Simple Stress and Strain Numerical 2 | Stress, Strain & Reduction in Length | SOM | Katta Engineers

📘 Simple Stress and Strain Numerical 2 | Strength of Materials | Katta Engineers Welcome to Katta Engineers! 🎓 In this video, we will solve an important numerical problem based on Simple Stress and Strain from Strength of Materials (SOM). 📚 इससे संबंधित हमारे पुराने वीडियो भी देखें: ▶️ Unit Conversion in Civil & Mechanical Engineering 🔗    • Unit Conversion in Civil & Mechanical Engi...   📌 Numerical Problem: A steel rod 800 mm long and 60 mm × 20 mm in cross-section is subjected to an axial push of 89 kN. If the modulus of elasticity is 2.1 × 10⁵ N/mm², calculate: ✅ 1. Compressive Stress ✅ 2. Compressive Strain ✅ 3. Reduction in Length of the Rod 📚 Topics Covered: ✔ Simple Stress and Strain ✔ Strength of Materials (SOM) ✔ Axial Push and Compressive Load ✔ Cross-Sectional Area ✔ Stress Formula ✔ Strain Formula ✔ Modulus of Elasticity ✔ Hooke's Law ✔ Deformation of a Steel Rod ✔ Reduction in Length ✔ Solved Numerical for Diploma Engineering 🎯 This video is useful for: • Diploma Mechanical Engineering Students • Civil Engineering Students • Polytechnic Students • Strength of Materials Exam Preparation • Engineering Competitive Exam Preparation If you are studying Strength of Materials, this step-by-step numerical will help you understand the concepts of stress, strain, and deformation under an axial compressive load. 👍 Like the video if you find it helpful. 💬 Comment your answer and ask your doubts. 🔔 Subscribe to Katta Engineers for more engineering concepts, formulas, and numerical solutions. 📌 Channel: Katta Engineers 📖 Subject: Strength of Materials (SOM) 📚 Chapter: Simple Stress and Strain 📝 Topic: Type 1 Numerical – Numerical 2 #SimpleStressAndStrain #StrengthOfMaterials #SOM #EngineeringNumericals #KattaEngineers