Dr. Ashok K. Jain is a legendary figure in Indian structural engineering education. Formerly a professor at the University of Roorkee (now IIT Roorkee) and a prolific author, his textbooks are staples in every engineering library.
His Advanced Structural Analysis is not an introductory text. It is designed for readers who have already mastered basic strength of materials and structural analysis (like slope deflection and moment distribution). The "advanced" designation covers:
The book’s hallmark is its clarity. Jain dissects complex linear algebra into digestible steps without oversimplifying the mathematics. This is why his 2008, 2015, and subsequent editions remain in high demand.
| Chapter No. | Title | Key Topics (Where Page 320 likely fits) | | :--- | :--- | :--- | | 5 | Matrix Flexibility Method | Force transformation matrices, Incompatibility. | | 6 | Matrix Stiffness Method | Direct stiffness approach. Page ~320: Assembly of global stiffness matrix for a continuous beam with internal hinge. | | 7 | Plastic Analysis | Upper & lower bound theorems, Collapse loads for frames. | | 9 | Approximate Methods | Portal & Cantilever methods for multi-story frames. | | 11 | Influence Lines for Indeterminate Beams | Muller-Breslau principle. |
What is on Page 320 (Actual)? In the widely circulated 2nd Edition (2008, reprint 2012), page 320 falls within Chapter 6: Matrix Stiffness Method – Beams and Frames. It typically contains:
This explains the search volume – students get stuck at that exact example and want an "updated" PDF where equations are laser-clear.
Assuming you have obtained the legal, updated PDF and have navigated to page 320 (Matrix Stiffness Method), here is a 3-step strategy to master the content: