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Clock Simulation Jenn Transue, Tim Murphy, and Jacob Medinilla 1.

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Presentation on theme: "Clock Simulation Jenn Transue, Tim Murphy, and Jacob Medinilla 1."— Presentation transcript:

1 Clock Simulation Jenn Transue, Tim Murphy, and Jacob Medinilla 1

2 Overview  Project Overview  Introduction  Background  Design Specifications  Preliminary Design  Simulation  Conclusion  Project Overview  Introduction  Background  Design Specifications  Preliminary Design  Simulation  Conclusion 2

3 Project Overview Tim Murphy 3

4 Introduction  Clock simulation  Closed-loop position  Tracking a stepped input  Clock simulation  Closed-loop position  Tracking a stepped input 4

5 Background 5

6 Design Specifications  Time domain specifications:  Settling time: < 0.5 seconds  Percent overshoot: < 10%  Zero steady-state error  Variation of a PID controller  Time domain specifications:  Settling time: < 0.5 seconds  Percent overshoot: < 10%  Zero steady-state error  Variation of a PID controller 6

7 Preliminary Design Jenn Transue 7

8 Preliminary Design  Response to a step input  Uncompensated System  Proportional (P) Controller  Proportional Derivative (PD) Controller  Response to a step input  Uncompensated System  Proportional (P) Controller  Proportional Derivative (PD) Controller 8

9 Preliminary Design – Uncompensated  Uncompensated closed-loop system:  54.6% overshoot  1.01 second settling time  Zero steady-state error  Uncompensated closed-loop system:  54.6% overshoot  1.01 second settling time  Zero steady-state error 9

10 Preliminary Design – P Controller  Root Locus Analysis:  10% Overshoot  K P = 0.102  Root Locus Analysis:  10% Overshoot  K P = 0.102 10

11 Preliminary Design – P Controller  Compensated closed-loop system:  K p = 0.102  9.97% overshoot  0.94 second settling time  Zero steady-state error  Cannot meet settling time specification  Compensated closed-loop system:  K p = 0.102  9.97% overshoot  0.94 second settling time  Zero steady-state error  Cannot meet settling time specification 11

12 Preliminary Design – PD Controller 12

13 Preliminary Design – PD Controller  Adjusted overshoot specification in calculations  Compensated closed-loop system:  K p = 0.3895  K d = 0.0219  10% overshoot  0.427 second settling time  Zero steady-state error  Do not need an integral component  Adjusted overshoot specification in calculations  Compensated closed-loop system:  K p = 0.3895  K d = 0.0219  10% overshoot  0.427 second settling time  Zero steady-state error  Do not need an integral component 13

14 Simulation Jacob Medinilla 14

15 Simulation – Pole-Zero Plot  Compensated closed-loop system  Stable  Relatively fast system  Compensated closed-loop system  Stable  Relatively fast system 15

16 Simulation – Model Compensated System Response to Stepped Input 16

17 Simulation – Results Compensated System Response to Stepped Input 17

18 Conclusion – Expected Challenges  Design not validated  Potential for unexpected behavior  Sensitivity to controller tuning  Possibility erroneous values from previous labs  Design not validated  Potential for unexpected behavior  Sensitivity to controller tuning  Possibility erroneous values from previous labs 18

19 Conclusion – Schematic 19

20 Summary  Uncompensated System cannot meet specifications  Proportional Controller cannot meet specifications  PD Controller required  K p = 0.3895  K d = 0.0219  Will need to adjust gains to achieve specifications in lab  Uncompensated System cannot meet specifications  Proportional Controller cannot meet specifications  PD Controller required  K p = 0.3895  K d = 0.0219  Will need to adjust gains to achieve specifications in lab 20

21 Questions? 21


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