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Lateral Pressure Reduction on Earth-Retaining Structures Using Geofoam at Meripustak

Lateral Pressure Reduction on Earth-Retaining Structures Using Geofoam by John Stanley Horvath , John S. Horvath Consulting Engineer

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  • General Information  
    Author(s)John Stanley Horvath
    PublisherJohn S. Horvath Consulting Engineer
    ISBN9781732095304
    Pages362
    BindingPaperback
    LanguageEnglish
    Publish YearMarch 2018

    Description

    John S. Horvath Consulting Engineer Lateral Pressure Reduction on Earth-Retaining Structures Using Geofoam by John Stanley Horvath

    A 360-page scholarly monograph that contains a basic yet comprehensive presentation of using the lightweight-fill and compressible-inclusion functions of geofoam to reduce lateral pressures on all types of earth-retaining structures under both gravity and seismic loading. An introduction to using geofoam to reduce vertical earth forces on underground conduits as well as beneath structural slabs constructed on expansive soil and rock is also included. This document reflects Dr. Horvath's more than 30 years of research into this topic, and contains never-before-published material. This document is intended to be of use to both design professionals in practice as well as academic instructors and researchers._x000D_ Table of contents :- _x000D_ From the contents: Primes in Arithmetic Progression.- Gauss' Sum.- Cyclotomy.- Primes in Arithmetic Progression: The General Modulus.- Primitive Characters.- Dirichlet's Class Number Formula.- The Distribution of the Primes.- Riemann's Memoir.- The Functional Equation of the L Function.- Properties of the Gamma Function.- Integral Functions of Order 1.- The Infinite Products for xi(s) and xi(s,Zero-Free Region for zeta(s).- Zero-Free Regions for L(s, chi).- The Number N(T).- The Number N(T, chi).- The explicit Formula for psi(x).- The Prime Number Theorem.- The Explicit Formula for psi(x,chi).- The Prime Number Theorem for Arithmetic Progressions (I).- Siegel's Theorem.- The Prime Number Theorem for Arithmetic Progressions (II).- The Polya-Vinogradov Inequality.- Further Prime Number Sums._x000D_



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