![]() So, for example, a 250-gallon tank would require a 1250 GPH pump (multiply 250 x 5). Typically you can use the basic rule of five gallons per hour for every gallon of water in your tank. There is a simple equation you can use to calculate the Gallons Per Hour rate needed. Here is a general chart that shows the size of the bulkhead and how many Gallons Per Hour (GPH) it can handle: The size of your Bulkhead (the hole where the water comes out).The size of your drain space that feeds your sump tank.This will help us determine how much water will be flowing through your sump.įor any tank, the amount of water that will flow through your sump and back is determined by a few key factors: For this article, we will say our tank is a typical 250-gallon tank. To calculate the pump needed, start with your main tank volume. The goal is to choose a pump that does not overflow the Sump tank or the Main tank! Fish Tank Sump Pump Size Calculator How Much Water Flows Through Sump? The water leaves the first tank and enters the sump via gravity through a drain hole in the bottom. The main thing is that you want the water to flow seamlessly from the main tank to the sump and back. Of course, there are some considerations for the pump needed to operate your sump effectively. Some people add a Protein Skimmer, a PH balancer, Refugiums, and more. Since the water is separate, you have a lot of freedom with how you process it. The water from your main tank drains out into the sump where it can be processed and then re-pumped back into your system. ![]() This affects which parts of the water get pumped and filtered. In a system without a sump tank, the pump location will be at the bottom of your tank. This is because it can process all parts of the water in your system rather than only a portion of the tank water. It allows you to clean out all the excess buildup in your water without needing to remove the tank contents. Why do you need it? A sump tank is a convenient and clean way to process your tank water without needing to do it inside the main area. ![]()
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