For short, the answer lies in a concept widely used in pipe engineering: hydraulic load or just load. Unfortunately, this concept is not well understood.
The hydraulic load can be understood as the amount of energy available to drive a fluid through a pipe or conduit. And if you compare the load at two different points along a pipe you could easily check for the direction in which the fluid travels.
The hydraulic load can be, mathematically, written as:
H_L=\dfrac{p}{\gamma}+z Eq. (01)
where:
H_L stands for the hydraulic pressure at a given point along th pipe,
p for pressure at that point along the pipe,
\gamma for specific weight of the fluid,
z vertical height of that point along the pipe.
As you may have already noticed: the hydraulic load only makes sense when talking about a given location along a certain pipe.
![]() |
Fig. 01 Flow direction cases according to the hydraulic load H_L at two different locations. |
In case 1 in Fig. 01 the flow travels upward and the only way of making sure this is so is by checking that H_{L1} is greater than H_{L2}. Otherwise, the fluid will travel backwards.
This concept is a mechanical balance coming from the Bernoulli equation. However, estimations on how greater H_{L1} is with respect to H_{L2} depends on some pipe features and equipments taken into account in the general energy balance equation.
No comments:
Post a Comment