in controls: can a first order system have a max peak over shoot and have a...
Homework Answers
Time constant value is possible but no overshoot in first ordee system.
Time constant is defined as time require foe the system to reach 63.2% of steady state value.
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in controls:
can a first order system have a max peak over shoot and have a...
You are designing a missile defense system that will shoot down incoming missiles that pass over...
You are designing a missile defense system that will shoot down
incoming missiles that pass over a perimeter defense post. The
set-up is shown below. An incoming missile passes directly above
the defense base. Radar at the base can measure the height,
h, and speed, v1, of the incoming
missile. Your Patriot Rocket is set to fire at an angle of θ = 55.0
degrees from vertical. You design the Patriot Rocket so the
magnitude of its acceleration is given...
can help to solve this ? Thank you Consider the second order system when damping ratio...
can help to solve this ? Thank
you
Consider the second order system when damping ratio = 8.6. and natural angles frequency = 5 rad/sec, find the rise time, Peak time, max. overshoot, and setting time (20/5) when the system is sub-pected to a unit-step input.
An autonomous system of two first order differential equations can be written as: A third order e...
An autonomous system of two first order differential equations can be written as: A third order explicit Runge-Kutta scheme for an autonomous system of two first order equations is hg(un,vn), 63-hf(un+2k2-k㎶n +212-11), 13 hg(un+2k2-ki,un +212-4), t-4 Consider the following second order differential equation, +2dy-7y2-12, with y(0)= 4 and y'(0)=0. dt2 dt Use the Runge-Kutta scheme to find an approximate solution of the second order differential equation, at t = 0.1, if the step size h = 0.05 Maintain at least...
Problem 5a (10 points): In class, you have derived the response of a first-order system to...
Problem 5a (10 points): In class, you have derived the response of a first-order system to a unit-step input. Given a first-order system of the form G(s) = K / ( 1 + T s), where T is the time-constant, and K is the constant, find i) The time-response to a unit-ramp input r(t) = t. ii) The steady-state error for error measured as e(t) = r(t) - c(t). (Hint: the steady-state error is measured as t tends to infinity).
If a second order system has a settling time of 7 seconds, and a peak time...
If a second order system has a settling time of 7 seconds, and a peak time of 3 seconds we may say that the system is stable. True False
Missile Defense Systenm You are designing a missile defense system that will shoot down incoming missiles...
Missile Defense Systenm You are designing a missile defense system that will shoot down incoming missiles that pass over a perimeter defense post. I he set-up Is shown below. An incoming missile passes directly above the defense base. Radar at the hase can measure the height, h, and speed, V, of the incoming missile. Your Patriot Rocket is set to fire at an angle of 49.0 degrees from vertical. You design the Patrniat Rocket so the magnitude of its acceleration...
If a second order system has a percentage overshoot, %OS = 10%, and a peak time...
If a second order system has a percentage overshoot, %OS = 10%, and a peak time of 5 seconds, then the system is ............ not stable stable and underdamped overdamped stable and undamped
Evaluation and testing of controls at Hales Ltd Tyrone has provided a narrative of controls over...
Evaluation and testing of controls at Hales Ltd Tyrone has provided a narrative of controls over inventory at Hales Ltd and would like you to provide some advice on making the preliminary control risk assessment. Hales is a distributor of haircare products, including shampoos, conditioners and styling products throughout Australia. Hales uses an on-line ordering system. Hales does not manufacture any goods in house, instead, an inventory of raw materials is kept, with manufacturing being outsourced to other companies. Hales...
Evaluation and testing of controls at Hales Ltd Tyrone has provided a narrative of controls over...
Evaluation and testing of controls at Hales Ltd Tyrone has provided a narrative of controls over inventory at Hales Ltd and would like you to provide some advice on making the preliminary control risk assessment. Hales is a distributor of haircare products, including shampoos, conditioners and styling products throughout Australia. Hales uses an on-line ordering system. Hales does not manufacture any goods in house, instead, an inventory of raw materials is kept, with manufacturing being outsourced to other companies. Hales...
2. A first-order temperature measurement system is excited by a 0.25Hz sinusoidal input (a). Know...
2. A first-order temperature measurement system is excited by a 0.25Hz sinusoidal input (a). Knowing the time constant is 4 second, and the indicated amplitude is 10 °F, find the true temperature, (b) if the dynamic frequency is 20Hz, what will be the required time constant?
2. A first-order temperature measurement system is excited by a 0.25Hz sinusoidal input (a). Knowing the time constant is 4 second, and the indicated amplitude is 10 °F, find the true temperature, (b) if...
You are designing a missile defense system that will shoot down
incoming missiles that pass over a perimeter defense post. The
set-up is shown below. An incoming missile passes directly above
the defense base. Radar at the base can measure the height,
h, and speed, v1, of the incoming
missile. Your Patriot Rocket is set to fire at an angle of θ = 55.0
degrees from vertical. You design the Patriot Rocket so the
magnitude of its acceleration is given...
can help to solve this ? Thank
you
Consider the second order system when damping ratio = 8.6. and natural angles frequency = 5 rad/sec, find the rise time, Peak time, max. overshoot, and setting time (20/5) when the system is sub-pected to a unit-step input.
An autonomous system of two first order differential equations can be written as: A third order explicit Runge-Kutta scheme for an autonomous system of two first order equations is hg(un,vn), 63-hf(un+2k2-k㎶n +212-11), 13 hg(un+2k2-ki,un +212-4), t-4 Consider the following second order differential equation, +2dy-7y2-12, with y(0)= 4 and y'(0)=0. dt2 dt Use the Runge-Kutta scheme to find an approximate solution of the second order differential equation, at t = 0.1, if the step size h = 0.05 Maintain at least...
If a second order system has a settling time of 7 seconds, and a peak time of 3 seconds we may say that the system is stable. True False
Missile Defense Systenm You are designing a missile defense system that will shoot down incoming missiles that pass over a perimeter defense post. I he set-up Is shown below. An incoming missile passes directly above the defense base. Radar at the hase can measure the height, h, and speed, V, of the incoming missile. Your Patriot Rocket is set to fire at an angle of 49.0 degrees from vertical. You design the Patrniat Rocket so the magnitude of its acceleration...
If a second order system has a percentage overshoot, %OS = 10%, and a peak time of 5 seconds, then the system is ............ not stable stable and underdamped overdamped stable and undamped
2. A first-order temperature measurement system is excited by a 0.25Hz sinusoidal input (a). Knowing the time constant is 4 second, and the indicated amplitude is 10 °F, find the true temperature, (b) if the dynamic frequency is 20Hz, what will be the required time constant?
2. A first-order temperature measurement system is excited by a 0.25Hz sinusoidal input (a). Knowing the time constant is 4 second, and the indicated amplitude is 10 °F, find the true temperature, (b) if...
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