Thank you for your reply.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
A transfer function for a 2-input system is a mathematical representation that relates the input signals to the output signal in a linear time-invariant system. It shows how the inputs affect the output of the system and is commonly used in control engineering and signal processing.
The transfer function for a 2-input system can be derived by taking the Laplace transform of the system's differential equations with the initial conditions set to zero. This results in a ratio of the Laplace transforms of the output and input signals, which represents the transfer function.
Finding the transfer function for a 2-input system allows us to understand the behavior and dynamics of the system. It can help us design controllers and analyze the stability and performance of the system in response to different input signals.
The transfer function for a 2-input system is typically assumed to be time-invariant, meaning it does not change over time. However, in some cases, it may change if there are changes in the system's parameters or if the system is nonlinear.
The transfer function for a 2-input system can be used in various practical applications, such as designing controllers for industrial processes, analyzing and improving the performance of electronic circuits, and modeling and controlling complex systems in the field of robotics and automation.