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Last modified
1/25/2010 6:27:18 PM
Creation date
10/4/2006 11:46:00 PM
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Floodplain Documents
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Statewide
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Statewide
Title
Design of Sheet Pile Walls
Date
3/31/1994
Prepared By
US Army Corps of Engineers
Floodplain - Doc Type
Educational/Technical/Reference Information
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<br />EM 1110.2.2504 <br />31 Mar 94 <br /> <br />. <br /> <br /> <br />NIT K:TNE PRESSURE <br /> <br />Figur. 5-5. Typical n. pr.ssur. distributions <br /> <br />snd classified as !he "Free Earth" method (implied in <br />Figure S-2b) and variations of the "FIXed Earth" hypoth. <br />esis. Research and experience over the years have <br />shown !hat walls designed by the Free Earth method are <br />suflicenlly stable walls with less penetration Ihan those <br />designed by !he Fixed Earth method. Because of !he <br />fIexibilily of !he sheel piling. !he Free Earth method <br />predicts larger moments Ihan those !hat actually occur. <br />This shoncoming of the Free Earth method is overcome <br />by using Rowe's momenl reduction curves. as described <br />in Chapter 6. In the Free Earth method. the anchor is <br />assumed to be a rigid simple support aboul which the <br />wall rotates as a rigid body as shown in Figure 5-2b. <br />Despite the tendency of the wall to pOOuce a passive <br />condition in !he relained soil above !he anchor. it is <br />assumed !hat the wall is only subjected to the net active <br />pressure distribution as illustraled in Figure 5-7. The <br />required depth of penettation (d in Figure 5-7) is dew- <br />mined from !he equilibriwn requirement !hat the sum of <br />moments aboul the anchor must be zero. After the <br />deplh of penelration has been determined. the anchor <br />force is obtained from equilibriwn of horizontal forces. <br />Because the position of the anchor affects boIII depth of <br /> <br />M <br /> <br />\ <br />\ <br />\ <br />\ <br />\ <br />\ <br />\\~ NIT P~SNE PRESSURE <br /> <br /> <br />\ <br />\ <br />\ <br />\ <br />\ <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br />, <br /> <br />e) <br /> <br />penelration and anchor force. il will be neceSS8JY to <br />consider several anchor positions to anive a1the optimal <br />combination. For an initial estimate. the anchor may be <br />assumed to lie aI a distance below the top of the wall <br />equal 10 one-fourth 10 one-third of the exposed wall <br />heighL <br /> <br />h. Anchor design. The anchor force calculated in <br />the stabilily analysis was obtained from equilibrium of a <br />lypicall-fOOI slice of !he wall. In the actual system the <br />anchor support is provided by discrete tie rods attached <br />to the wall Ihrough wales and to another support <br />mechanism (Iermed the "anchor" herein) aI their ends <br />and remote from the wall, Structural design of the tie <br />rods and wales is discussed in Chapter 6, A variel)' of <br />anchor configurations are illustrated in Figure 2-2. <br />Capacities of some anchor configurations are discussed <br />in the following paragraphs. The soil strength <br />paramelerS appearing in the equations associaled with <br />anchor design should be consistent with !he properties <br />(S-<:ase or Q-case) used for stabilily design. In all cases <br />the capa.::ily of !he anchor should be sufficienl 10 <br />develop the yield strength of the tie rods (Chapter 6). <br /> <br />. : <br /> <br />e> <br />
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