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Vis Legis Mathematica | *** Mathematica et Physicum factus meus

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1

Finally, MPI | Vis Legis Mathematica

https://ffrufffruf.wordpress.com/2010/07/09/finally-mpi

Cum Mathematica et Physicum factus meus. Include ‘mpif.h’. Integer : num procs, num nodes, proc id, ierr. Call MPI COMM RANK(MPI COMM WORLD,proc id,ierr). Call MPI COMM SIZE(MPI COMM WORLD,num nodes,ierr). If (proc id = 0) then. Write(*,*) ‘Hello from Master Node! Write(*,*) ‘There are ‘,num nodes,’ Processors open’. If (proc id 0 ) then. Write(*,*) ‘Hello from Processor’, proc id. By ffruffffruff on July 9, 2010. Leave a Reply Cancel reply. Enter your comment here. Address never made public). Enter your...

2

First OpenFOAM Tutorial; Part 3 | Vis Legis Mathematica

https://ffrufffruf.wordpress.com/2013/03/06/first-openfoam-tutorial-part-3

Cum Mathematica et Physicum factus meus. First OpenFOAM Tutorial; Part 3. Now on to the final part of my first OpenFoam Tutorial. In this part; we’ll run the simulation case and play around with paraView to get some pretty pictures. Remember; the goal for this project is meant to make an object, build a mesh, and run the simulation successfully in OpenFOAM, and the challenging work was already finished in Part 2. Of course, the simulation may take quite a while. By ffruffffruff on March 6, 2013. You are ...

3

Small Eigenvalue and Eigenfunction application | Vis Legis Mathematica

https://ffrufffruf.wordpress.com/2010/02/28/small-eigenvalue-and-eigenfunction-application

Cum Mathematica et Physicum factus meus. Small Eigenvalue and Eigenfunction application. I’ve spent most of the day trying to find a good physical application regarding eigen theory; specifically focused on the usefulness of eigenvalues and their respective eigenfunctions. Through a bit of searching I came across this interesting site. Which is a pretty good exercise in finding solutions to laplace’s equation. A11=(ka kb kf)/m1;. A22=(kb kc kd)/m2;. Calculating eigenvalues and eigenvectors. C(3)*V(3,3)*c...

4

In order to understand recursion.. | Vis Legis Mathematica

https://ffrufffruf.wordpress.com/2010/07/09/in-order-to-understand-recursion

Cum Mathematica et Physicum factus meus. In order to understand recursion. This problem is related to one of my pending assignments regarding parallel programming; You have an array of size n: A(n) with randomly generated numbers. Sort the array in order of lowest value to highest value. Sounds pretty simple yes? However, this is becomes a very difficult problem when the goal is to do it as fast as possible with a large value of n (say. n = 10 4). Especially if it’s done sequentially. Program start n = "...

5

First OpenFOAM Tutorial! | Vis Legis Mathematica

https://ffrufffruf.wordpress.com/2013/02/21/first-openfoam-tutorial

Cum Mathematica et Physicum factus meus. That being said, my first tutorial on using OpenFOAM — The bluntCone project. First some necessary background: OpenFOAM. Very helpful, but still ran into a few issues pertaining to my particular project. Oh right. one more minor detail; Installing OpenFOAM. Of course the main page gives pretty good directions on installing the source code, but I actually found Håkan Nilsson’s tutorial on installing OpenFOAM on the personal Laptop. Step 1) Creating a Blunt Cone.

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Vis Legis Mathematica | Cum Mathematica et Physicum factus meus

Cum Mathematica et Physicum factus meus. First OpenFOAM Tutorial; Part 3. Bull;March 6, 2013 • 1 Comment. Now on to the final part of my first OpenFoam Tutorial. In this part; we’ll run the simulation case and play around with paraView to get some pretty pictures. Remember; the goal for this project is meant to make an object, build a mesh, and run the simulation successfully in OpenFOAM, and the challenging work was already finished in Part 2. Of course, the simulation may take quite a while. The very f...

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