feedback control systems- 2DOF structures
The note.pdf file has the Example 2.1 and figure 2.6. I have increased th enumber of credits for the conduction posting. Please help me there as well.
CREATE A SIMULINK MODEL & ANALYSE IT
Attached are 3 jpg files. Please see page3.jpg. The nonlinear model equations for that question including the effect of a horizontal wind blowing with speed n ( ie. part (b) ) is given in part 1 of page1.jpg. The linearised model equations is give in part 2 of page1.jpg and the transfer functions are given in part 3 of the ...continues
(See attached file for full problem description)
For the unity-feedback control system (see in the nyquist.jpg file) (a) Draw the Nyquist Path and the Nyquist Diagram of the system. (b) Determine the system stability.
Find the transfer function T y/R for the following block diagram attached using block diagram reduction You may use Masons gain formula. That formula requires less work.
(See attached files for full problem descriptions)
ROOT LOCUS AND CONTROLLER DESIGN
(See attached files for full problem descriptions)
(See attached file for full problem description with proper symbols) --- Question 1 Given P(s) = , use the Inverse Nichols Chart to design a simple G(s) to achieve the following specifications. i) zero steady state error to step output disturbance ii) │ 1 / (1+L) │ ≤ -15dB , ω ≤ 0.5 rad/s ii ...continues
What would the damping ratio be for a pole at s= -1 + j3?
In a system with a root locus on K........ in the attached problem, where is the breakaway point?
