W4
ACI 19.2.4.1(a)
ACI 20.2.2.2
ACI 19.2.2.1(a)
ACI Table ACI 21.2.1
ACI 22.5.5.1
ACI Table 11.6.1 ACI Table 11.6.1
ACI 11.7.2.2
ACI 11.7.2.2
= As
ACI 14-9
ACI 14-8
ACI 21.2.2.1
ACI 11.8.1.1(b)
ACI 24.2.3.5 ACI Table 21.2.2 ACI Table 22.2.2.4.3
ACI 11.8.3.1d
ACI Table 24.2.2 a 0.32 in rmin (minimum tensile reinforcement) 0.0027 rtrial (trial reinforcement ratio bottom) 0.0033 provided (reinforcement ratio provided) 0.0080 rt (maximum tensile reinforcement) 0.0166 Check ϕMn > Mu O.K. O.K.
rtemp (min. temperature reinforcement) 0.0018 % allowed 34.86% 34.86%
Ie 64.00 in^4 Ast = As + As add'l 0.20 in^2 0.20 in^2 delta 360 ϕMn = ϕAsFy(db - a/2) 2.209 kip-ft 2.209 kip-ft
Ase 0.23 in^2 or spacing of: 0 0 Icrdeflection 4.36 in^4 As add'l = 0.000 kip-ft 0.000 kip-ft a = As * fy / (0.85 * f`c *b) 0.33483 psi Add'l bar size: 3 3 c 0.419 in qty req`d 0 0
I.cr 3.52 in^4 As Add'l req'd 0.00 in^2 0.00 in^2 kd 0.569 in ∆M =Mu - ϕM 0.000 kip-ft 0.000 kip-ft B 8.829624606 ϕMn trial = ϕAsFy(dt - a/2) 2.210 kip-ft 2.210 kip-ft
Trial Ast req'd 0.079 in^2 Mu 0.770 kip-ft 0.770 kip-ft B1 0.8 Mua 0.770 kip-ft fr (rupture modulus) 530.330 psi Check Tension Tension
Mcr 16.971 kip-in ϕb 0.9 0.9
Ag = (b*h) 48 in^2 εt 0.012 0.012 Yt = h/2 2 εty 0.003 0.003
Flexure Allowable Capacity Assumption check
Ig = (b*h^3)/12 64 in^4 Span Hw Lw
Check Shear O.K. Δs 0.005 in Check deflection O.K.
Vu = wuB*(Bw-2db) / 2 0.05 kip Msa 1.621 kip-in ϕVc/2 1.44 kip M 1.628 kip-in
Shear Lateral 0.01 klf Factored Loading per ACI ACI 318-19 5.3.1c Allowed service deflection 0.26 in
Axial Pressure on Section Deflection PB 1.42 kip Service Loads
Axial 1.42 kip
Lateral Pressure on Section Unfactored Axially Applied Loads Lw = W*(L^4 / L^4 + H^4) 0.01 klf
Unfactored Pressure on Roof uWr 319.9245 psf Hw = W*(H^4 / H^4 + L^4) 0.05 klf
Assumption check 0.06*f`c*Ag 14.4 kip
ACI 11.8.1.1(d) Unfactored Laterally Applied Loads
Check O.K. Unfactored Pressure on Wall uWw 58.99 psf
PuB 2.17 kip Lw = W*(L^4 / L^4 + H^4) 0.01 klf Hw = W*(H^4 / H^4 + L^4) 0.09 klf
Factored Pressure on Roof Wr 527.555 Factored Pressure on Wall Ww 94.38 psf
Axial Pressure on Section Lateral Pressure on Section
Factored Axially Applied Loads Factored Laterally Applied Loads Factored Loading per ACI ACI 318-19 5.3.1c Factored Loading per ACI ACI 5.3.1d & 5.3.5
E (Earthquake Load) 18.7 psf Earthquake Load (EL.lat) 9.78 psf Mesh Area 0.20 in^2 W (Wind Load) 108.86 psf Wind Load (WL.lat) 58.99 psf spacing 4 in
Wire Mesh Lr (Live Roof Load) 30 psf Live Roof Load (LLr.lat) 0 psf Wire Size W6.7
S (Snow Load) 250 psf Snow Load (SL.lat) 0 psf L (Live Load) 0 psf Live Load (LL.lat) 0 psf
D (Dead load) + Ww ( Wall weight) 110.94 psf Dead Load (DL.lat) 0 psf
Loading Eccentricity - Axial Load 1 in Axial Design Loads (pressure from roof) Lateral Design Loads (pressure on wall) Is wall Split No
Max Horizontal spacing 12 in db (effective depth bottom) 2 in Cs (% of DL used for Seismic) 0.196 ρmin.hor 0.0025 rd (assumed reinf. diameter) 0.292 in Max Vertical spacing 12 in dt (effective depth top) 2 in h (section thickness) 4 in Minimum Wall Reinforcement Requirements ct (cover top) 1.708 in ρmin.vert 0.0025 cb (cover bottom) 1.708 in
Vc 3.394 kip Analyisis will be performed as : Two-way slab ϕVc 2.885 kip b (section width) 12 in
Shear Parameters H (height of wall) 93.5 in ϕv 0.85 Lh (length of wall) 13.667 ft n (modular ratio) 6.76 Wall that supports 2 roof panels? Yes lop (length of opening on wall) 0 ft
E (Steel) 29000000 psi Wall Weight 5324.000 lbs.
E (Concrete) 4286826 psi Central wall? Yes
Concrete density 150 pcf Center of gravity X 101.140 λ 1 Center of gravity Y 27.000
Fy rebar 60000 pcf Y Corridinate 27 Lightweight? No Direction of Wall X
Fy wire mesh 80000 psi X Corridinate 19.14
Wall panel shall be simply supported, axially loaded, and subject to out-of-plane uniform lateral loading where maximum moments and ACI 11.8.2.1
Material Properties Concentrated gravity loads are distributed over the wall length ACI 11.8.2.2 f`c 5000 psi
Notes Wall is tension-controlled for out-of-plane moment effect ACI 11.8.1.1 (b) ϕMn is at least Mcr, where Mcr is calculated using fr as provided in 19.2.3 ACI 11.8.1.1 (c)
Pu at mid-height shall not exceed 0.06*f'c*Ag ACI 11.8.1.1 (d)
Steel Reinforcement Plain WWF Grade 80 Geometric Properties
ID: TIOGA T-4891 ACI's Alternate Design of Slender Walls ACI 11.8.1 & 11.8.2
DESIGN OF WALL MARKED Assumptions from this methodology:
Cross section is constant over the height of the wall ACI 11.8.1.1 (a)
CXT, Inc. (Precast Div.) Tioga T-4891 (OR) Page 13 of 23
Opening Horizontal Location Vertical Location L length of opening H height above opening
(-) Weight of Opening
(LBS)
Pw total factorized panel load wu total factorized load Mu
(wu*L^2)/12 VENT 1 4.75 ft 0.67 ft 1 ft 6.12 ft 50.08 0.31 klf 0.61 klf 0.05 kip-ft VENT 2 7.92 ft 0.67 ft 1 ft 6.12 ft 50.08 0.31 klf 0.61 klf 0.05 kip-ft
Flexure b As req'd Bar size qty req'd: Mn = AsFy(db - a/2)
Check Mn > Mu
0.9 0 in^2 No. 3 0 0 kip-ft O.K.
0.9 0 in^2 No. 3 0 0 kip-ft O.K.
Lateral Quantity Maximum Maximum Shear Moment + Moment - Moment + Moment -in Shear R - Distance L - Distance kip kip - ft kip - ft kip - ft kip - ft
4 151 151 48.836 76.56 76.56 76.79 76.79
Total Tension
14.564 Dist Tension (kip) Shear L - Dist Moment + Moment -
Base Anchor 1 13 in 3.64 12.21 151 in 0.340 kip*ft 45.816 kip*ft Base Anchor 2 53 in 3.64 12.21 111 in 5.644 kip*ft 24.758 kip*ft Base Anchor 3 111 in 3.64 12.21 53 in 24.758 kip*ft 5.644 kip*ft Base Anchor 4 151 in 3.64 12.21 13 in 45.816 kip*ft 0.340 kip*ft
Up Left Low Right Wall Connection 1 2 1.531 5.837 41.81% W2 0 164.000 3.062 0.000 41.847 Wall Connection 2 3 2.703 5.113 50.00% W3 82 82.000 5.113 34.939 34.939 Wall Connection 3 2 1.531 5.837 41.81% W1 164 0.000 3.062 41.847 0.000
Design Capacity Reserve Design Resistance Reserve Force (lb) (lb) Capacity (PLF) (PLF) check Capacity
16399 48836 32437 1051 19963 OK (32437) OK
98% Final 10.34223241
Pier Length Height Fixed Top? Useable? Stiffness (k) Deflection Label (inches) (inches) (Y/N) (Y/N) (1000 kip / IN) (in / 1000 kip)
Entire Wall 164 93.5 Y Y 10.550 0.095
VENT 1 A' 164 12.02 Y Y 90.797 0.011
A 57 12.02 Y Y 31.152 0.032 B 95 12.02 Y Y 52.410 0.019
VENT 2 B' 164 12.02 Y Y 90.797 0.011
C 95.04 12.02 Y Y 52.433 0.019 D 56.96 12.02 Y Y 31.130 0.032
First Segment Second Segment Re-Name Combine/Subtract Method Combined VENT 1 Entire Wall A' A'a - Deflection 0.084
A B AB + Stiffness 83.562 A'a AB A'b + Deflection 0.096
VENT 2 A'b B' B'a - Deflection 0.085 C D CD + Stiffness 83.562
B'a CD Final + Deflection 0.097
RIGIDITY
CALCULATED VALUES
Combine Logic
L - Dist Allowable Force
Overturning Moment Resistance (kip-ft)
Wall Shear Checks Shear Connections at Base Wall Shear Capacity Required Shear Capacity (lb) per Base
Connector
Quantity of…
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