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EE631 – Spring 20051 ECE631/EE631Q Lecture 9 – The Rectifier S.D.Sudhoff Purdue University.

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Presentation on theme: "EE631 – Spring 20051 ECE631/EE631Q Lecture 9 – The Rectifier S.D.Sudhoff Purdue University."— Presentation transcript:

1 EE631 – Spring 20051 ECE631/EE631Q Lecture 9 – The Rectifier S.D.Sudhoff Purdue University

2 EE631 – Spring 20052 Restrictions on Firing And Commutation Let’s think about the a- phase current

3 EE631 – Spring 20053 Restrictions on Firing and Commutation Angle Thus, we must have –(1)  >0 –(2)  +u< 

4 EE631 – Spring 20054 Modification for Mode II Operation We can use our work for Mode 2 as well as Mode 1 if we make some additional modifications…

5 EE631 – Spring 20055 Modification for Mode II Operation Solution approach

6 EE631 – Spring 20056 Modification for Mode II Operation

7 EE631 – Spring 20057 Modification for Mode II Operation Thus, the effective firing angle must obey

8 EE631 – Spring 20058 Numerical Example Consider a system with a 560 V l-l rms voltage source, 20 mH commutating inductance, and operating at 60 Hz Let’s look at the output characteristics as dc link current varied from 0 to 100 A

9 EE631 – Spring 20059 Operating Mode

10 EE631 – Spring 200510 Output Voltage

11 EE631 – Spring 200511 Commutation Angle

12 EE631 – Spring 200512 Effective Firing Angle

13 EE631 – Spring 200513 Calculation of AC Currents Let’s consider the current in the generation source reference frame, i.e. the reference frame wherein

14 EE631 – Spring 200514 General Approach The average q- and d-axis current may be expressed

15 EE631 – Spring 200515 Commutation and Conduction Components Breaking the integrals up we have where

16 EE631 – Spring 200516 Calculation of Commutation Component We start with

17 EE631 – Spring 200517 Calculation of Commutation Component

18 EE631 – Spring 200518 Calculation of Commutation Component

19 EE631 – Spring 200519 Calculation of Commutation Component Finally, we arrive at (11.5-53) (11.5-54)

20 EE631 – Spring 200520 Calculation of Conduction Component During the conduction interval

21 EE631 – Spring 200521 Calculation of Conduction Component

22 EE631 – Spring 200522 Calculation of Conduction Component

23 EE631 – Spring 200523 Calculation of Conduction Component Thus we arrive at (11.5-55) (11.5-56)


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