1. The following diagram shows a model of a river. a. Give a dynamic systems model for hi, hz and hs (does not need to be in state-variable matrix form). The system inputs are qmi and qm2. b. In steady state, what is the flow out of the tank on the right? Use the following values: qm1 - 9m2 = 20 kg/s, A1 = Az= 1 m², p= 1 kg / m², r= 1, R = 1/m's; use g= 10 m/s. [Hint: This can be solved without much work. Don't spend too much time on this part.] h R h, R

1. The following diagram shows a model of a river. a. Give a dynamic systems model for hi, hz and hs (does not need to be in state-variable matrix form). The system inputs are qmi and qm2. b. In steady state, what is the flow out of the tank on the right? Use the following values: qm1 - 9m2 = 20 kg/s, A1 = Az= 1 m², p= 1 kg / m², r= 1, R = 1/m's; use g= 10 m/s. [Hint: This can be solved without much work. Don't spend too much time on this part.] h R h, R

Name: Please provide steps on how to derive the output of each container. 1.
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Description: Please provide steps on how to derive the output of each container. 1. The following diagram shows a model of a river.a. Give a dynamic systems model for hı, hz and hs (does not need to be in state-variable matrixform). The system inputs are qmi and

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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