Multiply the velocity in cm/s by the cross section area of the flow in sq cm.
The Reynolds number (Re) is a dimensionless quantity used to predict flow patterns in fluid mechanics, and it is calculated using the formula ( Re = \frac{\rho v D}{\mu} ), where ( \rho ) is the fluid density, ( v ) is the flow velocity, ( D ) is the pipe diameter, and ( \mu ) is the dynamic viscosity of the fluid. As the diameter of the pipe increases, the Reynolds number typically increases, assuming constant flow velocity and fluid properties, indicating a transition from laminar to turbulent flow. Therefore, the diameter of a pipe is directly proportional to the Reynolds number, influencing the flow regime within the pipe.
To calculate the flow rate in a pipe, we need additional information such as the fluid's velocity or the pressure drop across the pipe. The diameter and length alone do not provide enough data to determine the flow rate. If you have the fluid velocity or the pressure drop, you can use the equation Q = A × v, where Q is the flow rate, A is the cross-sectional area of the pipe, and v is the fluid velocity. For a 100 mm diameter pipe, the cross-sectional area can be calculated as A = π × (d/2)².
You don't. metres per second measures velocity. litres per second measures flow rate. There is no conversion. Possibly you mean 5.3 cubic metres per second - that's easier. There are 1000 litres in a cubic metre. So its 5300 litres per second. That's the flow rate of a small river. Actually you can convert flow to velocity as long as you know the internal diameter of the pipe. Where Velocity - V = m/s Flow - Q = m3/h (1 L/s = 3.6 m3/h) Diameter - D = Internal Diameter of pipe in mm V = 354 x Q/D2
is the equation for flow velocity
The velocity of flow in any pipe is determined by three things. The internal pipe diameter, the mass flow rate of the liquid and the fluid density.
it is the relative velocity of two phase that is gas and liquid.
The flow of a liquid remains steady or orderly only so long as its velocity does not exceed a certain limiting value for it, called critical velocity.
Vapor pressure is the main factor in determining cavitation. Vapor pressure is a dependent on temperature. A pipes diameter becomes a main factor because it directly reflects the velocity of the pipe. Velocity is an important factor in determining cavitation in a pipe since it effects the velocity head for a piping system. If the velocity head is to great it could decrease the pressure inside of the pipe causing cavitation. Example: For a given pipethe flow will constant for. However the velocity in the pipe is dependent on its diameter. This is because velocity is based on the ratio of flow to area. Flow will not change but based on the diameter of the pipe it will have a different velocity. If the pipe had varying diameters the velocity will vary as well. Higher velocities will be at areas where the diameter is small and slower at areas where the diameter is larger.
Static pressure is .434 X height Example 10 ft x .434 4.34 PSI to prove take 2.31 PSI x 4.34 To find FORCE to need to calculate the diameter of the piping and the height and then the weight of the water inside the pipe
Flow rate is diameter of hole*velocity, so the higher the velocity the higher the flow rate.
As vessel diameter decreases, blood velocity increases due to the principle of conservation of flow rate. This relationship is described by Poiseuille's law, which states that blood flow is directly proportional to the fourth power of vessel radius. Therefore, smaller vessels result in faster blood flow velocities.
Critical velocity is that The Liquid Air flow in narrow pipe constatly.
Depends on the internal diameter, and the flow velocity. Velocity of water = Delta V Internal Radius= R RxRxV= Volume
There is a positive relationship between the diameter of an axon and its conduction velocity. Larger axon diameters result in faster conduction velocities due to decreased resistance to ion flow. This relationship is described by the principle of "the larger the diameter, the faster the conduction."
Multiply the velocity in cm/s by the cross section area of the flow in sq cm.
if u r talking about presuure drop then it can be easily calculate with the help of relation 4flv*v/2gd in that f is the friction factor which is different for vraious type of flow for that u have to search a good book of fluid mechanics, v is the velocity. length of pipe and d is diameter of pipe