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Several modifications were made to Nishizono's model which improved the behaviour of the models.
The models were programmed into a spreadsheet to evaluate the behaviour of the models and examine selected responses.
The behaviour of the models in uniformly loaded RC beams is discussed and the implications of each approach are drawn.
The behaviour of the models in response to a simple duration of load assumption is also studied.
However, a graphical approach has to be taken to fully assess the behaviour of the models because of the interaction between parameters b0 and b2 in Equations 3/4.
These reasons are: (1) inadequate number of iterations before terminating nonlinearity solutions; (2) deficiencies in the formulation of some time integration methods; and (3) the inherent behaviour of the models of some special dynamic systems.
Similar(49)
In case of 1) and 2), the behaviour of the model is not as expected by the modeller.
Finally, in case of 3), the behaviour of the model is indeed as expected by the modeller, but when executing the simulation it turns out that this behaviour is not realistic.
The global behaviour of the model system was studied.
The behaviour of the model is explored numerically.
To this end, we investigate the numerical behaviour of the model under such an intervention.
More suggestions(17)
behaviour of the templates
behavior of the models
behaviour of the specimen
behaviour of the samples
behaviour of the kind
attitudes of the models
behaviour of the sample
characteristics of the models
behaviour of the modelled
behaviour of the authorities
behaviour of the methods
behaviour of the markets
behaviour of the materials
behaviour of the slabs
behaviour of the joints
behaviour of the model
behaviors of the models
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com