Here is an excel sheet to study if we need a boundary elements based on the ACI-code. please note that the units are imperial. it will be easy to make the input in SI units.
Notes:
1.Excel file is editable.
2.Anyone found any bugs, you can fix it.
3.If you revised to a better one, please share it here.
The Intel Visual Fortran Compiler Professional Edition 11.1 delivers advanced capabilities for development of application parallelism and winning performance for the full range of Intel processor-based platforms. It includes the compiler's breadth of advanced optimization, multithreading, and processor support, as well as automatic processor dispatch, vectorization, and loop unrolling. It also includes optimized math processing functions in the Intel Math Kernel Library (Intel MKL).
Professional Edition includes:
* Intel® Visual Fortran Compiler for Windows for IA-32, Intel® 64, and IA-64 architectures
* Intel® Math Kernel Library
* Microsoft*Visual Studio* 2005 Premier Partner Edition
Professional Edition with IMSL* includes:
* Intel® Visual Fortran Compiler for Windows for IA-32, Intel® 64, and IA-64 architectures
* Intel® Math Kernel Library
* Microsoft*Visual Studio* 2005 Premier Partner Edition
* VNI's IMSL Fortran Library for Windows
Features
* Microsoft Visual Studio* 2005 Premier Partner Edition is included in commercial license purchases to provide a complete Fortran development environment for developers who do not use Visual Studio. (This is not included in evaluation or student versions. Also, some features of the full Visual Studio are not included. Please review the System Requirements, section1.2.2, note 2 for details). Already have Visual Studio 2005 or 2008? Intel Visual Fortran is compatible with it.
* Multi-Threaded Application Support including new in 11.0, OpenMP 3.0 (data- and now task-parallelism), and auto-parallelization for simple and efficient software threading.
* Auto-vectorization parallelizes code to utilize the Streaming SIMD Extensions (SSE) instruction set architectures (SSE, SSE2, SSE3, SSSE3, and SSE4) of our latest processors.
* High-Performance Parallel Optimizer (HPO) restructures and optimizes loops to ensure that auto-vectorization, OpenMP, or auto-parallelization make best use of cache and memory accesses, SIMD instruction sets, and multiple cores. Compiles in a single pass, improving compile-time and producing more reliable code.
* Interprocedural Optimization (IPO) dramatically improves performance of small- to mid-sized functions, especially in programs containing calls within loops. IPO analysis gives feedback on vulnerabilities and coding errors, such as uninitialized variables or OpenMP API issues, which cannot be detected as well by other compilers.
* Profile-guided Optimization (PGO) improves application performance by reducing instruction-cache thrashing, reorganizing code layout, shrinking code size, and reducing branch mispredictions.
* Intel® Math Kernel Library includes optimized and scalable math routines for maximizing performance and seamlessly provides forward scaling from current to future many-core platforms.
* New integrated, simplified installation gets you going with all capabilities quickly and easily. Simplified custom install makes it easy to identify just the components you want.
* Ongoing Premier Support now includes online community support forums to speed information flow, in addition to private, password-protected accounts. Technical support, interactive issues management, access to technical and application notes, product updates and more with every commercial and academic license.
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Dear Admin and Moderators,
I'd like to suggest to start a new section about pushover analysis, this section containing all related materials about pushover analysis :
- video tutorials
- tutorial manuals ( pdf/document )
- e-books
- technical reports
- example projects
- an all others stuff that still related with pushover analysis
Thanks
Rafael
Intel® Math Kernel Library (Intel® MKL) is a library of highly optimized, extensively threaded math routines for science, engineering, and financial applications that require maximum performance. Core math functions include BLAS, LAPACK, ScaLAPACK, Sparse Solvers, Fast Fourier Transforms, Vector Math, and more. Offering performance optimizations for current and next-generation Intel® processors, it includes improved integration with Microsoft Visual Studio*, Eclipse*, and XCode*. Intel MKL allows for full integration of the Intel Compatibility OpenMP* run-time library for greater Windows*/Linux* cross-platform compatibility.
BLAS and LAPACK
Intel MKL provides extremely well-tuned BLAS and LAPACK implementations that deliver significant performance leadership over alternative math libraries.
ScaLAPACK
Intel MKL includes a highly optimized version of ScaLAPACK on clusters and delivers significant performance improvements over the NETLIB* implementation.
Fast Fourier Transforms and Cluster FFT
Intel MKL Fast Fourier Transforms are highly optimized and provide significant performance gains over alternative libraries for medium and large transform sizes. FFTW interface wrappers are included. Support for distributed memory systems (clusters) is included with Cluster FFT.
Sparse Solvers
The library includes both direct and iterative sparse solvers:
Direct solvers - PARDISO: A threaded, high-performance, memory efficient solver for large sparse linear systems of equations. Includes support for out-of-core memory.
Iterative solvers - FGMRES* and Conjugate Gradient Solvers: FMGRES adds the capability to solve general sparse systems of linear equations while the Conjugate Gradient solver solves symmetric positive-definite systems
Optimized LINPACK benchmark
The Intel MKL package includes an optimized implementation of the LINPACK benchmark which is easy to run on any Intel architecture platform and provides the best performance on the latest Intel processors, getting close to the maximum Gflops supported by the underlying platform.
Vector Math Library
Intel MKL provides vector implementations of computationally intensive core mathematical functions.
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Instrumentation in Earthquake Seismology
Springer 2006 | 360 | ISBN: 1402029683 | PDF |
This work offers a unique coverage of modern seismic instrumentation. It provides not only detailed information on the basic understanding of seismic instruments but it also includes an overview of current equipment on the market.Furthermore, the following topics are included
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This is the code for design of stee buildings in Indonesia
The code written in "Bahasa Indonesia"
This code based on AISC LRFD Code.
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Probabilistic Methods in Geotechnical Engineering
Springer; 1 edition | October 12, 2007 | ISBN-10: 3211733655 | 346 pages | PDF | 9.5 Mb
Soils and rocks are among the most variable of all engineering materials, and as such are highly amenable to a probabilistic treatment. The application of statistical and probabilistic concepts to geotechnical analysis is a rapidly growing area of interest for both academics and practitioners. The book is therefore aimed at students, researchers, and practitioners of geotechnical engineering who wish to keep abreast of developments in this evolving field of study. The course content and will assume no more that an introductory understanding of probability and statistics on the part of the course participants.
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W.A. Coppel, "Number Theory: An Introduction to Mathematics"
Springer | 2009 | ISBN 0387894853| 610 pages | PDF | 5,7 MB
Number Theory is more than a comprehensive treatment of the subject. It is an introduction to topics in higher level mathematics, and unique in its scope; topics from analysis, modern algebra, and discrete mathematics are all included.
The book is divided into two parts. Part A covers key concepts of number theory and could serve as a first course on the subject. Part B delves into more advanced topics and an exploration of related mathematics. Part B contains, for example, complete proofs of the Hasse-Minkowski theorem and the prime number theorem, as well as self-contained***s of the character theory of finite groups and the theory of elliptic functions.
The prerequisites for this self-contained text are elements from linear algebra. Valuable references for the reader are collected at the end of each chapter. It is suitable as an introduction to higher level mathematics for undergraduates, or for self-study.
From the reviews:
"This is a book which many mathematicians could enjoy browsing, and one which a good undergraduate could be encouraged to read to learn something of the interconnections, which exist between apparently disparate parts of mathematics."
--Canadian Mathematical Society
"As a source for information on the 'reach' of number theory into other areas of mathematics, it is an excellent work."
--Mathematical Association of America
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This work is an updated version of the Small Jail Design Guide originally published in 1988. It updates and expands upon the original work, adding new and revised graphics. It removes dated references to standards and adds several new sections. The illustrative designs at the end of the original Small Jail Design Guide are not included in this edition. In reviewing the original document it was realized that many of the concepts discussed apply equally to most jails, including those regarded as medium
size (100 to 200 beds). Thus, after appropriate editing, the document was renamed Jail Design Guide: A Resource for Small and Medium-Sized Jail
size 7mb
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