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Control System Engineering - Block diagram reduction Exam problem

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AnzMark

Student
Oct 25, 2021
8
I am having a problem with calculating transfer function given with a picture below i need to calculate output Y(p) / input V(p) grafically and analitically but i dont know where to even start, please help me
Thanks for any help or comment
20211025_194457_zwgszz.jpg
 
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Why weren't you paying attention in lectures?

It's just algebra

Using lowercase to represent the output of each stage
o=Ov
b=Bo
r=Ro=ROv
f=F(p+r)
m=M(b-a)
etc

finally after substituting and eliminating you'll be able to write n/v, which is Y/V, which is what you want, in terms of the block names.

You are missing a sign on the rhs of the page and at least 2 arrowheads.



Cheers

Greg Locock


New here? Try reading these, they might help FAQ731-376
 
Thank you very much, i was paying attention, but professor did it differently (analitically)
 
Can you please tell me the solution i dont know how to use Algebra Methods.
Thanks for answer.
 
I dont know where i can learn to solve block diagram analitically.
 
Can you please tell me the solution i dont know how to use Algebra Methods.

Seriously? How did you even get into college, then? Given that this looks like 2nd year EE course material, you did ZERO math in 1st year?

TTFN (ta ta for now)
I can do absolutely anything. I'm an expert! faq731-376 forum1529 Entire Forum list
 
We didnt have algebra methods in our program maths. Nobody in our class knows (students) the solution.
 
I know h9w to solve this program grafically, but i dont know how to solve it analitically. Here is the example of analitical steps
20211026_215434_zr05ly.jpg
 
I have solved this problem, but i dont know if it is correct, can you please tell me if i am right. Thanks for support

20211027_102934_yrzvau.jpg
 
But i need to write Y(output)/V(input) function, these equasions are very confusing.
Y= fN = (F(p+r))N = F(P(z+m+f)+ROv)
p=P(z+m+f)
r = Ro=ROv
b = Bo=BOv
o = Ov
f = F(p+r)
m = M(b-a)
a = A ???
z = Z ???

Can you please show me the solution for a and z, thank you, this methodical way is quite hard.
Thanks for support
 
You've been shown two approaches by your prof, use them. The method I described is how I'd do it starting from zero, but it is not elegant.

Cheers

Greg Locock


New here? Try reading these, they might help FAQ731-376
 
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