An industrial oil filtering system has its components modelled mathematically as below.D1 = H,N2D2CH2N2 = G2(N1 – D1C = G5(N2(G4 + G3) – CH2)N1 = G1(R – D)C = DI|Construct the block diagram for the system considering R as the system's input and Cas the system's output.а)b)Find the system's Transfer Function by using Block Diagram Reduction Method.c)Convert the block diagram into signal flow graphd)Use Mason's Rule to find the Transfer Function of the system.Compare the Transfer Functions obtained in (b) and (d).

*Keeping a note ?as per our company guidelines we are supposed to answer ?️only first 3️⃣ sub-parts.…

An industrial oil filtering system has its components modelled mathematically as below. D1 = H,N2 D2 C = H2 N2 = G2(N1 – D1 C = G5(N2(G4 + G3) – CH2) N1 = G1(R – D) C = D %3D Construct the block diagram for the system considering R as the system's input and C as the system's output. a) b) Find the system's Transfer Function by using Block Diagram Reduction Method. c) Convert the block diagram into signal flow graph

An industrial oil filtering system has its components modelled mathematically as below. D1 = H,N2 D2 C = H2 N2 = G2(N1 – D1 C = G5(N2(G4 + G3) – CH2) N1 = G1(R – D) C = D %3D Construct the block diagram for the system considering R as the system's input and C as the system's output. a) b) Find the system's Transfer Function by using Block Diagram Reduction Method. c) Convert the block diagram into signal flow graph

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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