The plane wave approximation is thus realistic.
But as is stated in the article this approximation is not realistic.
Moreover, the application of this approximation is more realistic in this context, since a service provider has only partial information about the system.
In this paper, we report a systematic study of this question using a model which is simple enough so that hydrogen electrosorption can be treated in high approximation to be realistic.
Through simulations, we show that our TGVP approximation is tight for a realistic network, with fast moving users with correlated channels and realistic throughput guarantees.
Through simulations (see Section 9), we shall show that our TGVP approximation is tight for a realistic network with fast moving users and correlated channels.
Even under the homogeneous medium approximation, such trajectory cannot be realistic in case of rough topographic surfaces.
As an alternative we use a variable density low Mach number model (see [8 12] for the non isentropic or the non isothermal cases) adapted to this approximation which results to be realistic and numerically cheap at the same time.
It seems then reasonable to think that the values we obtained for the other carnivore species (2.1*106 tRNA SINEs in cat, 2.3*106 in badger, 2.0*106 in giant panda, and 4.5*106 in spotted hyena) may also be realistic approximations.
Reconfirmation of four key BR patterns in two very large independent cohorts supports that these patterns are realistic approximations of the circadian distribution of insulin needs in children with type 1 diabetes.
