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file:///home/website/convert/temp/convert_html/55cf865a550346484b96ca94/document.xls Page 1 Of 4 Project: Calculated by: Client: Checked by: Job No.: Approved by: Date: Ref: flood wall Input Data Forces 1900 B2 Resultant weight of block 1000 weight of block Friction factor, μ 0.40 H = 2.5 m weight of block 50 P Pressure due to water Structure size Calculation of forces: 21.00 kN 384.90 2.50 kN 815.46 Output Data kN 1200.35 1.62 P kN 30.66 0.83 Breadth to height ratio 0.65 B1 = 1.6 Moment about rightmost bottom point "0" Force Lever arm,m, for pipe Rightning Moment Overturning Moment Vertical comp. H, m V, m KN m KN m KN 30.66 0.83 1183.12 25.55 1200.35 1200.35 0.99 Eccentricity of loading Condition for block stabilit Total Moment Eccentricity, e Descriptions Values KN-m m FOS against sliding 15.66 1157.58 0.154 FOS against bearing 2.36 FOS against overturnin 46.31 ref: P.N. Khanna, Civil Hand Book, pg;7/70 Density of stone masonry, kg/m 3 Wt Density of water, kg/m 3 W1 W2 Bearing capacity, kN/m 2 Length, L, m W1 Height, H, m W2 Wt, W1 + W2 Bottom breadth, B1, m Top breadth, B2, m F1 Wt + Ston maso W1 WT

Flood Wall PN Khanna

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flood wall 1Project:Calculated by:Client:Checked by:Job No.:Approved by:Date:Ref:flood wallInput DataForcesDensity of stone masonry, kg/m31900B2 = 0.83 mWtResultant weight of blockDensity of water, kg/m31000W1weight of blockFriction factor, 0.40H = 2.5 mW2weight of blockBearing capacity, kN/m250PPressure due to waterStructure sizeCalculation of forces:Length, L, m21.00W1kN384.90Height, H, m2.50W2kN815.46Output DataWt,W1 + W2kN1200.35Bottom breadth, B1, m1.62PkN30.66Top breadth, B2, m0.83Breadth to height ratio0.65B1 = 1.62 mMoment about rightmost bottom point "0"ForceLever arm,m, for pipeRightning MomentOverturning MomentVertical comp.Horizontal comp.H, mV, mKN mKN mKNKNF130.660.831183.1225.551200.3530.66Wt1200.350.99Eccentricity of loadingCondition for block stabilityTotal MomentEccentricity, eDescriptionsValuesResultsKN-mmFOS against sliding15.66Status Valid!1157.580.154FOS against bearing2.36Status Valid!FOS against overturning46.31Status Valid!ref: P.N. Khanna, Civil Hand Book, pg;7/70

++Stone masonryW1W2WTPUsing above formula: Resultant pressure is always within middle-third of the base

flood wall 2Project:Calculated by:Client:Checked by:Job No.:Approved by:Date:11 March, 2006Ref:flood wallInput DataForcesDensity of stone masonry, kg/m31900B2 = 0.83 mWtResultant weight of blockDensity of water, kg/m31000W1weight of blockFriction factor, 0.40H = 2.5 mW2weight of blockBearing capacity, kN/m250PPressure due to waterStructure sizeCalculation of forces:Length, L, m21.00W1kN751.85Height, H, m2.50W2kN815.46Output DataWt,W1 + W2kN1567.31Bottom breadth, B1, m2.37PkN35.98Top breadth, B2, m0.83Breadth to height ratio0.95B1 = 2.37 mMoment about rightmost bottom point "0"ForceLever arm,m, for pipeRightning MomentOverturning MomentVertical comp.Horizontal comp.H, mV, mKN mKN mKNKNF135.980.831351.4329.991567.3135.98Wt1567.310.86Eccentricity of loadingCondition for block stabilityTotal MomentEccentricity, eDescriptionsValuesResultsKN-mmFOS against sliding17.42Status Valid!1321.440.342FOS against bearing1.77Status Valid!FOS against overturning45.07Status Valid!ref: P.N. Khanna, Civil Hand Book, pg;7/70

++Stone masonryW1W2WTPUsing above formula: Resultant pressure is always within middle-third of the baseP = H^2 x water density/(2 x sin)