Question

3. Determine $G_1(s) = \frac{Y(s)}{R(s)}$, $G_2(s) = \frac{Y(s)}{T_d(s)}$ Bump disturbance Preview of disturbance $D(s)$ $K_1$ Desired $R(s)$ deflection $+$ $K_2$ $+$ $T_d(s)$ Vehicle dynamics $G(s)$ Bounce of $Y(s)$ auto or deflection from horizontal

          3. Determine $G_1(s) = \frac{Y(s)}{R(s)}$, $G_2(s) = \frac{Y(s)}{T_d(s)}$
Bump disturbance
Preview of disturbance
$D(s)$
$K_1$
Desired $R(s)$
deflection
$+$
$K_2$
$+$
$T_d(s)$
Vehicle
dynamics
$G(s)$
Bounce of
$Y(s)$
auto or
deflection
from
horizontal

3. Determine G1(s) = (Y(s))/(R(s)), G2(s) = (Y(s))/(Td(s))
Bump disturbance
Preview of disturbance
D(s)
K1
Desired R(s)
deflection
+
K2
+
Td(s)
Vehicle
dynamics
G(s)
Bounce of
Y(s)
auto or
deflection
from
horizontal

Added by Kevin S.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Adithya Ramanujam

05/30/2020

Step 1

- Y(s): Represents the output of the system, which is the bounce of the auto or deflection from horizontal. - Ta(s): Represents the disturbance input to the system. - T(s): Represents the preview of the disturbance. - D(s): Represents the disturbance input to the Show more…

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Texts: Y(s) Ta(s) Bump disturbance Preview of disturbance T(s) D(s) K, Vehicle dynamics Y(s) G(s) Bounce of auto or deflection from horizontal Desired R(s) deflection