Simple Stress Strain Numerical 4 | Find Tensile Force | Type 1 | Strength of Materials

📘 Simple Stress Strain Numerical 4 | Strength of Materials (SOM) | Katta Engineers Welcome to Katta Engineers! 🎓 In this video, we will solve a numerical problem based on Simple Stress and Strain from Strength of Materials (SOM). This numerical is very useful for Diploma Mechanical Engineering, Civil Engineering, and other engineering students. 📌 Numerical Problem: Determine the tensile force on a steel bar of circular cross-section having a diameter of 25 mm, if the strain is 0.75 × 10⁻³. Consider the modulus of elasticity (E) for steel = 200 GPa. 📚 इससे संबंधित हमारे पुराने वीडियो भी देखें: ▶️ Unit Conversion in Civil & Mechanical Engineering 🔗    • Unit Conversion in Civil & Mechanical Engi...   📚 Topics Covered: ✅ Simple Stress and Strain ✅ Type 1 Numerical ✅ Calculation of Tensile Force ✅ Stress and Strain Formula ✅ Young's Modulus / Modulus of Elasticity ✅ Circular Cross-Section of a Bar ✅ Strength of Materials (SOM) 📐 Important Formulas: 1. Young's Modulus: E = Stress / Strain 2. Stress: σ = E × ε 3. Area of Circular Bar: A = (π/4) × D² 4. Tensile Force: P = Stress × Area 🎯 This video is helpful for: ✔ Diploma Engineering Students ✔ Mechanical Engineering Students ✔ Civil Engineering Students ✔ Strength of Materials (SOM) Exam Preparation ✔ Polytechnic Students ✔ Engineering Numerical Practice 📢 If you find this video helpful: 👍 Like the video 📌 Subscribe to Katta Engineers 🔔 Press the bell icon for more engineering tutorials and numerical solutions. 📖 Learn engineering concepts and solve numerical problems easily with Katta Engineers! #SimpleStressStrain #StrengthOfMaterials #SOM #EngineeringNumericals #KattaEngineers