Water Fountain Height Calculation

For example if your fountain is 30 inches tall find a pump with a maximum lift of 45 inches or more.

Water fountain height calculation.

Keep in mind that the larger a fountain is the heavier it will be. To create a simple waterfall the gallon per hour that churns from the pump should be 1 500. H maximum height obtained by a vertical fountain h 0 starting firing height h v2 0 2g theoretical maximum height without drag or breakup that can be obtained by a vertical foun tain m d droplet mass pr ld3 6 for spherical droplets r horizontal range r max h0 0 v 2 0 g theoretical maximum horizontal range with. The second way is the pragmatic way.

Otherwise calculate the volume by measuring the length width and depth of the pond in feet and multiplying these numbers together. In his book the hot garden scott calhoun suggests that a fountain should never be taller than 1 3 the height of your home. Choose a pump that is at least one and one half times the head height for optimal performance. What water height value corresponds to a pressure of 1 kpa.

Any horizontal diagonal flow is then measured by its length and 1 of head added per 10 of horizontal diagonal distance. The top height the pond fountain pump can lift the water up to is called maximum head or max head. A waterfall provides a dramatic aesthetic to the landscaping that buttresses a home. This will give a discharge of a foot for the waterfall.

A ratio of 0 7. 1 kpa 1 000 pa 1. 02 10 4 102 m w c. Then multiply the result by 7 47 to get the number of gallons.

I estimated the height that it reached after shooting out from the fountain to be roughly 10cm. The head is measured straight up from the water level of the pond. 02 10 4 0. What water height value corresponds to a pressure of 1 mpa.

Mgh 1 2mv 2 mass of the water doesn t matter here as it cancels out. Use a rule of thumb to choose a pump size and thus water volume per second divide by the nozzle area to figure out the initial velocity upwards calculate the height the water would rise to given no air drag nor interference from falling water and then reduce by some inefficiency parameter e g. He also reminds readers that a fountain that is deeper than it is wide will help conserve water because there is less chance for evaporation. In summary the variables in bernoulli s equation are as follows.

So we can calculate the water s velocity using conservation of energy.