For mirror modes, we assume that the wave vector is mainly perpendicular to the ambient magnetic field.
To calculate the energy consumption in the case of subfunctions modes, we assume that all other possible operations among the subfunctions are running, expect the testing mode.
In infrastructure mode, we assume that there exists Wi-Fi access point device and at least one device has a preconnected Wi-Fi connectivity.
In the Single-App case with |A|=1, as well as in Combined operation mode, we assume all applications to be of equal importance and thus average their individual power contributions ( sum _{j=1}^{|M|} P_{j}(a) ) (cf. Eq. 27).
When the relays are operated in cooperation mode, we assume that the IECU seats in the middle of the L relays and has small and similar distances from all the L relays.
For transverse electric (TE) mode we assume that (E_{z}= 0) in (7) and the longitudinal magnetic field (H_{z}) satisy the Helmholtz equation triangle H_{z} + k^{2} H_{z} = 0, (8) where △ is the Laplace operator in cylindrical coordinates, (k^{2}) is defined in (5) and H_{z} (r, varphi, z) := H_{z}(r, varphi) e^{- i beta z}.
For transverse magnetic (TM) mode we assume that (H_{z}= 0) in (7) and the longitudinal electric field (E_{z}) satisy the Helmholtz equation triangle E_{z} + k^{2} E_{z} = 0, (15) where △ is again the Laplace operator in cylindrical coordinates, (k^{2}) is defined in (5) and E_{z} (r, varphi, z) := E_{z}(r, varphi) e^{- i beta z}.
Since we focus on the fundamental mode here, we assume the plasma is incompressible.
Although our study accounted for the differences U.S. and African males in HIV and circumcision prevalence and mode of HIV transmission, we assumed the protective effect of circumcision observed in the African trials was applicable to U.S. males.
We assumed the mode of infection to be ingestion or direct eye contact with L. serrata eggs and the source of infection to be 1 of the patient's 2 pet dogs.
