1. BVCEO < BVCBO
2. BVCEO = BVCBO
3. BVCEO > BVCBO
4. Both voltages are unrelated
BVCEO < BVCBO
1. ZOC Matrices are added
2. VSC Matrices are added
3. chain matrices are multiplied
4. H-matrices are multiplied
chain matrices are multiplied
1.
2.
3.
4.
1. zero
2. – (V1 – V2) sin ω t
3. + (V1 + V2) sin ω t
4. – (V1 + V2) sin ω t
– (V1 + V2) sin ω t
1. u (t-1) + u (t-2) + u (t-3)
2. u (t-1) + 2u (t-2) + 3u (t-3)
3. u (t)+u (t-1) + u (t-2) + u (t-4)
4. u (t-1) + u (t-2) + u (t-3) – 3u (t-4)
u (t-1) + u (t-2) + u (t-3) – 3u (t-4)
1. (3- 6 e-3t) u (t)
2. (3- 3 e-3t) u (t)
3. 3 u (t)
4. (3+ 3 e-3t) u (t)
3 u (t)
1. will always be unstable at high frequencies
2. will be stable for all frequencies
3. may be unstable, depending upon the feedback factor
4. will oscillate at low frequencies
will be stable for all frequencies
1. zero system
2. one system
3. two system
4. three system
one system
1. 40Ω
2. (20 + j 10)Ω
3. (5 + j 10/3)Ω
4. (10 + j30)Ω
(10 + j30)Ω
1. 0.8
2. 0.6
3. 0.5
4. zero
0.8