Find Transfer Function for 2-Input System

AI Thread Summary
To find the transfer function for a two-input system with a known reference input and a measured input, block reduction techniques can be applied. The output voltage (V(output)) is expressed as a function of the reference voltage (Vdc(ref)) and the measured voltage (Vdc(measu)), incorporating constants K1 and K2. The user is struggling to derive a final equation that relates V(output) to Vdc(ref) due to a term that does not include Vdc(ref). Assistance is requested to isolate the transfer function and determine the controller gains (K1, K2). The discussion emphasizes the importance of correctly applying block reduction methods to achieve the desired transfer function.
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I have a system with two inputs one is reference (constant and known) and another is measured its value and i need to know the transfer function for all the system.

Please anyone help me to find the transfer function because I needed it so necessary.

thanks a lot.
 

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You can use block reduction techniques to find overall transfer function of any system.
As far as given system is considered Vop is summation of two things. First one (K1 + K2/S) multiplied by (V-Vdc) and second one V*S
 
n.karthick said:
You can use block reduction techniques to find overall transfer function of any system.
As far as given system is considered Vop is summation of two things. First one (K1 + K2/S) multiplied by (V-Vdc) and second one V*S
Thank you for your reply.

I really worked like that and got the following equation:V(output) = Vdc (ref) *S + ( Vdc(ref) – Vdc(measu)(k1 + k2/S)

V(output) = Vdc(ref) *S + Vdc(ref) (k1 + k2/S) - Vdc(measu) *(k1 + k2/S) but I could not get the final equation between V(output) and Vdc(ref), Because the last term of the equation does not contain Vdc(ref).

Can you help me to get the final transfer function, where I want to find the gain of the controller (K1, K2 ).

Thank you very much.
 
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