If anyone can share: Age-Adjusted Effective Modulus Method for Time-Dependent Loads
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Generalized age-adjusted effective modulus method for creep in composite beam structures
Part I and Part II
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Discusses modern design reliability principles, techniques, and terms. Includes table generation on median ranks, beta-binomial bounds, and standard percents.
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Understanding the physical and thermomechanical response of materials subjected to intensive dynamic loading is a challenge of great significance in engineering today. This volume assumes the task of gathering both experimental and diagnostic methods in one place, since not much information has been previously disseminated in the scientific literature. This book will thus be an invaluable companion for both the seasoned practitioner as well as for the novice entering the field of experimental shock physics.
Content Level » Research
Keywords » detonation waves - equation of state - shock compression - shock waves
TABLE OF CONTENTS
Basic Principles of Deformed Continuum Mechanics.- Methods and Devices for Producing Intense Shock Loads.- Recording Fast Processes in Dynamic Studies.- Determination of Hugoniots and Expansion Isentropes.- Studies of Phase Transformations.- Studying Dynamic Strength of Materials.- Estimation of Shock-Compressed Transparent Material Temperatures.- Determination of Detonation Parameters and Efficiency of Solid HE Explosion Products.- Laser Doppler Measuring Systems and Their Use in Shock-Wave Studies.- Index.
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Comprehensive summary & review of Flat Slab Design
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This European Standard specifies a method for the determination of the compressive strength of test
specimens of hardened concrete
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The main purpose of this document is to synthesize current technical knowledge related to the use of roller-compacted concrete (RCC). It deals with practices recognized by the industry in Quebec. Also discussed are potential problems and how to avoid them. In this regard, a number of cautionary statements have been included throughout the document on opics such as the use of different types of materials used in proportioning RCC mixes, RCC production and its use.
This manual only covers roller-compacted concrete pavements. It does not deal with the construction of dams or other mass concrete structures due to their technological differences with respect to materials selection, mix proportioning, properties, and placement.
This manual only covers roller-compacted concrete pavements. It does not deal with the construction of dams or other mass concrete structures due to their technological differences with respect to materials selection, mix proportioning, properties, and placement.
This document is intended for those interested in designing and producing roller-compacted concrete pavements for industrial, agricultural, and/or urban applications. It has been designed more specifically for testing laboratories, engineers, owners, contractors, producers / suppliers of concrete, and technical consultants involved in the concrete industry.
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COMPRESSION TESTING OF CONCRETE: CYLINDERS VS. CUBES
Author: David J.ELWELL ,KONGKANG FU | Size: 1 MB | Format:PDF | Publisher: TRANSPORTATION RESEARCH AND DEVELOPMENT BUREAU | Year: 1995 | pages: 30 | ISBN: 12232-0869
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, or have design guideline of Wrap-Around Gusset plate for horizontal bracing with large cutout please share
Design of wrap around steel gusset plates
by Dowswell, Ronald Scott, PhD, THE UNIVERSITY OF ALABAMA AT BIRMINGHAM, 2005, 0 pages; 3201151
Abstract: Gusset plates are used in steel buildings to connect bracing members to other structural members in the lateral force resisting system. Horizontal bracing is commonly used to resist lateral loads in industrial structures and in commercial buildings where floor and roof diaphragms cannot carry the loads. Wrap-around gusset plates are L-shaped plates that are used where an opening is required at the corner of the plate. This typically occurs at horizontal bracing where the gusset plate is cut out around a column. The purposes of this research were to gain a better understanding of the behavior of wrap-around gusset plates, identify potential failure modes, and formulate a design method for these connections. Ten experimental specimens were tested in compression and five were tested in tension. All of the specimens were modeled using the finite element method with material and geometric nonlinearities. The experiments and finite element models indicated that wrap-around gusset plates are subject to limit states common to flexural members. The results were used to formulate a design method for wrap-around gusset plates, which is based on a cantilever beam model. The accuracy of the proposed design method was verified by comparing the calculated capacities to experimental and finite element results. The accuracy of the proposed method is similar to that of the current design procedure for standard gusset plates without cutouts.
Anyone can downlaod this for me from ASCE site
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Finite Element Modeling of Wrap-Around Gusset Plates in Tension by Bo Dowswell, Robert Whyte, Jim Davidson, and Fouad Fouad
Document type: Conference Proceeding Paper
Part of: 2006 Structural Engineering and Public Safety
Abstract: Gusset plates are used in steel buildings to connect bracing members to other structural members in the lateral force resisting system. Horizontal bracing is commonly used to resist lateral loads in industrial structures and in commercial buildings where floor and roof diaphragms cannot carry the loads. Wrap-around gusset plates are L-shaped plates that are used where an opening is required at the comer of the plate. This typically occurs at horizontal bracing where the gusset plate is cut out around a column. Finite element models were used to determine the behavior of wrap-around gusset plates. The plates were modeled using material and geometric nonlinearities. Five different gusset plates were modeled with geometry and material properties matching the experimental specimens of Dowswell. All of the models were loaded in tension. The loads from the finite element models were compared to the experimental loads.
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