Freeware Downloads for "Fluid Draws"

The world is fluid in the hands of Fluid Clock. Install this timekeeper and its magic hands will show you accurate time and fill your life with many happy surprises. The animation is smooth and produces a wonderfully fluid effect..

Fluid Dynamics: Start Page is a multi-platform compatible 100% updatable from the browser program, and so it makes a handy start page - reminded of things to do, bookmarks and you have a forum where you can write anything you need to remember..

GPAnalyser is a tool for fluid analysis of massively parallel systems. The core of GPA is based on the paper by Hayden et. al. showing how to derive systems of ordinary differential equations approximating moments of populations in models described in the Markovian process algebra PEPA. GPA efficiently implements these techniques and extensions allowing calculation of accumulated rewards and computation of passage time probabilities. The techniques are slightly generalised and GPA supports a larger class of models.

  • Platform: WinOther
  • Publisher: tonkos
  • Date: 27-10-2012
  • Size: 8090 KB

A Java game inspired by flowing water. Direct several streams of different colored "fluid" into different areas (holes) until they're "full." You use the mouse to click and drag blocks around to redirect the "fluid" Each level gets more difficult..

fick is fluid diffusion simulator (for both liquids and gases): it uses the Flick diffusion laws to drive the evolution of a cellular automata..

SLFCFD stands for San Le's Free Computational Fluid Dynamics. It is a packageof scientific software and graphical user interfaces for use in computationalfluid dynamics. It is written in ANSI C and distributed under the termsof the GNU license..

An Object Oriented numerical model simulating fluid flow in a porous medium using Cellular Automata techniques. Uses the DotNet Framework. Intended to be extensible to other types of fluid flow problems..

This program draws a reddish pyramid with a fountain in the middle which contains wavy water, and sprays out blue particles. There is also a red globe in the center of all of this floating in midair for no reason at all..

  • Platform: C and C plus plus, Scripts
  • Publisher: Wolven Wraith
  • Date: 19-06-2013
  • Size: 82 KB

The program just draws a pyramid and spins the pyramid around on the y-axis with the help of SDL and OpenGL..

  • Platform: C and C plus plus, Scripts
  • Publisher: MalachiX
  • Date: 05-02-2013
  • Size: 10 KB

Newton number (also called the drag coefficient) and Archimedes number are plotted versus the Reynolds number for the laminar, transition and turbulent flow types using a log-log scale. A numerical example of the terminal fall velocity computation of a single spherical particle in a Newtonian fluid, for the turbulent flow type, is given in the program. For laminar flow, the terminal velocity expression is given by the well-known Stokes? law. Measurement of terminal fall velocity has important applications such as viscosity determination (e.

  • Platform: JavaScript, Scripts
  • Publisher: Housam Binous
  • Date: 13-02-2013
  • Size: 20 KB

This script adds flare and draws attention to important text on your page by making it glow. It utilizes the glow filter of DHTML to first surround any text with a yellow "light", then uses scripting to make the light "come alive" and glow..

  • Platform: JavaScript, Scripts
  • Publisher: Dynamic Drive
  • Date: 09-05-2013
  • Size: 102 KB

Professor Jim Wilkes provides representative values of the volumetric flow rate versus the applied pressure gradient for horizontal flow in a pipe [1]. The pipe radius is equal to 0.01 m. We use these representative values, in conjunction with the analytical expression of the volumetric flow rates determined using Mathematica, to compute the parameters of the constitutive equation for both power law and Bingham fluids. Reference: [1] Wilkes, J. O., Fluid Mechanics for Chemical Engineers, Prentice Hall, Upper Saddle River, 1999.

  • Platform: Matlab, Scripts
  • Publisher: Housam Binous
  • Date: 22-01-2013
  • Size: 10 KB

This heat exchanger exists of a pipe with a cold fluid that is heated up by means of a convective heat transfer from a hot condensate..

  • Platform: Matlab, Scripts
  • Publisher: Stefan Smolik
  • Date: 22-04-2013
  • Size: 10 KB

Based on the concept of the Taylor Table given in Fundamentals of Computational Fluid Dynamics by Lomax, Pulliam, and Zingg. Given the terms of the point operator, "TaylorTable" will determine the coefficients of the terms which minimizes the Taylor series error. It will also determine the Taylor series error and the order of accuracy of the method. (The screen shot is an example of the resulting Taylor Table of the central difference of the 2nd derivative)..

  • Platform: Matlab, Scripts
  • Publisher: Joshua Kaizer
  • Date: 20-02-2013
  • Size: 10 KB

Part of a hydraulic tool box to generalize the hydraulic system simulation. The outcome of the block are a global hydraulic fluid variables based on the current system pressure and temperature..

The code computes the velocity profile for the vertical laminar flow of a Bingham fluid down a wall. As expected the profile is flat near the surface of the liquid film. In fact, we have a zero velocity gradient only when the shear stress is large enough (superior to tau0). This behaviour is typical of Bingham fluids. For a treatment using Mathematica, please visit the following links: http://library.wolfram.com/infocenter/Articles/6739/ http://library.wolfram.com/infocenter/MathSource/5152/.

  • Platform: Matlab, Scripts
  • Publisher: Housam Binous
  • Date: 25-01-2013
  • Size: 20 KB

The velocity and shear stress versus radial position are determined for laminar flow of a Carreau fluid in a pipe. The shooting method is used to verify the no-slip boundary condition at the pipe's wall. Once the velocity at the center is determined, the governing Differential Algebraic Equations are solved numerically using ode15s to get the velocity profile in the pipe. A dialog box allows the user to input Carreau fluid parameters. For a paper and programs on non-Newtonian fluids using Mathematica, please visit the following links: http://library.

  • Platform: Matlab, Scripts
  • Publisher: Housam Binous
  • Date: 22-02-2013
  • Size: 20 KB

This toolbox draws Leveldiagrams for Pareto Set and its associated Front, and allows some basics graphics manipulations (coloring plot according preferences, axis manipulation and point selections) to help in decision making. Details about Leveldiagrams and some examples supplied in this toolbox are described in: [1] X. Blasco, J.M. Herrero, J. Sanchis, M. MartdoTsnez. A new graphical visualization of n-dimensional Pareto front for decision-making in multiobjective optimization. Information Sciences 178 (2008) 3908 3924.

  • Platform: Matlab, Scripts
  • Publisher: Xavier
  • Date: 27-03-2013
  • Size: 369 KB

The velocity and shear stress versus radial position are obtained for the laminar flow of a power-law fluid in a pipe. Pipe radius and applied pressure gradients can be set by the user. If you choose a power-law exponent, n, equal to 1 then a Newtonian fluid is recovered. Dilatant and pseudo-plastic fluids are obtained for n>1 and n<1, respectively. A non-Newtonian fluid has a viscosity that changes with the applied shear force. For a Newtonian fluid (such as water), the viscosity is independent of how fast you are stirring it, but for a non-Newtonian fluid the viscosity is dependent.

  • Platform: Matlab, Scripts
  • Publisher: Housam Binous
  • Date: 22-06-2013
  • Size: 10 KB

The velocity and shear stress versus radial position are determined for laminar flow of a power law fluid in a pipe. The shooting method is used to verify the no-slip boundary condition at the pipe's wall. Once the velocity at the center is determined, the governing equation is solved numerically to get the velocity profile in the pipe. A dialog box allows the user to input power law fluid parameters. Both dilatant and pseudo-plastic fluids can be chosen by the user. For a paper and programs on non-Newtonian fluids using Mathematica, please visit the following links: http://library.

  • Platform: Matlab, Scripts
  • Publisher: Housam Binous
  • Date: 27-01-2013
  • Size: 20 KB

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