Solved problem 4-7, this a design problem for which lb>lr, the solution is made by using a design chart, table3-10, a discussion about the use of table 3-2, and why is table 3-10 is better in that case.
16-Solved problem 4-7- design using Table 3-10 when Lb>Lr. Read More »
Perform structural analysis using the Newton-Raphson method for a beam under uniformly distributed load and get the maximum deflection point location.
8- Structural analysis numerically by Newton-Raphson method. Read More »
A solved problem-8 by modified newton Raphson Method. A step-by-step guide comparison is made between the newton method and the modified Newton Raphson method.
7A-Solved problem-8 by Modified Newton-Raphson method Read More »
The post includes different types of matrices, the scalar matrix, symmetric matrix , skew symmetric matrix, Unit matrix. Triangular matrix with different forms.
2- An easy introduction to the Types of matrices. Read More »
How to design a beam using design chart 3-10? For a given Mult & bracing length,cb=1, a steel beam can be designed by design chart 3-10.
15- Step-by-step How to design a beam using design chart? Read More »
The Product of inertia Ixy for a rectangle Two alternative methods to estimate.The first method is by dividing the rectangle into 4 sections of equal area.
5- Easy approach for Product of inertia Ixy for a rectangle. Read More »
Solved problem 9-7-is an analysis problem, if we have a beam where Lb is bigger than Lr, how we can estimate the flexure strength? Detailed solution.
14- A guide to solved problem 9-7-Lb is bigger than Lr. Read More »
The Modified Newton-Raphson method is another method for root finding. A simple modification to the previous method of Newton -Raphson was introduced.
7- An Easy Guide to Modified Newton-Raphson method. Read More »
Two solved problems for Newton-Raphson method for root extraction or roots finding are presented in this post.
6a- Two Solved problems for Newton-Raphson method. Read More »
Newton-Raphson method. is another method for roots finding. The derivation of this method is based on the linear approximation method.
6- Newton-Raphson method-Easy approach Read More »
