Process Safety Calculations
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ISBN/EAN:
9780128235171
Process Safety Calculations, Second Edition remains to be an essential guide for students and practitioners in process safety engineering who are working on calculating and predicting risks and consequences. The book focuses on calculation procedures based on basic chemistry, thermodynamics, fluid dynamics, conservation equations, kinetics and practical models. It provides helpful calculations to demonstrate compliance with regulations and standards, such as Seveso directive(s)/COMAH, CLP regulation, ATEX directives, PED directives, REACH regulation, OSHA/NIOSH and UK ALARP, along with risk and consequence assessment, stoichiometry, thermodynamics, stress analysis and fluid-dynamics. This fully revised, updated and expanded second edition follows the same organization as the first, including the original three main parts, Fundamentals, Consequence Assessment and Quantitative Risk Assessment. However, the latter part is significantly expanded, including an appendix consisting of five fundamental thematic areas belonging to the risk assessment framework, including in-depth calculations methodologies for some fundamental monothematic macro-areas of process safety. - Revised, updated and expanded new edition that includes newly developing areas of process safety that are relevant to QRA - Provides engineering fundamentals to enable readers to properly approach the subject of process safety - Includes a remarkable and broad numbers of calculation examples, which are completely resolved and fully explained - Develops the QRA subject, consistently with the methodology applied in the big projects
Autor: | Renato Benintendi |
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EAN: | 9780128235171 |
eBook Format: | |
Sprache: | Englisch |
Produktart: | eBook |
Veröffentlichungsdatum: | 02.03.2021 |
Kategorie: | |
Schlagworte: | ALARP ATEX BLEVE Baker?Strehlow?Tang model Blast loads Boolean algebra Britter-McQuaid model Buckling Building risk assessment Buoyancy CAM model Chemical reactions Combustion Consequence assessment Creep Cube root law Dispersion Dra |
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