The direction chosen for the current i also is indicated.
The waveform of the inductor current i L and the output current i 2 are shown in Fig. 2.
Figure 5a shows the input line current i a∆, and Fig. 5b shows the input line current i aY, and Fig. 5c shows their spectrum.
Otherwise, when current i SM is negative, the RBSM is bypassed as shown in Fig. 5b.
The controller gains varies in the different range of electrical current i(t).
For the results presented here we have used the second method for calulating the current I.
(31) is a complex equation without any explicit solutions for both voltage V and current I.
For this model all parameters of each phase are assumed symmetrical, including i 2_a,b,c, inverter-side current i 1_a,b,c, capacitor current i C_a,b,c, grid voltage V g_a,b,c, grid-side current i g_a,b,c, and local load current i L_a,b,c.
Initially, a small value is assigned to the input current I.
The "swinging" component of the inductor current "I" is completely determined by the applied voltseconds and the inductance.
The stimulation waveform describes the applied current, i(t), or voltage, v t), as a function of time.
