Hi all,
I am after trying to find the plastic section modulus about both local axes (x & y) after having calculated them for the global axes (n & p). Is there a way I can transform global to local using Morh’s circle to evaluate plastic section properties?
Attached is the key diagram I am...
Homework Statement
I am after finding general geometric expressions for a quarter-circle that is split into two segments along either its domain or range (they are equal). I.e. Taking the circle shown in Figure 1 and concentrating on the upper right quadrant, I am after expressions for the...
Hi Sara,
The best way for you to understand how the forces all act relative to point A is to break them down into their rectangular components.
When I used to solve these types of problems at university I would always draw the following diagram to communicate to the people marking my...
Hello Everyone,
I am after an expression for the torsion stiffness constant of a rectangular hollow section (RHS) with varying wall thickness. I have done some research into finding an expression that allows for four varying wall thicknesses but have not found anything as of yet. The only...
Studiot,
Thanks for supplying those equations above - you have almost solved my problem. The only thing I am missing is how to find the horizontal component of force (H) in the cable seeing as I have two unknowns in the above equation. Is there another expression I can make use of?
Thanks for...
Studiot,
I am building in the self weight into the Uniformly Distributed Load (UDL). You are 100% correct in stating that the self weight of the catenary is negligible in comparison to my applied load. So in essence I am creating a hypothetically dense cable. Here is one example:
w =...
Hello all,
I have yet another mathematical quandary that is robbing me sleep, so I return to gather ideas.
This problem (fuelled from self-study) involves the equation of a catenary.
The profile of a catenary can be expressed as y(x) = T/w*(cosh(w/T*x) – 1). My inputs into this equation...
Thanks for the clarification. I have been playing with these equations for a short while but am going wrong somewhere. Say, for example, my radius was 10 and I cut the spandrel at c = 4. I have used autocad to produce the exact solution of Ygreen = 3.00853937. No matter what I try I am getting...
Homework Statement
I am after finding general geometric expressions for a quarter-circular spandrel that is split into two segments along either its domain or range (they are equal). I.e. Taking the geometry provided in the sketch below (Figure 1) I am after expressions for area and centroids...