- Use Matlab Please 1 (416.51 KiB) Viewed 36 times
Objective: This activity has the purpose of helping students to solve quantitative models of Engineering systems using analytical tools (Objective 4). Student Instructions: 1. This activity is a Calculated Numeric 2. Complete the solution using Simulink/Matlab. 3. You can only realize this assignment one (1) time. 4. After starting, you will have one week to complete it. 5. Submit your questions via "Assignment" in Blackboard. 6. This exercise is worth 2 points. 7. The deadline is indicated on "Calendar", which is located in "Tools" in the Blackboard platform. Complete: Two interacting tank in series with outlet flowrate being function of the square root of tank height qi Modeling equations dh, FR dt A₁ A₁ = dh₂ R₁ = dt A₂ h, √m₂ - h₂ = f₁ (h₁, h₂, F) -√₂-h₂ = [] - ₂√√₂ = f₂ (h₂.h₂. F) A₂ X= Assume only the second tank height is measured. The output, in deviation variable form is y = h2 - h2s. There are two state variables, one input variable, one output variable u=F-F₁ -C-K h₂ 1-Me _m₂-h₂s] F₁ = R₁₂√√n-h₂ R₁, 91 a. Using MATLAB/SIMULINK find The element of the A (Jacobian), B matrices and the linearization. b. Verify that the linear approximation works well between 3.5 to 7 feet. h₂ F₂=R₂√√₂ R₂ 92