Mathematical modelling of materials behaviour
نویسندگان
چکیده
منابع مشابه
Mathematical Modelling of Pulmonary Edema
The excess accumulation of water in lung interstitial or alveolar is called pulmonary edema which is caused by factors that upset the normal Starling balance in micro-circulation. Pulmonary edema disturbs the alveolar gas exchanges which are normally regulated by the respiratory system. Mathematical modelling of pulmonary edema may help to predict the lung conditions and the mechanisms involved...
متن کاملMathematical Modelling of Pulmonary Edema
The excess accumulation of water in lung interstitial or alveolar is called pulmonary edema which is caused by factors that upset the normal Starling balance in micro-circulation. Pulmonary edema disturbs the alveolar gas exchanges which are normally regulated by the respiratory system. Mathematical modelling of pulmonary edema may help to predict the lung conditions and the mechanisms involved...
متن کاملModelling the Mathematical Behaviour of a Computerized Hierarchical Questionnaire
We present a prototype model enabling us to study the mathematical behaviour of a computerized hierarchical questionnaire. Besides its hierarchical structure, the latter has the following characteristics: i) a closed set of pre-determined acceptable answers is associated to every question, and ii) the questionnaire should return a certain numerical outcome based on the answers, each of these be...
متن کاملMathematical Modelling of Venetian Sediment Behaviour Using Generalized Plasticity
The paper is concerned with the modelling of the heterogeneous and highly stratified Venetian sediment behaviour within a theoretical framework known as Generalized Plasticity. Starting from an existing formulation developed for sands, modifications are introduced into the constitutive equations in order to overcome some limitations of the original model and to develop a simple and reliable pro...
متن کاملNumerical modelling of nonlinear behaviour of soft biological materials
Biological materials such as, for instance, the human skin, brain tissue, papillary muscles, and arteries are often characterized as nonlinear elastic materials. Various attempts at characterizing a strain-energy density function for such materials have been made.1-4 In normal physiological functioning, as well as in inadvertent circumstances such as injuries, these materials are subject to fin...
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ژورنال
عنوان ژورنال: Mathematical and Computer Modelling
سال: 1988
ISSN: 0895-7177
DOI: 10.1016/0895-7177(88)90584-5