In a control system integral error compensation                steady state error

Related MCQs

• A particular control system yielded a steady state error of 0.20 for unit step input. A unit integrator is cascaded to this system and unit ramp input is applied to this modified system. What is the value of steady- state error for this modified system?
• The steady state error for a unity feedback system for the input r(t) = Rt^2/2 to the system G(s) = K(s+2)/s(s3+7s2+12s) is
• A ramp input applied to a unity feedback system results in 5% steady state error. The type number and zero frequency gain of the system are respectively
• Consider the unity feedback system with open loop transfer function the minimum value of the steady state error to a ramp input r(t) = 6tu(t) is OLTF = K/s(s+1)(s+2)
• The error constants described are the ability to reduce the steady state errors.
• Delay time is the time required by a system to reach a quarter of its steady state value.
• A system is said to be                           if it is possible to transfer the system state from any initial state to any desired state in finite interval of time.
• Derivative error compensation:
• Steady state refers to
• If root loci plots of a particular control system do not intersect the imaginary axis at any point, then the gain margin of the system will be: