Norton's Theorem problems in tamil | Problem 1 | LS EEE

📚For Notes: 📱Our Android APP: Levi Academy 📱To download the study materials or notes install our App from play store 📱https://play.google.com/store/apps/details?id=com.levi.LeviAcademy 🌍Our Websites: 🌐 https://leviacademy.com/ 🤝Contact us for doubt: 💻E-mail: [email protected] 📲Whats-app: +91 6385270182 🎬Social Media: 📲Telegram: http://bitly.ws/xftc 🔥LinkedIn: http://bitly.ws/xfvY 📘Facebook: https://www.facebook.com/lseduclass 🐤Twitter: https://twitter.com/ylevingstan 🌈Instagram: http://bitly.ws/xfvS This video give clear explanation of Norton's Theorem in Tamil What is Norton’s Theorem? Norton’s theorem states that any two terminal linear and bilateral network or circuit having multiple independent and dependent sources can be represented in a simplified equivalent circuit with one current source parallel with a resistor, which is known as Norton’s equivalent circuit. Steps: Step 1: Remove the element, where we are supposed to find the response from the given circuit. After the removal of the element, the terminals will be open. Step 2: Find the current flowing through the terminals of the circuit obtained in Step 1 after shorting them. This current is known as short circuit current or Norton’s equivalent current or Norton’s current, IN in short. Step 3: Replace all the independent sources with their internal resistances in the circuit obtained in Step 1. Step 4: Find the equivalent resistance across the open-circuited terminals of the circuit obtained in Step 3 indirect methods if there are no dependent sources. This equivalent resistance is known as Norton’s equivalent resistance or Norton’s resistance, Rth in short. Step 5: If dependent sources are present, then we can find the equivalent resistance across the open-circuited terminals of the circuit obtained in Step 3 by using the Test source method. In the test source method, we will connect a 1V source (or 1A source) across the open terminals and will calculate another parameter current (or voltage). We will get the value of Norton’s resistance, Rth by taking the ratio of voltage and current across the 2 terminals. Step 6: Draw Norton’s equivalent circuit by connecting Norton’s current, IN in parallel with Norton’s resistance, Rth. Our other Videos RC TRANSIENTS DERIVATION https://www.youtube.com/watch?v=0dyc4wFr4so&t=370s SUPERPOSITION THEOREM https://www.youtube.com/watch?v=Wv2djsDjxUU By Y.Levingstan