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Date Posted: 7/14/2008 12:48:00 PM  Status: Live
Electronics + Help me = LIFESAVER
Course Textbook Chapter Problem
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Cramster In-House Subject Matter Expert
Date Posted: 7/16/2008 2:53:52 AM  Status: Live
Asker's Rating: Lifesaver   
Response:
From the given magnitude bode diagram we can write frequencies on X-axis as below:
(Log scale)
1 = 1rad/sec;
2 = 10rad/sec;
3 = 100rad/sec;
4 = 1000rad/sec;
5 = 10000rad/sec;
6 = 100000rad/sec;
7 = 1000000rad/sec;
8 = 10000000rad/sec;
9 = 100000000rad/sec;
etc,.
-20dB/decade slope at
+20dB/decade slope at  
-20dB/decade slope at
Now we can wtite the transfer function as below:
............... (1)
............... (2)
From the plot we can say that gain is 100dB for lower frequencies compared to the above two poles and a zero.
So we can modify the equation (2) as below:
Now equation (1) becomes
 
Code for magnitude and phase plots using Matlab:
>> x=tf([10000000000,10000000000000000],[1,10000+10000000,100000000000])
 
Transfer function:
     1e010 s + 1e016
-------------------------
s^2 + 1.001e007 s + 1e011
 
>> bode(x)
>> grid
 
 
 
I hope this helps you...........................
 
 
 
Colonel's Comment:
thanks alot this is realy helped :-)



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