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Write a MATLAB program that, for a multi-input system with known state and input matrices, determines
(i) a set of feasible eigenvectors and
(ii) a state feedback matrix that assign a given set of eigenvalues. Test your program using Example 9.5.
EXAMPLE 9.5
For the pair
1. Determine a basis set for the space from which each eigenvector can be chosen.
2. Select a set of eigenvectors and determine the state feedback gain matrix that assigns the desired eigen structure. Verify that the closed-loop state matrix has the correct eigenstructure.
Find the per-unit voltage regulation when the transformer is supplying full load at 110 V and 0.9 lagging power factor.
The heat capacity of thereactants and products are 1.95 kJ/kg-K, the volumetric flow rate is 0.33 m3/hr, and the feedtemperature is 20oC. If the conversion is 95%, calculate (a) the reactor size and (b) the temperature of the reaction mixture, ift..
A problem similar to it will be on the exam. He kind of went over it, but the whole class was struggling a more in depth/intuitive walkthrough of this problem.
Waste Wood Biomass and Energy Issues and develop a techno-economic analysis of Thermo chemical processing route for the conversion of wood waste biomass in Nigeria to energy.
In each case, explain the reasons why some elements are more soluble than others in water.
determine the force and the power required to overcome the skin friction.the ship is travelling in sea water(density1020kg/m^3) and at a speed of 24km/hr
Into a barrel containing 33.2 bbl (US) of water containing 0.0012 mol/L of a blue dye you pour V2 yd3 of water containing 8.91 M of the dye. The final concentration of the dye in the barrel is 7.91 mol/m3 after it's well-mixed. What is V2 is yd^3?
What is the rationale for claiming that the presence of a low temperature loss peak is a necessary and sufficient condition for good room-temperature impact strength
A horizontal steel pipe having inner and outer diameter as 150 and 180 mm respectively is lagged with 50 mm thickness of 85% magnesia insulation inside ,which has flue gas flowing at 260oc
Calculate the flow rates of burets Y and Z. Assume the flow rates remain constant during the experiment.
Propose a model which will show how temperature in the tank changes with time. State assumption used. Solve this model to obtain T(t) given that T(t=200s) = 50°C.
A vapor of titanium isopropoxide (partial pressure = 133 pascal) is reacted in O2 rich CH4 flame at T=2000K. Calculate the diameter of the nuclei.
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