Control Theory #08 - Drawing Block Diagrams from RLC Circuit

Instructor: Dr. Süleyman Burak ÇELİK

Many academic videos are categorized here: https://AcEdumy.com Welcome to Lesson 8 of the Control Theory course! In this lesson, we draw a complete block diagram from the RLC parallel circuit differential equation: ✅ Review of the four-step method ✅ Handling second-order differential equations ✅ Taking double integrals ✅ Two feedback paths (1/R and 1/L) ✅ Complete block diagram construction 📚 Topics covered: 00:00 - Introduction 00:22 - Four Steps Review 00:48 - RLC Equation (Second Order) 01:08 - Step 1: Check Input/Output 01:38 - Step 2: Double Integral Explained 03:20 - Step 2: Term-by-Term Analysis 04:20 - Step 3: Isolate y 06:20 - Step 3: Combine Integrals 07:20 - Step 4: Start Drawing 08:00 - Drawing Input/Output 08:40 - First Feedback Path (1/L - Double Integral) 09:40 - Second Feedback Path (1/R - Single Integral) 10:40 - Summing Junctions 11:20 - Complete Block Diagram 11:40 - Alternative Variations 12:00 - Summary & Goodbye Key Result: RLC circuit has TWO feedback paths - one for 1/R (single integral) and one for 1/L (double integral)! 🔔 Subscribe for more engineering tutorials! 📺 Previous: Drawing Block Diagrams from RC Circuit 📺 Next: More Advanced Control Systems #ControlTheory #BlockDiagrams #RLCCircuit #SecondOrderSystem #ControlEngineering #Engineering #DifferentialEquations