Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Modeling of Elastic Responses

Assuming the specimen as a simply-supported beam loaded by two loads, P, beam theory can be used to calculate the elastic midspan deflection, S  [Pg.137]

By discretizing the lower face sheet into 17 layers of almost 1 mm thickness and the time domain into 60 time steps (thus 1 min per time step for SLC03 and 2 min for SLC02), the calculation process for the midspan deflections for each time step is as follows  [Pg.138]

1) The temperature of each layer is calculated using the thermal response model (Chapter 6). [Pg.138]

4) The stiffness, El, of the whole cross section is calculated using Eq. (7.2). [Pg.140]

5) Incorporating El obtained at each time step into Eq. (7.1), the time-dependent midspan deflection is calculated, as shown in Eigure 7.5 for SLC03 and SLC02 (curves labeled considering stiffness degradation ). [Pg.140]


See other pages where Modeling of Elastic Responses is mentioned: [Pg.137]   


SEARCH



Elastic model

Model of response

Response model

© 2024 chempedia.info