#Eulerequation #Fluiddynamics #fluidmechanics
The Euler's equation for a steady flow of an ideal fluid along a streamline is a relation between the velocity, pressure, and density of a moving fluid. It is based on Newton's Second Law of Motion. The integration of the equation gives Bernoulli's equation in the form of energy per unit weight of the following fluid.
Fluid Mechanics Chapter wise playlist link is here:
Fluid statics (Pressure Measurements)
• fluid statics, Hydro s...
Laminar flow in pipe (Viscous flow)
• Laminar flow in pipe (...
Notch and weir
• Notch and Weir, Notch ...
Fluid kinematics
• Fluid kinematics, Deri...
Fluid dynamics
• Fluid Dynamics, Deriva...
Total pressure and center of pressure
• total pressure and cen...
Hydroelectric power plant
• Hydroelectric Power pl...
Turbulent flow in pipes
• Turbulent flow in pipe...
Solved example of Turbulent flow
• Solved Example of Turb...
flow through pipe
• Flow through pipe, Pip...
Solved example of flow through pipe
• Solved Example of flow...
Dimension analysis and similarities
• Dimension analysis and...
Boundary Layer
• Boundary Layer concept...
Properties of fluids
• Properties of fluid, F...
open channel flow
• Open Channel Flow, Der...
Motivational video
• motivational video
#eulerequationofmotion #eulerequationofmotioninhindi #eulerequationofmotionfluidmechanics #eulerequationofmotionformula #equationofmotion #proveeulerequationofmotion #eulerequationofmotiondefinition #eulerequationofmotionderivation #bernoulliequation #derivationofeulerequationofmotion #fluidmechanics #fluiddynamics #civil #mechanical #professornidhitrivedi #hydraulics #onlineengineering #youtubestudy
Негізгі бет Euler's Equation of Motion | Euler Equation Derivation | Fluid Dynamics| Fluid mechanics| Hydraulics
Пікірлер: 42