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Subject :Control Engineering (2151908)
Topic: Force Voltage Analogy
GANDHINAGAR INSTITUTE
OF TECHNOLOGY(012)
Content
• Introduction
• Force-Voltage analogy
• Transition System
• Rotational System
Introduction
There are two main Electrical analogous system:
1.Force-Voltage analogy
2.Force-Current analogy
Now that we have discussed mechanical system as well
as electrical system. It is worth nothing that exists a
analogy-similarity in their equations.
According to Newton’s law. The applied force will be
used up to cause displacement in the spring.
Acceleration to the mass against the friction force.
• According to Newton’s law. The applied force will be
used up to cause displacement in the spring.
Acceleration to the mass against the friction force.
• Apply Laplace Transform we get:
• r(t)= Ms2
Y(S) + s b(s) Y(s) + K X(s)
• This equation is called equilibrium equation of the
Mechanical system.
M
2
t
y t( )
d
d
2
⋅ b
t
y t( )
d
d
⋅+ k y t( )⋅+ r t( )
Force-Voltage analogy
The force is analogus to voltage
•v(t) = Ri +L + . dt
put i=
v(t) = R + L + q
Force Voltage Analogy
• Standard Equation for a Transition system is,
• The following analogies
– r -V
– M - L
– b - R
– k - 1/c
– y -Q
M
2
t
y t( )
d
d
2
⋅ b
t
y t( )
d
d
⋅+ k y t( )⋅+ r t( )
• Standard equation for a Rotational system is
T = J (d2
φ/dt2
) B . (dφ/dt)K φ
• The following analogies
– T – I
– J – C
– B – 1/R
– K – 1/L
– Φ – Q
Control Engineering "Force Voltage Analogy"
Control Engineering "Force Voltage Analogy"

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Control Engineering "Force Voltage Analogy"

  • 1. Subject :Control Engineering (2151908) Topic: Force Voltage Analogy GANDHINAGAR INSTITUTE OF TECHNOLOGY(012)
  • 2. Content • Introduction • Force-Voltage analogy • Transition System • Rotational System
  • 3. Introduction There are two main Electrical analogous system: 1.Force-Voltage analogy 2.Force-Current analogy Now that we have discussed mechanical system as well as electrical system. It is worth nothing that exists a analogy-similarity in their equations. According to Newton’s law. The applied force will be used up to cause displacement in the spring. Acceleration to the mass against the friction force.
  • 4. • According to Newton’s law. The applied force will be used up to cause displacement in the spring. Acceleration to the mass against the friction force. • Apply Laplace Transform we get: • r(t)= Ms2 Y(S) + s b(s) Y(s) + K X(s) • This equation is called equilibrium equation of the Mechanical system. M 2 t y t( ) d d 2 ⋅ b t y t( ) d d ⋅+ k y t( )⋅+ r t( ) Force-Voltage analogy
  • 5. The force is analogus to voltage •v(t) = Ri +L + . dt put i= v(t) = R + L + q
  • 7. • Standard Equation for a Transition system is, • The following analogies – r -V – M - L – b - R – k - 1/c – y -Q M 2 t y t( ) d d 2 ⋅ b t y t( ) d d ⋅+ k y t( )⋅+ r t( )
  • 8. • Standard equation for a Rotational system is T = J (d2 φ/dt2 ) B . (dφ/dt)K φ • The following analogies – T – I – J – C – B – 1/R – K – 1/L – Φ – Q