Water Flow Through A Slot

Water Flow Through A Slot 8,6/10 5127 reviews

A slot is a weir regardless of whether it fits into any standard model of a weir. The important characteristic of a weir that it is free surface flow and at some point the flow is at minimum energy (at transition from sub critical to super critical critical depth if you like). You can calculate the flow through a weir/slot from this principle. Introduction The flow of fluid through a vertical slot is considered. This consists of a flow from a horizontal uniform channel of finite depth into a vertical slot under the influence of gravity.

The width of the slot opening determines the flow rate. To calculate the flow rate of a Slot Drain, you can use these formulas: 1/2 inch slot opening = 11 gallons per minute per foot of slot 1 inch slot opening = 18 gallons per minute per foot of slot.

Unused stoplogs stacked on top of the flow control structure at Mendota Pool on the San Joaquin River, California.
Small stoplogs
Stoplogs of a hydro power plant which can close the water flow to the turbine

Stoplogs are hydraulic engineering control elements that are used in floodgates to adjust the water level or discharge in a river, canal, or reservoir. Stoplogs are sometimes confused with flashboards, as both elements are used in bulkhead or crest gates. Stoplogs are typically long rectangular timber beams or boards that are placed on top of each other and dropped into premade slots inside a weir, gate, or channel. Present day, the process of adding and removing stoplogs is not manual, but done with hydraulic stop log lifters and hoists.[1] Since the height of the barrier can only be adjusted through the addition and removal of stoplogs, finding a lighter and stronger material other than wood or concrete became a more desirable choice.[2] Other materials, including steel and composites, can be used as stoplogs as well. Stoplogs are designed to cut off or stop flow through a conduit.

Use of Stoplogs[edit]

Stoplogs are modular in nature, giving the operator of a gated structure the ability to control the water level in a channel by adding or removing individual stoplogs. A gate may make use of one or more logs. Each log is lowered horizontally into a space or bay between two grooved piers referred to as a stop log check.[3] In larger gate structures, there will be multiple bays in which stoplogs can be placed to better control the discharge through the structure.

Stoplogs are frequently used to temporarily block flow through a spillway or canal during routine maintenance. At other times stoplogs can be used over longer periods of times, such as when a field is flooded and stoplogs are being used in smaller gates in order to control the depth of water in fields. The logs may be left in and adjusted during the entire time that the field is submerged.

In most cases, the boards used are subjected to high flow conditions. As individual stoplogs begin to age they are replaced. Typically small amounts of water will leak between individual logs.

Water Flow Through A Slot

Stoplogs are typically used in structures where the removal, installation, and replacement of the logs is expected infrequently. When larger flows of water are passing through a stoplog gate, it can be difficult to remove or place individuals logs. Larger logs often require multiple people to position and lift the logs.

Stoplogs vs. Flashboards[edit]

Water Flow Through A Slot

Sometimes engineers will use these two terms interchangeably by calling a stoplog a flashboard. This is done in part because unlike many other types of bulkhead gates that are one continuous unit, both stoplogs and flashboards are modular and can be easily designed to hold back water at varying levels. However, most engineering texts and design firms differentiate between the two structures. Stoplogs are specialized bulkheads that are dropped into premade slots or guides in a channel or control structure, while flashboards are bulkheads that are placed on the crest or top of a channel wall or control structure. Flashboards are sometimes designed to break away under high flow conditions and thus to provide only a temporary diversion. In contrast, stoplogs are intended to be reused, and failure of a stoplog will result in an uncontrolled flow through a gate.

Handstops[edit]

Smaller stoplogs are sometimes referred to as handstops. Handstops are used in smaller gated structures, such as irrigation delivery ditches or the gates used to control water depth in larger submerged fields (such as rice fields). They are designed to be easily operated by a single individual.

References[edit]

  1. ^'Stop Log Hoists On American Crane & Equipment Corp'. store.americancrane.com. Retrieved 2017-02-24.
  2. ^[1], Whipps, George E., 'Aluminum stoplogs'
  3. ^'Rideau Canal - A History of the Rideau Lockstations: The Basics of a Rideau Lock'. www.rideau-info.com. Retrieved 2017-02-24.
Retrieved from 'https://en.wikipedia.org/w/index.php?title=Stoplogs&oldid=923124166'

Orifice Discharge into Free Air

An orifice is an opening with a closed perimeter through which water flows. Orifices may have any shape, although they are usually round, square, or rectangular.
Discharge through a sharp-edged orifice may be calculated from:

Q = Ca?2gh

where
Q= discharge, ft3/s (m3/s)

C =coefficient of discharge

Water Flow Through A Slot

a =area of orifice, ft2 (m2)

Water Flow Through A Slot Extruded

g =acceleration due to gravity, ft/s2 (m/s2)

h =head on horizontal center line of orifice, ft (m)

The coefficient of discharge C is the product of the coef- ficient of velocity Cv and the coefficient of contraction Cc. The coefficient of velocity is the ratio obtained by dividing the actual velocity at the vena contracta (contraction of the jet discharged) by the theoretical velocity. The theoretical velocity may be calculated by writing Bernoulli’s equation for points 1 and 2.Thus

V2= ?2gh

The coefficient of contraction Cc is the ratio of the smallest area of the jet, the vena contracta, to the area of the orifice.

Machine

Submerged Orifices

Flow through a submerged orifice may be computed by applying Bernoulli’s equation to points 1 and 2 in figure below

Water Flow Through A Small Block Chevy

Values of C for submerged orifices do not differ greatly from those for nonsubmerged orifices.