Questions asked
1)- Obtain the transfer fuction and the state space model of the system (must use phase variable method based on transfur fuction) considering that the input is voltage (ea) and output is load output shaft (L). You must show detail of your calculations. (20%) 2)- Design a controller using pole placement method for 25% overshoot and 1 second setteing time. (20%) 3)- Design an observer with its poles 10 times futher away from imaginiry axis (You much use observer canonical format here). (20%) 4)- Design an integral control to eliminate the steady state error with the overshoot of 25%, and the setteing time of one second. (20%) 5)- Using Aukermann method obtain the observer gains for the phase variable state space model. Then use the observer to estimate the state variables for the controller. (20%)
As of the end of the current year, what were Deere’s cumulative tax savings arising from the use of LIFO inventory costing? Assume an average (cumulative) tax rate of 22%
The myocardium would be the thickest in the ________. left atrium left ventricle right atrium right ventricle
5 key areas that pertain to corporate governance of Dollar Tree and Target
(11940)/(4) = (4n)/(4) 2985 = n The 11th term of an arithmetic sequence is 63 and the 15th term is 87. Find the sequence and the 800th term. 87 - 63 = 24 The sequence is 63, 87, 111, 135, 159. 11, 12, 13, 14, 15
1. What is Differential Analysis in fluid mechanics? 2. What different between 'flow analysis using control volume method' and 'flow analysis using differential method'? 3. How many types of motion are fluid element motion include ? 4. How can we describe the fluid element motions by using mathematical method? 5. What is the volumetric dilatation rate? 6. What is the vorticity?
On February 1, 20x1 the Abdoll business paid Fraser $13904.05 cash to complete a renovation on their property starting in May 20x1 and ending August 31, 20x1. Both parties agreed to the work being completed in equal parts over the summer. Fraser's year-end is June 30, 20x1. Assuming the initial entry made on February 1, 20x1 by Fraser was a credit of $13904.05 to revenue, the following adjusting entry is required on June 30, 20x1: Select one: a. A credit of $6952.02 to unearned revenue b. A credit of $6952.02 to revenue c. A debit of $3476.01 to revenue d. A debit of $3476.01 to unearned revenue Check
Computer Science 2 Project 309255 Student's ID: Q.1) Find the numerical solution of the following Initial value problem (IVP) y'(t) = \cos(t) + t + t + e^{vt} + \sin(\text{yourStudent ID}) y(0) = 0.38177230586 - \cos(\text{your Student ID}). Enter your student ID in function, it will be your customized function, so that your answer will not mathe with anyone Use either Euler method or RK4 method to find the answer up to $t_f = 4$ seconds and write the final answer up to 8 significant digits in dashed space. $\delta t$ y at t=4, up to 8 significant digits (i) 0.01 (ii) 0.001 (ii) 0.0001 USE ONLY C LANGUAGE
**5.25 (Compute $\pi$) You can approximate $\pi$ by using the following series: $\pi = 4 \left( 1 - \frac{1}{3} + \frac{1}{5} - \frac{1}{7} + \frac{1}{9} - \frac{1}{11} + \dots + \frac{(-1)^{i+1}}{2i - 1} \right)$ Write a program that displays the $\pi$ value for $i = 10000, 20000, \dots,$ and $100000$
Using Bisection method, compute the semi-annual yield of a 5 year bond paying semi-annual coupon of 2% per annum and trading at 98%. Start with bracketing levels of 0%, 10%, and stop when the result accuracy is better than 1.0 x 10-4.