Drawing up plants for a sump for my next tank and I'm trying to come up with a sump that is both low maintenance and quiet. I'm toying with the idea of using K1 fluidised with a powerhead (to keep the noise down) and Poret foam for the mechanical filtration. But then I though in the interests of simplicity why not just have a big fat stack of sponges like a giant thick HMF filter that does both mechanical and biological, with he first couple of sheets being cleaned more frequently and the ones further along less often.
Here's the sump on my old 2000L tank, the Poret worked really well in this way, though after the video I put a sheet of egg crate behind it to keep it flatter, the first two sheets needed rinsing every 2-3 weeks, I'd do the other two every 4-6 weeks but they probably could have lasted six months. The one problem with doing it vertically is that it requires more space above to remove for cleaning, so in the new sump I'll probably have to do it horizontally. Obviously the K1 has a higher surface area for the same volume, but either way I don't think I'll have trouble fitting in enough media for the amount of fish. The K1 also has the advantage of never needing to be cleaned, but on the other hand aside from the first couple of sheets (which I'll need to run with the K1 anyway) the lower sheets might only need to be rinsed every 6-12 months. The downside of the K1 is that it requires additional equipment, which will costs more up front and also in ongoing running costs and will also create more noise.
It almost seems too simple, why don't more people use sponge for biological filtration in sumps over stuff like ceramic rings?
As
duanes
stated bio-filtration is a microorganism controlled biological process to perform the chemcial reaction ammonia oxidation (nitrification); more commonly known as the nitrogen cycle. Since microorganisms control each step of the nitrogen cycle to create a bio-filter we need to maximize surface area (their home) in a constrained area of concentrated flow (food delivery) to have the most efficient bio-filtration. More specifically, the bacteria species that do all the chemical conversions in the nitrogen cycle will attach themselves onto any available surface then develop a biofilm as the colony grows if there is sufficient food + oxygen (nitrification/nitrogen cycle is extremely oxygen reliant). Ergo, we can intentionally direct the growth of beneficial bacteria colonies within our aquarium through deliberate bio-media placement and "high flow" through that media. More importantly, since nitrification is the process of converting ammonia into nitrate the main source of the bacteria's food will be your fish feed. Your choice in what filter style to use should revolve around specifically your level of stocking and how much you feed.
Now why don't more people use sponge filters? Simple they clog more easily. Because the pores get clogged easily (and the internals typically remain partially gunked up depending on pore sizes) the effiectiveness of sponges are always decreasing as time goes on. We can prove this both by visually staring at a sponge only bio-filter over the course of several months or through math.
Of course the math option is extremely convoluted (the real calculations and explanations would be an academic paper on it's own) so I'm going to simplify things as much as possible without getting too technical. Specifically here are 3 baseline equations for people to follow along.
1) Rate Law (or rate equation): A type of mathematical expression that describes the relationship between the concentration of reactants and the speed of the associated chemical reaction.
- Just know that this is for a Chemical reaction but can be used to express other physial things. Not really too important to get into the weeds of what each variable represents. Since it is used to describe the rate of chemical processes, since we are working on the microlevel, I will be leveraging this base formula to create an equation to show the theoretical maximum amount of ammonia certain media can process.
2) Monod Equation or Monod kinetic: A mathematical model used to determine growth of microorganisms; a type of rate law
- μ: Specific growth rate representing the biomass produced per unit of time.
- μ_max (Maximum Specific Growth Rate): The maximum attainable growth rate of the microorganism.
- S (Substrate Concentration): The concentration of the limiting nutrient in the environment.
- K_s (Half-Velocity Constant): The substrate concentration at which the specific growth rate is half of the maximum (μ = μ_max/2)
3) Rv = A * K * (S / (Ks + S)): A bare-bones rate law/expression I made to describe the ideal Monod equation based on the media I will be comparing 20 PPI vs K1 Kaldness
- Rv (Volumetric Removal Rate): How much Ammonia removed per unit of reactor volume per day ( [g/(m^3)]d grams per cubic meter per day).
- A: Surface area of the media
- Other variables: plug-in from monod where "substrate" is ammonia
Granted there are a few jumps in steps/logic here but trust me in that the more detailed explanations would take too long to type out here in a single reply. In that same vein of thought, allow me to put some assumptions for the ideal conditions:
We get:
Rv_20PPI = 1,266 * 1 * ( 5/(.5+5)) = 1150.90909091
[g/(m^3)]d
Rv_K1= 800 * 1 * ( 5/(.5+5)) = 727.272727273
[g/(m^3)]d
At face value it would appear the foam is ~63.2% better than K1 Kaldness but this only describes an ideal situation where all surfaces get covered in nitrifying bacteria with 100% efficiency. If we modify the rate law to include one extra term, Effectiveness Factor (η), which describes how efficient all surfaces are between 0 and 1 (0 being the entire surface area is 0% active and 1 being 100 active.) we should see different numbers but the same ratio. The new equation would look like: Rv = A * K * (S / (Ks + S) * η
Rv_20PPI Rv_K1
| 100%: 1150.90909091 [g/(m^3)]d | 100%: 727.272727273 [g/(m^3)]d |
| 80%: 920.727272727 [g/(m^3)]d | 80%: 581.818181818 [g/(m^3)]d |
| 60%: 690.545454545 [g/(m^3)]d | 60%: 436.363636364 [g/(m^3)]d |
| 40%: 460.363636364 [g/(m^3)]d | 40%: 290.909090909 [g/(m^3)]d |
| 20%: 230.181818182 [g/(m^3)]d | 20%: 145.454545455 [g/(m^3)]d |
As expected the foam still keeps the ~63% lead but there is one last factor missing; the clogging of the pores. Let us add one final term to the equation: Rv = A * K * (S / (Ks + S) * η * f(clogged) again between 0-1.
η = f(clogged) for the table below
Rv_20PPI Rv_K1
| 80%: 736.581818182 [g/(m^3)]d | 80%: 465.454545455 [g/(m^3)]d |
| 60%: 414.327272727 [g/(m^3)]d | 60%: 261.818181818 [g/(m^3)]d |
| 40%: 184.145454545 [g/(m^3)]d | 40%: 116.363636364 [g/(m^3)]d |
| 20%: 46.0363636364 [g/(m^3)]d | 20%: 29.0909090909 [g/(m^3)]d |
And of course since we are only tacking on an addition multiplicative term the ratio remains the same with 20 PPI foam retaining a decisive ~63% lead! Except it is clear to anyone who has used foam for an aquarium application that it will get clogged and that the internal pores do not all get the same flow or nutrient ratios as the initial surfaces.
The realistic values for η and f(clogged) for Rv_20PPI should be between .5-.6 in a realistic use case while K1 would be closer to .8-90 giving us:
η = f(clogged) for the table below
Rv_20PPI Rv_K1
| 60%: 414.327272727 [g/(m^3)]d | 90%: 589.090909091 [g/(m^3)]d |
| 50%: 287.727272727 [g/(m^3)]d | 80%: 465.454545455 [g/(m^3)]d |
Resulting in K1 Kaldness being ~62-70% more efficient.
Of course if you can somehow keep your 20PPI sqeeky clean it is without a doubt better than K1 with this quick and dirty math but again there is so much more that goes into nitrification. Stuff like temperature, pH, flow rate, etc. all can influence how effective your bio-filter is. This isn't even going into how 20 PPI is typically not at 1,266 m^2/m^3 or the fact that you would need consistantly clean 1 cubic meter of the material to get these insane results. At the end of the day MBBR are typically more consistant at ensuring the maximum amount of ammonia removal with the least amount of effort on your part after setup + it scales much easier.
Regardless of what style you choose IMO the best bio-filter is one you will maintain and tolerate having to (inevitable) move around. Although MBBR mathematically check out in terms of efficiency and scaling double check what you actually are keeping and if you need something that beefy. If your stock + feeding schedule/amount doesn't really add that much waste into your system do you really need the most efficient nitrifying system? Can you stand hearing an air pump 24/7? There are a pleathora of other questions you need to ask yourself that only you can answer.
HTH