this is for a feedback control systems class. can
someone help me
this is for a feedback control systems class. can someone help me HW#2-386: Due: 09/14/2018 Simplify...
1. Simplify the block diagram shown in the figure below. Then, obtain the closed-loop transfer function C(s) /R(s). Hi R(s) G1 Gix 1 C(s) H2 H3
Answer all questions ELE380: Control Systems I Homework #1 Due: 10/3/2018 1. The circuit of a bridged-T network is shown below. R2 CIC Show that the transfer function of the network is Vo (s)12R,Cs +R,R2C2s Vin(s) 1 (2R1 R2)Cs R,R2C2s2 Sketch the pole-zero diagram when R 0.5, R2 1,C 0.5 (Hint: One way is to start by writing KCL equations in the s-domain for nodes I and 2) 2. A feedback control system has the structure shown below. Determine the...
(ENGINEERING SIGNALS AND SYSTEMS) MATLAB CODING: Project Description For this system for an unstable system You will use MATLAB to perform most of your calculations and MATLAB code and a typewritten report documenting your results. project, you will design and simulate a feedback control You will submit a copy of your Background A block diagram of a system in the open loop and closed (feedback) loop configurations is given in Figure 1. Note that this feedback loop is different from...
Higher Colleges of Technology Faculty of Electronic Engineering Class Assignment 4 Second Order Systems EEC 4043: Control Systems Score from 5 Student Name Student ID # You are required to analyze a DC motor speed control system shown in Figure I and 2 below. Figure 1 shows the equivalent circuit diagram of the DC motor control system, while Figure 2 shows the block diagram of the system feedback control G(s) drmanvee Motor Figare 2: The System Feedhack syacm daprams Figue...
Problem 52: (25 points) Operational amplifiers are important building blocks in a wide spectrum of electronic systems such as amplifiers and filters. The concept of feedback control is of central importance in understanding the design of operational amplifier circuits. For without feedback, operational amplifiers behave as comparators. This problem shows why it is necessary to connect the output of an operational amplifier to its inverting input. Negative feedback produces a circuit that is BIBO stable. Figure 1(A) shows the circuit...