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Review Questions

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Review Questions

16.1 The voltage through a resistor with current i(t) in the s-domain is sRI(s).

(a) True (b) False

16.2 The current through an RL series circuit with input voltage v(t) is given in the s-domain as:

(a)

V(s)[R+1sL]V(s) \left[ R + \frac{1}{sL} \right]

(b) V(s)(R+sL)V(s)(R + sL)
(c) V(s)R+1/sL\frac{V(s)}{R + 1/sL} (d) V(s)R+sL\frac{V(s)}{R + sL}

16.3 The impedance of a 10-F capacitor is:

(a) 10βˆ•s (b) sβˆ•10 (c) 1βˆ•10s (d) 10s

16.4 We can usually obtain the Thevenin equivalent in the time domain.

(a) True (b) False

16.5 A transfer function is defined only when all initial conditions are zero.

(a) True (b) False

Problems 745

16.6 If the input to a linear system is Ξ΄(t) and the output is eβˆ’2*t u*(t), the transfer function of the system is:

(a)

1s+2\frac{1}{s+2}

(b) 1sβˆ’2\frac{1}{s-2} (c) ss+2\frac{s}{s+2} (d) ssβˆ’2\frac{s}{s-2}

(e) None of the above

16.7 If the transfer function of a system is

sfer function of a system is
\n

H(s)=s2+s+2s3+4s2+5s+1H(s) = \frac{s^2 + s + 2}{s^3 + 4s^2 + 5s + 1}

it follows that the input is X(s) = s 3 + 4s 2 + 5s + 1, while the output is Y(s) = s 2 + s + 2.

(a)True\t\t(b)False(a) True \t\t (b) False

16.8 A network has its transfer function as

has its transfer function a

H(s)=s+1(sβˆ’2)(s+3)H(s) = \frac{s+1}{(s-2)(s+3)}

The network is stable.

(a)True\t\t(b)False(a) True \t\t (b) False