Are there any fortran code program for solvin fluid-structure coupling problems by adaptive finite elemnt mtho
415200
I teach fortran but not sure about the field you are refering to but if it is well known field in your area of academics there has to be code of such programs in the labrary database of your field. I'm pretty sure it will not be free
159298
A Google search for Workshop on Meshless methods 2003 found\n\n International Workshop on MeshFree Methods 2003\n http://www.math.ist.utl.pt/meshfree/\n\nI couldn't find the proceedings online, but the Program link at\n\n http://www.math.ist.utl.pt/meshfree/Wmm2003-pg.html\n\nlinks to abstracts of the presentations.  Searching for the titles and authors of the presentations of interest may lead to online copies of them.
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This question is both complex and easy; easy because the way to illustrate or model the shear stresses in a beam requires a simple diagram that cannot be drawn on here, and easy because once you see the procedure you will realize it is actually quite straightfoward. \n\nThe best thing for you to do is grab a Materials' Engineering book -- most will have, at some point, an accurate answer to this question.  Try your mechanics and dynamics books too, as this bordelines on many subjects.
645991
ok...\n\ntry this...do a little research on Newtonian versus non-Newtonian fluids. (see link)  There are several types of fluids (this is a very important topic in Chemical Engineering, so don't be worried if you don't understand all of the mathematics on this link).\n\nSet up a web/video camera above a bowl containing one of each type of fluid in the table. Make sure you have a ruler or some other scale in view of your shot. Then take turns dropping:\n1) Large marble\n2) Small marble\n3) Pencil\n4) die (singular of dice)\n\nwhile you photograph the results.  Discuss General shape differences of the waves generated by the objects.  And discuss wavelength differences (measured using the ruler in your shot and freeze frames of the video) between the different types of fluids.  \n\nThis project will yield some cool photographs and a demonstration will act as an awesome visual aid as well.\n\nHope this is what you were looking for. If not, or if you need any additional information, feel free to contact me. Good luck.
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Try this:\nhttp://kr.cs.ait.ac.th/~radok/physics/f3.htm
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The absolute BEST reference I have ever used!!...Be prepared to part with some CASH though, it's expensive...\n\nMechanical Engineers' Handbook (2nd Edition) \nEdited by: Kutz, Myer © 1998 John Wiley & Sons
614061
Not real sure what you want to do, but, go here;\nhttp://quake.wr.usgs.gov/research/deformation/modeling/eqmodel.html
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It sounds like a Civil Engineering problem, maybe for steel structures? Well, regardless, I suggest going to the ASCE (Am. Society of Civil Engineers) web site. They should have some good examples including some mesh - free finite element method solutions. Should give strengths, buckling info, etc.
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I stopped using Fortran some 25 years ago... For goodness sake, I'm glad to see someone still using it!\n\nG95 seems to be a project for Open Source Fortran. No idea how good it is, but check out this one:\n\nhttp://www.g95.org/\n\nIntel has a webpage with Fortran compiler and libraries for Linux: \n\nhttp://www.intel.com/cd/software/products/asmo-na/eng/219771.htm\n\nIntel Visual Fortran (commercial)\n\nhttp://www.intel.com/cd/software/products/asmo-na/eng/compilers/219759.htm
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http://www.physlink.com/education/askexperts/ae25.cfm
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see:\nhttp://en.wikipedia.org/wiki/EngineerIng
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I think the numerical recipes book is the gold standard for solutions to these and many other kinds for problems.\n\nThis book is freely available online at\n\nhttp://www.library.cornell.edu/nr/cbookcpdf.html\n\nFor your questions take a look at chapter 10\n\nIf you can master this book you should have no shortage of programming opportunities.
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The link below describe Navier-Stokes Equation in detail.  It can tell you much more than I can write over here!  As of now the solution to the equation does not exist.  If you can solve it let me know.
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I think this could help you http://www.flow3d.com/appl/OilWater.htm
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Try using a non dimensional correlation for the Bio number or possible Prandtl number. I can't remember off the top of my head, but one of them should relate your Mach number to pressure or viscosity allowing you to have only one unknown. Another idea would be to model the situation with a known boundary layer pattern and find where the boundary layers meet. Check the solution and see if it is reasonable.
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See the entry http://en.wikipedia.org/wiki/Finite_element_method#Comparison_to_the_finite_difference_method .
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front stagnation point\nhttp://www.fluidmech.net/tutorials/raindrops/drop_flow.htm\nhttp://www.fluidmech.net/tutorials/raindrops/raindrop.htm