To hydtools, the conduit is full (primed, as I said in a previous posting), otherwise, the siphon may be broken.
BRIS: The reduced pressure at the (full) constant-diameter conduit summit in a siphon is the result of a mechanical-energy balance, as in any other pipe, expressed by the well-known Bernoulli equation for incompressible fluids
w/o friction. Keeping the kinetic energy constant, if you gain height, you lose pressure, and viceversa. In short, no energy accumulation.
For a given flowrate in a horizontal pipe (z
1 = z
2) of increasing diameters you lose velocity head (V
1>V
2) and gain pressure head. Which shows that the flow advances
against increasing pressure heads.
Using dimensions of length or height for
pressure head,
velocity head and
elevations (z):
p1/[ρ]g + V12/2g + z1 = p2/[ρ]g + V22/2g + z2
In case the flowrate and the diameter are constant (V
1 = V
2), an increase in elevation z
2>z
1, the pressure will go down p
2> p
1 to balance mechanical energies.
Please notice the effect of changes of the density [ρ] on the balance.