Yeah , bernoulli equation and continuity equation.haruspex said:
You should have listed those under Relevant Equations in the template.Mohamed Essam said:
Only the velocity of fluid at the hole , i don't know what to do i don't know any other information of how to get the distance x that the fluid will coverharuspex said:
That's a good start. (Next time, please show how far you got in your initial post, otherwise you risk having your post deleted.)Mohamed Essam said:
I think it's by laws of motion !haruspex said:
Yes, specifically, motion under constant acceleration. What equations do you know for that?Mohamed Essam said:
D=Vot+1/2at^2haruspex said:
Right. How can you apply that here?Mohamed Essam said:
That the problem I've faced , i don't know how to apply it hereharuspex said:
What facts do you know in this problem regarding speeds, time, distances and accelerations?Mohamed Essam said:
I only know the distance from the hole to ground y is 30 cm and the velocity of fluid when it reaches the hole , i only don't know the time when it reaches ground and the acceleration of fluid .haruspex said:
What is causing it to accelerate, once it has left the tank?Mohamed Essam said:
Only gravity i thinkharuspex said:
Right, so you know the vertical and horizontal (0) accelerations.Mohamed Essam said:
So i can get the time from the y-direction equation and put it in the x-direction equation so i can get the distance x , is that right ?!haruspex said:
Right!Mohamed Essam said:
But why you assumed that the horizontal acceleration = 0 , if i didn't know that it equals 0 i can't solve it , so i need to understand why it equals 0haruspex said:
What force is there to accelerate it horizontally?Mohamed Essam said:
A hydrodynamic problem is a type of fluid dynamics problem that involves the study of the motion of fluids (liquids and gases) and the forces that act on them. It is a branch of physics that deals with the behavior of fluids in motion.
The main factors that contribute to hydrodynamic problems are the properties of the fluid, such as density and viscosity, and external forces like gravity and pressure. The shape and size of the object moving through the fluid also play a significant role in the problem.
Studying hydrodynamic problems is crucial in various scientific and engineering fields, such as aerodynamics, marine engineering, and environmental science. It helps us understand fluid behavior, which is essential in designing efficient systems and predicting natural phenomena.
Some common examples of hydrodynamic problems include the flow of water in pipes, the lift and drag forces on airplanes, and the movement of ocean currents. Other examples include the behavior of blood flow in the human body and the motion of fluids in hydraulic systems.
Hydrodynamic problems are solved using mathematical equations and modeling techniques. These equations, such as the Navier-Stokes equations, describe the relationship between the fluid's properties and the forces acting on it. Numerical methods, such as computational fluid dynamics, are also used to simulate and analyze hydrodynamic problems.
