New test data in a 2013 conference paper. Details in the attached file.
Read over 40 open access articles from Case Studies in Engineering Failure Analysis
Case Studies in Engineering Failure Analysis provides a forum for the rapid publication of short, structured Case Studies in Engineering Failure Analysis and related Short Communications, and will provide an essential compendium of case studies for practitioners in the field of engineering failure analysis and others who are interested in the ways in which components fail.
Read the 40+ articles that are live already!
A new paper on the OEC fatigue problem: “Determination of Early Failure Sources and Mechanisms for Al 99.7% and Al-Mg-Si Alloy Bare Conductors Used in Aerial Transmission Lines”, by S. Karabay and E. Feyzullahoglu. Paper has been accepted for publication in March 2014 in the “Engineering Failure Analysis” journal. Abstract can be found on-line: http://dx.doi.org/10.1016/j.engfailanal.2013.12.002
Single strand cable (spiral) bending and OEC (Overhead Electrical Conductor) bending are somewhat similar problems. This is the reason why the following new paper is noteworthy within the context of this blog. It emanates from a Slovak team: S. Kmet, E. Stanova, G. Fedorko, M. Fabian, J. Brodniansky. Title : “Experimental investigation and finite element analysis of a four-layered spiral strand bent over a curved support”. Published in “Engineering Structures”, Vol. 57, December 2013, pp. 475-483. Abstract can be read online at www.elsevier.com/locate/engstruct
Hi, I am new to this blog & asking for help from you! If any one know that Ansys has 3D composite element that we can use to simulate PCB with Metal Vias (In-plan Fiber glass & epoxy & Out of Plan Metal Cylinders. Tx
I am struggling to correlate FEA results with experimental
results. I work on polymer parts reinforced with glass fibers. I have stress
strain curves for the material till failure. My FEA results are 50% off from
the experimental results. The model is setup correctly.
Bending of cables and, for that matter, of any helical strand system (such as overhead electrical conductors) is a challenging solid mechanics problem, with geometry and multibody frictional contact aspects. As seen in several recent papers, one workable approach is based on Coulomb’s laws of friction. An earlier contribution by Lehanneur (1949), published in French, has generally been ignored. The attached report presents a translation into English (including a presentation) of this most interesting work.
I am working on Crack growth analysis of Turbocharger wheel and shaft assembly. I have simulated it as an axisymmetric problem with fine mesh around the cracktip(in Ansys). Element used is Plane182.
I have to compare the K1 and K2 values obtained from both the Displacement Extrapolation Method and J-Interal method.
I got the K1 an K2 values at the cracktip location by defining path using displacement extrapolation method.
But, I was not able to get the Stress intensity factor values (K1 nad K2) using J-Integral Method.
Please help me in this probem.
Thanks in advance.
I'm looking at the design forces acting on a vertically hinged mitre gate for flow control in a canal, (open channel flow). We know the maximum volumetric flow rate of the water flow when the gate is closing. How can I estimate the maximum force exerted on the gate as the water causes it to slam shut.
Effect of tornadoes on electrical power lines has been discussed by Sébastien Langlois in his M.Eng. thesis : “Design of Overhead Transmission Lines subject to Localized High Intensity Wind”. McGill University, Montreal, QC, Canada, 2007 (available on-line on the “Theses Canada” portal). Work presents various national and international standards (ASCE, Cigré, IEC etc.), historical cases, as well as models for numerical simulation.
An interesting presentation of the state of the question by Dr Louis Cloutier, in 2008.
As a follow-up, here is a photograph of a (rather extreme) case of conductor fatigue.
I'm working with the element link8 (Ansys 12.1) and I have to introduced the tensile curve and compression curve, but I don't know, How I have to introduced its???
I have worked with the comands: TB: aniso, miso,..., I think the best option is: TB, user, but How I have to introduced the values of tensile and compression curve?, when this are different.
File attachment is the tensile and compression curve to introduce
Thank you, Toni
In studies where the interface of surface features, patterns, shapes etc., are being evaluated for orientation, it will be useful to quickly identify areas of interest over the entire profile of measurement. By segmenting a surface into significant areas the user can quickly evaluate boundaries, peaks, pits, areas, volumes and many others to understand their functional role in the entire surface profile under study. App Note: http://www.nanovea.com/Application%20Notes/surface-boundary.pdf
I saw that every 2 or 3 minutes came out a new post. Tomorrow is the deadline, and you are all crazy! Take a break and have some free chat.
Whilst picking up a joint of drill pipe with the PLS, the jaws opened,
and the pipe fell approximately 3 meters to the drill floor.
The red zone was enforced with barriers. There were no personnel
within the barriered off area. The pipe was recovered, with no damage to
the machinery, and the operation was continued after a TOFS.
An investigation team was sent from onshore, so we are awaiting the
outcome of that investigation. We can say it was observed that the jaw
function had been selected to ‘open’ and this may have happened when the
Failure Modes and Effects Analysis (FMEA) is an inductive method of performing a system reliability or safety analysis from a low to a high level. It is a Bottom Up approach in which the analyst looks in turn at each system component, assesses the effects of its failure on system behaviour.
The basic FMEA technique is to:
i. Examine each component in turn
ii. Identify ways in which it can fail (Failure Modes)
iii. Identify the consequence of these failures (failure Effects)
Body mechanics describes how your body moves. Being aware of and practicing good body mechanics throughout your day may help prevent injury and reduce strain on your body. Whether you're sitting at a desk all day or working on a drilling platform, you can practice and improve your body mechanics to help prevent stress and pain and reduce wear and tear on your muscles, tendons, ligaments and joints.