Aug 24
2016
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Is Your Pump Big Enough For Your Pool?
Is Your Pump Big Enough For Your Pool?
One of the many things you need to consider when installing a new swimming pool in your home is what sized pump is appropriate. You first instinct may be to buy the biggest one available, but in this case bigger is not necessarily better. In fact, bigger could result in unnecessary increase in the pool’s operating costs... Read More
The general rule of thumb to follow with a pool pump is to find one that is able to circulate all of the water within an 8 hour period. This means looking at the capacity of your in-ground swimming pool to determine the right size pump. You should always make sure the pump is manufactured to a high quality and it only uses the best parts. For example, bad pumps have pipes that spring leaks at any joints, losing efficientcy. Your pump shold have high quality HDPE pipes that has been made by butt fusion Canada Experts to ensure no leaks. You should definitely do your research before buying a pump.
Determining the Number of Gallons of Water Your Swimming Pool can Hold
If your pool is rectangular in shape, the formula for calculating the number of gallons is fairly easy:
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Length X Width X Depth X 7.5
If you have an in-ground pool with a shallow and deep end, you will take the average of the two most extreme points. For example, if your shallow end is 4 feet deep and the deep end 8 feet, the formula would be:
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4 + 8 / 2 or 6
For those with a circular pool, you would first need to measure the diameter. This is the length of the pool from one point to its opposite side. The depth is then determined in the same way you would for a rectangular pool, by calculating the average of the extremes. The formula then used to figure out the number of gallons for a round pool would be:
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Diameter X Diameter X Depth X 5.9
If your pool is oval shaped, you would use the longest and shortest diameter multiplied by the average depth and then 5.9. For a kidney shaped pool, the length is constant but you will have two extremes in width. Add those two together to complete the formula:
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Length X Width (width 1+ width 2) X Depth X 3.38