STATISTICAL DISTRIBUTIONS FOR PROBABILISTIC SEISMIC HAZARD ANALYSIS
Journal Title: ROMANIAN JOURNAL OF TECHNICAL SCIENCES - APPLIED MECHANICS - Year 2012, Vol 57, Issue 1
Abstract
The study of statistical distributions in the context of probabilistic seismic hazard analysis (PSHA) provides a convenient support for understanding and application of PSHA specific procedures. This approach also provides a useful insight on relevant aspects of probability theory with application to seismic hazard. The geometric, exponential, binomial and Poisson distributions along with their proofs are introduced within the seismic hazard framework. These distributions represent the main tools for handling probabilistic hazard data as they are essential for assessing the probability of exceedance of the hazard parameter within a certain exposure period of structural system.
Authors and Affiliations
Florin KÖPE, Cristian ONOFREI, Paul OLTEANU
ADVANCED STRATEGIES FOR INVESTIGATION OF INTERNAL COMBUSTION ENGINE
Due to several pressing matters like the drastic reduction in pollutant emissions and fuel consumption, as well as the need to increase the thermal efficiency, the research in the field of internal combustion engines run...
NONLINEAR ANALYSIS OF NORMAL HUMAN GAIT FOR DIFFERENT ACTIVITIES WITH APPLICATION TO BIPEDAL LOCOMOTION
The objective of this study is to quantify and investigate nonlinear motion of the normal human knee joint in different walking conditions using nonlinear analysis. The kinematic data of the human knee flexion-extension a...
NOVEL ARCHITECTURE OF INTELLIGENT AXES FOR FAST INTEGRATION INTO RECONFIGURABLE ROBOT MANIPULATORS: A STEP TOWARDS SUSTAINABLE MANUFACTURING
Sustainable manufacturing processes are defined as the totality of direct and related actions of goods creation which involve a reduced negative impact to environment, sufficient economical income together with society s...
ON ENVIRONMENT MATHEMATICAL MODEL AND ON IMPROVED STABLE EVOLUTION IN THESE HYPOTHESES
The subject of the paper is focused on the mathematical characterization of the environment through the mathematical model of the dynamic systems in general case when depend on parameters. A lot of results on the Liapuno...
IMPERFECTION SENSITIVITY OF THIN PLATES LOADED IN SHEAR
The paper deals with imperfection sensitivity analysis of longitudinally stiffened thin plates loaded in shear. The aim of this paper is to demonstrate the use of optimization method for direct determination of the worst...