For example, a stream from an ancient handpump. A flow that is steady stays constant without any change over time. It can be either stable or unstable, there is no in-between. The best example of flow is water flowing through a canal or pipe or over a surface. What is a Flow?įlow is referred to the movement of liquid and gases, and how fluid acts in the natural environment. It involves the use of powerful computers and applied mathematics for predicting heat and mass transfer in various processes.Ĭheck Physics Concepts for Competitive Exams here Applications of Fluid DynamicsĬheck more important topics of Physics here. We can analyze complex problems involving fluid-fluid, fluid-solid or fluid-gas interaction. It uses numerical analysis and data structures to analyze and solve problems that involve fluid flows.ĬFD is a simulation tool used to model fluid flow simulations. Η = coefficient of viscosity of the liquidĮnroll for Fluid Mechanics Complete Course here! What is Computational Fluid Dynamics?Ĭomputational fluid dynamics is a branch of fluid mechanics. When a body falls through a fluid it drags the layer of the fluid in contact with it.Ī relative motion between the different layers of the fluid is set and, as a result, the body experiences a retarding force. This is the principle used in perfume and other spray cans which spray liquids at high velocity.Ĭheck Magnetic Effect of Electric Current here Stoke’s Law The sum of the pressure (P), the kinetic energy per unit volume: \(\) This is known as the equation of continuityĬheck Properties of Fluids and Its Classification here Bernoulli’s TheoremĪccording to Bernoulli’s theorem as we move along a streamline Now, if the fluid is incompressible \(ρ_1\) = \(ρ_2\) Let us consider the flow of fluid is streamline hence according to the equation of continuity Now for an incompressible, non-viscous fluid flowing through a hollow tube with an area of cross-section \(A_1\) and \(A_2\) at any point. If Nr ≥ 1500, shows that the flow is turbulent.If Nr ≤ 1000, shows that the flow is streamline.
Here Nr is Reynold’s Number which is generally a constant it shows that The value of the critical velocity of the fluid is generally directly proportional to the viscosity of fluid (η), also inversely proportional to the density of the fluid (ρ) and radius (r) of horizontal tube i.e., Here negative sign shows viscous force is acted in opposite direction compared to the flow of fluidĬheck Reynold’s Number – Learn History, Formula with Detailed Notes here Critical Velocity of the FluidsĬritical velocity of the fluid is the velocity beyond which the streamline flow of fluid is converted to turbulent flow I.e., it can be expressed as Viscous force between two layers of liquid: It is generally caused because of friction between two layers of fluid and it is directly proportional to the velocity gradient Viscosity is the property of a liquid that explains the opposition provided by liquid due to its relative motion. A liquid flow can be classified into three types: