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RETAINING WALL DESIGN Title : Nick Roth 610 Colby, Everett, WA Page. <br />Job e - ...New... Dsgnr: S. Ramey Date: JUL 4,2014 <br />Roth Garage 610 Colby Ave. Everett, WA Description. . <br />7/7/2014 S. Ramey, PE CASE Forensics <br />This Wall in File: d:lrampartJobdocslsmhh nilsonlrothquali <br />Retain Pro a 0 1991 - 2011 ver: 9.27 8171 <br />Registration a: RP-1177405 Ill Cantilevered Re>aining Wall Design Code: IBC 2009 <br />Criteria <br />Retained Height = <br />6.00 R <br />Wall height above soil = <br />0.50 R <br />Slope Behind Wall = <br />0.00 : 1 <br />Height of Soil over Toe = <br />6,00 in <br />Water height over heel <br />0.0 It <br />F-surharge Loads <br />Surcharge Over Heel a <br />0.0 psl <br />Used To Resist Sliding 6 Overturning <br />Surcharge Over Toe = <br />0.0 Psi <br />Used for Sliding 6 Overturning <br />---` <br />[Axial Load Applied to Stem <br />Axial Dead Load = <br />0.01bs <br />Axial Live Load - <br />0.0 Ibs <br />Axial Load Eccentricity <br />0.0 in <br />[ Design Summary <br />Wall Stability Ratios <br />Overturning = <br />2.17 OK <br />Sliding = <br />1.50 OK <br />Total Bearing Load = 1.866 IDS <br />_.resultant ecc = 5.71 in <br />Soil Pressure @ Toe = <br />968 psf OK <br />Soil Pressure @ Heel = <br />98 psi OK <br />Allowable - <br />1.500 pst <br />Soil Pressure Less Than Allowable <br />ACI Factored @ Toe = <br />1,356 pst <br />ACI Factored @ Heel = <br />13i psf <br />Footing Shear @ Toe <br />19.7 psi OK <br />Footing Shear @ Heel = <br />10.1 psi OK <br />Allowable = <br />82.2 psi <br />Sliding Calcs (Vertical Component Use <br />Lateral Sliding Force = <br />887.B Ibs <br />less 100% Passive Force = - <br />680.61bs <br />less 100% Friction Force = - <br />653.2 Ibs <br />Added Force Req'd = <br />0.0 16s OK <br />...for 1.5: 1 Stability = <br />0.0 Ibs OK <br />Load Factors --- <br />Building Code <br />IBC 2009 <br />Dead Load <br />1.200 <br />Live Load <br />1.600 <br />Earth, H <br />1.600 <br />Wind, W <br />1.600 <br />Seismic, E <br />1.000 <br />[soil Data - __ <br />Allow Soil Bearing = 1,500.0 psf <br />Equivalent Fluid Pressure Method <br />Heel Active Pressure = 40.0 psf/tt <br />Toe Active Pressure = 30.0 psf/1t <br />Passive Pressure = 250 0 psf/1t <br />Soil Density, Heel <br />= 110.00 Pcf <br />Soil Density, Tow <br />= 110.00 pcf <br />FoolingliSoil Friction <br />= 0.350 <br />Soil height to ignore <br />for passive pressure <br />= 0.00 in <br />Lateral Load Applied to Stem <br />Lateral Load = 0.0 AIN <br />...Height to Top = 0,00 R <br />...Height to Bottom = 0 00 R <br />The above lateral load <br />has been increased 1.00 <br />by a factor of <br />Wind on Exposed Stem = 0.0 p,f <br />L- Thumbnail <br />Adjacent Footing Load <br />Adjacent Footing Load <br />u U IDS -11 <br />Footing Width = <br />0.00 R <br />Eccentricity = <br />0.00 in <br />Wall to Fig CL Dist = <br />0.00 R <br />Footing Type <br />Line Load <br />Base Above/Below Soil = <br />0 0 R <br />at Back of Wall <br />Poisson's Ratio = <br />0.300 <br />Stem Construction Top Stem <br />Stem OK <br />Design Height Above Ftg tt = 0.00 <br />Wall Material Above'Ht' = Convele <br />Thickness = 8.00 <br />Rebar Size = 0 5 <br />Rabat Spacing = 18.00 �� OF WAS <br />Rebar Placed at = Edge <br />Design Data <br />III +fa/Fa = 0.516 14 Z <br />Total Force @ Section IDS = 1,146.0 <br />Moment.... Actual fl-e= 2,303.0 r/ t <br />Moment..... Allowable = 4.461.0 <br />28630 <br />Shear.... Actual psi = 19.1 <br />Shear..... Allowable psi= 822S/ONAL�G <br />Wall Weight = 100.0 <br />Reber Depth 'd' in = 5.00 <br />LAP SPLICE IF ABOVE in = 1200. <br />LAP SPLICE IF BELOW in = <br />HOOK EMBED INTO FTG in = 6.00 <br />Lap splice above base reduced by stress ratio <br />Hook embedment reduced by stress ratio <br />Masonry Data-------- <br />rm psi = <br />Fs psi= <br />Solid Grouting = <br />Modular Ratio'n' _ <br />Short Term Factor = <br />Equiv. Solid Thick. - <br />Masonry Block Type = Medium Weight <br />Masonry Design Method = ASD <br />Concrete Data _ -- <br />rc psi= 3,000.0 <br />Fy psi= 60,000.0 \ <br />(3 <br />