Creating a Bode plot by analyzing a transfer function

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The discussion focuses on constructing a Bode plot from a specific transfer function, H(jω) = (10ω^2) / [(jω + 10)(jω - 200)]. The main challenge is rewriting the transfer function correctly due to the absence of "jω" in the numerator, which complicates the analysis. The user is familiar with reducing the denominator but struggles with the numerator since it lacks the expected "j" components. A moderator suggests posting engineering homework in the appropriate forum and provides a link to similar examples for reference. The conversation highlights the importance of understanding the form of transfer functions in Bode plot analysis.
andrew.tkelly
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Homework Statement



I am constructing a Bode plot from a given transfer function. I having trouble because I am unsure how to rewrite the transfer function in the proper form. What makes this transfer function particularly tricky for me, is that there is no "jω" in the numerator, just ω^2. In all the examples I've seen solved, they always use s = jω, and put the function in the proper form.


Homework Equations



H(jω) = (10ω^2) / [(jω + 10)(jω - 200)]


The Attempt at a Solution



Well, I know how to reduce the denominator values to their proper form, but not the numerator value...because there is no "j"... and no evidence of a j^2 because there is no negative sign in front.

Thank you for reading!
 
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Suppose the transfer function was negative before the "jω" was squared...
 
Moderator's note: thread moved to Engineering, Comp Sci, & Technology.

In the future, please post engineering homework problems in this forum.
 
See example 3 of link below,

http://www1.mengr.tamu.edu/aparlos/MEEN651/E17.pdf

the problem looks similar to yours.

Found via Google search "Bode plot from a given transfer function examples"

Good luck
 
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