Model parameter LAMBDA

Wiedermatm (1986b) presents an alternative method for calculating work done by a fluid. The method uses the lambda model to describe isentropic expansion, and permits work to be expressed as a function of initial conditions and only one fluid parameter, lambda. Unfortunately, this parameter is known for very few fluids. 

The simulations were carried out on a Silicon Graphics Iris Indigo workstation using the CERIUS molecular modeling and the associated HRTEM module. The multislice simulation technique was applied using the following parameters electron energy 400 kV (lambda = 0.016 A) (aberration coefficient) = 2.7 mm focus value delta/ = 66 nm beam spread = 0.30 mrad. 

For the anomalous case of non-equilibrium glass transition we can predict the behavior of the heat capacity changes according to the above models, i.e., stepwise, diffuses and linearly decaying and lambda shaped. Introducing the concept of normalized parameters in the form conveniently reduced by the temperature of melting, e.g., = Tg/Tmeu. Tor = TJT ,oi, Tr = T/T, eu or even... 

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