sampleStripStationConcWidthFTopComboFTopMomentFTopAreaFTopAMinFBotComboFBotMomentFBotAreaFBotAMinVComboVForceVAreaStatusGlobalXGlobalYLayerTMBMAstopAsbotMomentAreaCSA100.985ULS1-17.4983226.103428.475ULS10.617900ULS19.3311034.25OK09.52Acounter16top.max00CSA10.170.985ULS1-20.9755275.409537.225ULS11.52333.9750ULS15.4391296.75OK09.69Atop.min00CSA11.851.235ULS1-9.2129126.280ULS114.668194.721537.225ULS112.6021296.75OK011.37Aabs.max00CSA12.41.235ULS1-7.978140.4870ULS111.2232181.011537.225ULS180.3841296.75OK011.92ACSA13.46751.235ULS1-8.5078110.888537.225ULS16.905590.0050ULS20.9671296.75OK012.9875Abot.max00CSA14.5351.235ULS1-7.8027101.6990ULS17.8294102.046537.225ULS12.2271296.75OK014.055Abot.min00CSA15.60251.235ULS1-8.5847111.8910ULS111.3861148.404537.225ULS18.9141296.75OK015.1225Aabs.max00CSA16.670.985ULS1-17.4597227.052428.475ULS10.118924.2710ULS18.2061296.75OK016.19ACSA16.840.985ULS1-15.1744197.78428.475ULS10.650800ULS119.7641034.25OK016.36ACSA17.010.985ULS1-18.4253240.151537.225ULS21.026200ULS118.0871296.75OK016.53ACSA18.071.235ULS1-13.2384172.547537.225ULS27.7113100.5080ULS16.7861296.75OK017.59ACSA19.131.235ULS1-10.4794136.586537.225ULS211.6243151.508537.225ULS167.6191296.75OK018.65ACSA110.156671.235ULS2-7.8258101.999537.225ULS24.843363.1270ULS29.6421296.75OK019.67667ACSA111.183331.235ULS2-11.2861147.1537.225ULS210.4154135.7510ULS22.0651296.75OK020.70333ACSA112.210.985ULS2-16.1456210.438537.225ULS20.599462.9730ULS11.6121296.75OK021.73ACSA112.380.985ULS2-12.8333172.308428.475ULS20.007140.690ULS28.2421034.25OK021.9A

ULSTABLE: Concrete Slab Design 01 - Flexural And Shear 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SLSTABLE: Concrete Slab Design 01 - Flexural And Shear 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mainDocument No.:PH9-0A-29-72-C912Asmin =0.0015AcAsmax =0.04AcLayer 1Layer 2diaSpdiaSpAs1As2As (mm2)Top:T16-1001610000201102011Bot:T16-1001610000201102011fcu =40N/mm2Fy =460N/mm2cw =0.3limitco =40mmct =40mm(top cover)cb =40mm(bottom cover)

tableDOCUMENT NO.SHEETPH9-0A-29-72-C912SUBJECTGround Floor Slab Design - Layer A (outer layer bars)SUBJECTCALCULATIONSOUTPUT1Design??Print??10ULS DESIGNSLS MomentAs LimitsReinforcement ScheduleAsprovSLS MomentSLS CheckULS CheckRemarksStrip ID (SAFE)T (mm)MmaxMax. AsreqDesign ForcesAsminAsmaxTOPBOTTOMCapacityMs / Ms.capDesignAsreq/AsprovTOPBOTTOPBOTTOPBOTLayer1layer 2Layer1layer 2TOPBOTTOPBOTTOPBOTvalidityTOPBOTTOPBOTYNSA10400-65.477.9416.1486.5-43.552.559016000T16-100T16-10020112011225.9225.90.190.23valid0.290.29OKOKYNSA9400-114.584.0741.6528.9-76.956.359016000T16-100T16-10020112011225.9225.90.340.25valid0.370.29OKOKYNSA8400-162.294.61035.5601.1-108.163.359016000T16-100T16-10020112011225.9225.90.480.28valid0.520.30OKOKYNSA7400-226.698.41470.8633.7-151.065.659016000T16-100T16-10020112011225.9225.90.670.29valid0.730.32OKOKYNSA6400-253.591.51659.7597.1-168.860.959016000T16-100T16-10020112011225.9225.90.750.27valid0.830.30OKOKYNSA5400-273.489.41811.8573.9-182.159.659016000T16-100T16-10020112011225.9225.90.810.26valid0.900.29OKOKYNSA4400-298.6104.81960.5685.1-198.969.759016000T16-100T16-10020112011225.9225.90.880.31valid0.980.34OKOKYNSA3400-228.5113.61583.6756.2-151.975.659016000T16-100T16-10020112011225.9225.90.670.33valid0.790.38OKOKYNSA2400-216.0120.71377.5847.4-143.580.259016000T16-100T16-10020112011225.9225.90.640.36valid0.690.42OKOKYNCSA2400-58.963.5374.7410.7-39.242.359016000T16-100T16-10020112011225.9225.90.170.19valid0.290.29OKOKxxxX0.880.36

Batch DesignResults Option:Per Strip WidthPer meter widthExtractEvaluate

cwDOCUMENT NoSHEETDOCUMENT NoSHEETPH9-0A-29-72-C912PH9-0A-29-72-C912SUBJECTCRACK WIDTH CHECKSUBJECTCRACK WIDTH CHECKSUBJECTCALCULATIONSOUTPUTSUBJECTCALCULATIONSOUTPUTReference :BS 8110 - 2 1985 and BS 8007 - 1987Reference :BS 8110 - 2 1985 and BS 8007 - 1987Slab Mark :CSA2Slab Mark :CSA2Location :TOPLocation :BOTTOMCALCULATOR:Reinforcements:Reinforcements:FLEXURETOPBOTTOMLayer1 :T16-100Layer1 :T16-100Layer2 :Layer2 :outer layerT16-100T16-100fcu=40N/mm2Cube strength of concretefcu=40N/mm2Cube strength of concreteinner layer00fy=460N/mm2Yield strength of steelfy=460N/mm2Yield strength of steel100100" As1 " =2011mm2Area of tension reinforcement (outermost layer)" As1 " =2011mm2Area of tension reinforcement (outermost layer)As layer1:" As2 " =0mm2Area of tension reinforcement (2nd layer)" As2 " =0mm2Area of tension reinforcement (2nd layer)No of bars1010" As3 " =0mm2Area of tension reinforcement (inner layer)" As3 " =0mm2Area of tension reinforcement (inner layer)diameter1616b =1000mmWidth of sectionb =1000mmWidth of sectionAs120112011h =400mmTotal height of sectionh =400mmTotal height of sectionAs layer2:a =400Dist. from compresion fiber to the point w/r crack width is being checka =400Dist. from compresion fiber to the point w/r crack width is being checkNo of bars00" CO " =40mmMin. cover to tension reinforcement where crack width is being check" CO " =40mmMin. cover to tension reinforcement where crack width is being checkdiameter00" c " =40Min. cover to tension reinforcement from the face of section" c " =40Min. cover to tension reinforcement from the face of sectionAs200" S " =100mmMax. bar spacing" S " =100mmMax. bar spacing" DIA " =16mmBar diameter" DIA " =16mmBar diameterAs = As1 + As220112011" spacer " =0mmspacer between layer of main reinforcement" spacer " =0mmspacer between layer of main reinforcement" Ms "=39.2kN.mApplied service moment" Ms "=42.3kN.mApplied service momenteffective depth, d:"w" =0.3mmCrack width limit"w" =0.3mmCrack width limity14848" acr " =61.31mm(((S/2)^2+(CO+DIA/2)^2)^(1/2)-DIA/2)" acr " =61.31mm(((S/2)^2+(CO+DIA/2)^2)^(1/2)-DIA/2)vcs00"acr " is distance from the point considered to the surface of the nearest longitudinal bar"acr " is distance from the point considered to the surface of the nearest longitudinal bary24848" Ec" = (1/2)*(20+0.2*fcu) =14.0KN/mm2moduli of elasticity of concrete" Ec" = (1/2)*(20+0.2*fcu) =14.0KN/mm2moduli of elasticity of concreteAsy19651096510" Es " =200.0KN/mm2moduli of elasticity of steel" Es " =200.0KN/mm2moduli of elasticity of steelAsy200" a " = (Es/Ec) =14.29Modular ratio" a " = (Es/Ec) =14.29Modular ratio Asy9651096510" r " = As/bd =0.006Reinforcement ratio0.0815998092" r " = As/bd =0.006Reinforcement ratio0.0815998092d'48.048.0, "x" = {(-a.r +[(a.r)2 + 2.a.r)]0.5}.d =116mmdepth to neutral axis0.0002830202, "x" = {(-a.r +[(a.r)2 + 2.a.r)]0.5}.d =116mmdepth to neutral axis0.0002830202Thus, d352.0352.0for beams on;y" Z1 " = d1-(x/3) =313mmLever arm outermost layer" Z1 " = d1-(x/3) =313mmLever arm outermost layerSp b/w bars100.4444444444100.4444444444" Z2 " = d2-(x/3) =NAmmLever arm 2nd layer" Z2 " = d2-(x/3) =NAmmLever arm 2nd layer" Z3 " = d3-(x/3) =NAmmLever arm inner layer" Z3 " = d3-(x/3) =NAmmLever arm inner layerd1352352" e2 " =Strain due to stiffening effect of concrete between cracks" e2 " =Strain due to stiffening effect of concrete between cracksd200" e2 " =b.(h-x)(a-x)/(3.Es.As.(d-x)) for crack widths of 0.3 mmUsed" e2 " =b.(h-x)(a-x)/(3.Es.As.(d-x)) for crack widths of 0.3 mmUsed" e2 " =1.5 b.(h-x)(a-x)/(3.Es.As.(d-x)) for crack widths of 0.1 mmNA" e2 " =1.5 b.(h-x)(a-x)/(3.Es.As.(d-x)) for crack widths of 0.1 mmNA" e2 " =0.000283" e2 " =0.000283" w " =3.acr.em/(1+2.(acr-c)/(h-x)) (crack width)" w " =3.acr.em/(1+2.(acr-c)/(h-x)) (crack width)" em " = w [(1+2.(acr-c)/(h-x)] / 3.acr =0.001876Average strain for calculation of crack width" em " = w [(1+2.(acr-c)/(h-x)] / 3.acr =0.001876Average strain for calculation of crack width" e1 "= em+e2 =0.002159Strain at soffit of concrete beam/slab" e1 "= em+e2 =0.002159Strain at soffit of concrete beam/slabfs1= e1*(d1-x)*Es/(h-x)=359N/mm2Reinforcement stress in the outer most layerfs1= e1*(d1-x)*Es/(h-x)=359N/mm2Reinforcement stress in the outer most layerfs2= e1*(d2-x)*Es/(h-x)=0N/mm2Reinforcement stress in the 2nd layerfs2= e1*(d2-x)*Es/(h-x)=0N/mm2Reinforcement stress in the 2nd layerfs3= e1*(d3-x)*Es/(h-x)=0N/mm2Reinforcement stress in the inner layerfs3= e1*(d3-x)*Es/(h-x)=0N/mm2Reinforcement stress in the inner layer" fc " = (fs*As)/(0.5*b*x) =12.40N/mm2" fc " = (fs*As)/(0.5*b*x) =12.40N/mm2use fc =12.40N/mm2use fc =12.40N/mm2Then limiting fs =368.00N/mm2values of limits:Then limiting fs =368.00N/mm2values of limits:M1= fs1*As1*Z1 =226kN.m0.80fy =368N/mm2M1= fs1*As1*Z1 =226kN.m0.80fy =368N/mm2M2= fs2*As2*Z2 =0kN.m0.45 fcu =18N/mm2M2= fs2*As2*Z2 =0kN.m0.45 fcu =18N/mm2M3= fs3*As3*Z3 =0kN.mM3= fs3*As3*Z3 =0kN.mMs = M1+M2 +M3 =226kN.mTotal service moment capacity for crack width of 0.3 mmMs = M1+M2 +M3 =226kN.mTotal service moment capacity for crack width of 0.3 mmOk ! Hence, Ms(capacity) > Ms(applied)Ok ! Hence, Ms(capacity) > Ms(applied)gerry barsolaso - hyder manilagerry barsolaso - hyder manilaOK10OK10

cocoNote: fs values are limited to 0.80fyand fc at 0.45 fcuNote: fs values are limited to 0.80fyand fc at 0.45 fcu