Choose as state variables: x, (t) =u¸(t) and x,(t) = i(t). Obtain the following state space model 1 C 1 R, + R, ||x,. L y =[1 0] + Ou X2 and calculate the system matrices for L = 1, R1 = 1, R2 = 1and C = 0.5.
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- The answer of this question on bartleby is of other parts. This is different question. Don't copy that answer. I already have that. I am posting it for the third time. A. Write the state variable equation(s) B. The system equation(s) you obtained in D are (Circle one choice for each statement): Ordinary Differential Equation(s) True False Linear True False Second Order True False Constant Coefficients True FalseThe mathematical models of some continuous time systems are given above. x(t) is the input signal of the system, and y(t) is the output signal of the system. Which of the following systems is linear and which is nonlinear? For linear systems, write "linear" in the space next to the option. For non-linear systems, write "non-linear" in the space next to the option.Consider two systems one is second order and the other is third order. The characteristic equations are: as2+bs+c for the second order and as3+bs2+cs+d for the third order, where a,b,c,d are positive real numbers. Then which of the following is correct with regard to the stability of these two systems? a. stability of either system cannot be confirmed with the given data b. third order is definitely stable but second order cannot be confirmed c. both systems are definitely stable d. second order is definitely stable but third order cannot be confirmed
- Provide a brief (a few phrases) definition and description of each of the following, as well as an example(s) if applicable: Coupled equations, (a) computational domain, (b) mesh, (c) transport equationProvide the output equation, c(t). If there is a numerical answer that is nonterminating, it should be expressed up to three decimal places only The input to the system shown is a unit step function, u(t). A continuous-time system is defined by an input-output relation as; y(t) = 3x(t) – 5x(t+1) Determine whether this system has the properties given below. i) Memoryless, ii) Causal, iii) Stable, iv) Linear, v) Time-invariant.
- d) Design a N-state synchronous up-down counter, where N=1+4. Write down the equations for your designThe mathematical models of some continuous time systems are given above. x(t) is the input signal of the system, and y(t) is the output signal of the system. Which of the following systems is linear and which is nonlinear?The structural engineering design section within the engineering department of a regional electrical utility corporation has developed several standard designs for a group of similar transmission line towers. The detailed design for each tower is based on one of the standard designs. A transmission line project involving 50 towers has been approved. The estimated number of engineering hours needed to accomplish the first detailed tower design is 126. Assuming a 95% learning curve, a. What is your estimate of the number of engineering hours needed to design the eighth tower and to design the last tower in the project? b. What is your estimate of the cumulative average hours required for the first five designs?
- FIND BETA,, S,, S',, Find S'' , using T1 as the temperature at which the parameter values are specified and beta( T2 ) as 20% more than beta( T1Design an electrical circuit consists of the following elements, two resistance, two inductance, and one capacitance, obtain the parameters z12, y22, h21, and A.Which of the following is not true? a.Increasing system gain increases stability b.poles farther to the left of imaginary axisimprove speed c.steady-state errors are important in the studyof unstable systems d.multiple poles on the imaginary axis improvessystem stability