Nutrient Solutions
Steiner Universal Nutrient Solution is one of the most well-known hydroponic formulations and was developed by Dr. Arthur Steiner . It features a balanced ratio of macro- and micronutrients and is particularly suitable for universal applications (e.g., vegetables, herbs, fruit-bearing plants). Here is the typical composition:
Steiner Universal Nutrient Solution (standard recipe)
(Figures in grams per 1000 liters of water, converted to grams per liter )
nutrient salt | Quantity (g/L) | Nutrients supplied |
---|---|---|
Potassium nitrate (KNO₃) | 0.6–0.8 g/L | K (potassium), N (nitrate nitrogen) |
Calcium nitrate (Ca(NO₃)₂) | 0.6–0.8 g/L | Ca (calcium), N (nitrate nitrogen) |
Magnesium sulfate (MgSO₄) | 0.4–0.5 g/L | Mg (magnesium), S (sulfur) |
Monopotassium phosphate (KH₂PO₄) | 0.2–0.3 g/L | K (potassium), P (phosphorus) |
Iron chelate (Fe-EDTA) | 0.02–0.03 g/L | Fe (iron) |
Trace element mix | 0.01–0.02 g/L | Mn, Zn, Cu, B, Mo (as sulfates/borates) |
Macronutrient Ratio (NPK):
- Nitrogen (N) : ~100–150 mg/L (from KNO₃ and Ca(NO₃)₂)
- Phosphorus (P) : ~30–50 mg/L (from KH₂PO₄)
- Potassium (K) : ~200–250 mg/L (from KNO₃ and KH₂PO₄)
- Calcium (Ca) : ~80–100 mg/L
- Magnesium (Mg) : ~40-50 mg/L
Micronutrients
- Iron (Fe) : 2–3 mg/L (as chelated Fe-EDTA for better availability)
- Manganese (Mn) : 0.5–1 mg/L
- Zinc (Zn) : 0.05–0.1 mg/L
- Copper (Cu) : 0.02-0.05 mg/L
- Boron (B) : 0.1–0.3 mg/L
- Molybdenum (Mo) : 0.01–0.02 mg/L
Properties of the solution
- pH value : Ideally between 5.5–6.5 (adjust with HNO₃ or KOH if necessary).
- Conductivity (EC) : ~1.5–2.5 mS/cm, depending on the plant stage.
- Advantages :
- Stabilizes nutrient absorption through high potassium and calcium levels.
- Suitable for NFT systems, Deep Water Culture (DWC) and Dutch Buckets.
Customization tips
- For fruit plants (tomatoes, cucumbers): Increase potassium (K) to 300–350 mg/L.
- For leafy vegetables (lettuce, spinach): reduce potassium and increase nitrogen.
- In case of iron deficiency : increase Fe-EDTA to 0.05 g/L.
Note on practice
Steiner's solution is often offered commercially pre-mixed (e.g., from manufacturers like Hydroponic Systems ), but many growers also mix it themselves from individual salts. Make sure the salts are of high purity (≥99%, technical grade) and always dissolve them in the correct order (calcium and magnesium salts first, then phosphates, and finally iron and trace elements).
Source: https://de.wikipedia.org/wiki/Hydrokulturd%C3%BCnger#N%C3%A4hrl%C3%B6sung_nach_Abram_Steiner
Image: https://www.pexels.com/de-de/@sasha-kim/
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Fertiliser programmes
Mixing hydroponic fertiliser yourself ?
The commercially available fertilisers consist of a complete fertiliser supplemented with macronutrients. They are offered by some hydroponics and/or fertiliser companies and vary depending on the hydroponic plant. An example of a fertiliser programme is the hydroponic tomato programme offered by Hydro-Gardens.
In this programme, growers purchase Hydro-Gardens Chem-Gro tomato formula. It has a composition of 4-18-38 and also contains magnesium and micronutrients. To make a nutrient solution, it is supplemented with calcium nitrate and magnesium sulphate, depending on the variety and/or growth stage of the plant.
Boston Public Library is licensed under CC BY 2.0
Advantages of fertiliser programmes
Very little or no mathematical calculations are required to prepare nutrient solutions.
Disadvantages of fertiliser programmes
Another disadvantage is that fertiliser programmes do not allow farmers to take into account the nutrients already present in the water source. For example, if a water source has a potassium content of 30 ppm, there is no way to adjust the amount of potassium added in the fertiliser programme. And too much potassium can in turn block the uptake of other nutrients.
Fertilizer programs can be more expensive than using
Recipes for the production of nutrient solutions.
Mix recipes for nutrient solutions / hydroponics fertilizer yourself
Modified Sonneveld recipe / herbs
element | concentration |
Nitrogen | 150 ppm |
Phosphorus | 31 ppm |
Potassium | 210 ppm |
Calcium | 90 ppm |
Magnesium | 24 ppm |
Iron | 1 ppm |
Manganese | 0.25 ppm |
Zinc | 0.13 ppm |
copper | 0.023 ppm |
Molybdenum | 0.024 ppm |
Boron | 0.16 ppm |
It is at the discretion of the breeder which fertilizers he uses to produce a nutrient solution according to a recipe. The fertilizers commonly used include:
fertilizer | Dosage, contained nutrients |
---|---|
Calcium nitrate | 15.5 – 0 – 0.19% calcium |
Ammonium nitrate | 34 – 0 – 0 |
Potassium nitrate | 13 – 0 – 44 |
Sequestrene 330TM | 10% iron |
Potassium phosphate monobasic | 0 – 52 – 34 |
Magnesium sulfate | 9.1% magnesium |
Borax (laundry quality) | 11% boron |
Sodium molybdate | 39% molybdenum |
Zinc sulfate | 35.5% zinc |
Copper sulfate | 25% copper |
Magnesium sulfate | 31% manganese |
Advantages of nutrient solution recipes
Nutritional solutions allow fertilizers to be adjusted based on the nutrients contained in water sources. An example: A gardener uses a water source with 30 ppm potassium and produces the modified Sonneveld solution for herbs that requires 210 ppm potassium. It would have to add 180 ppm potassium ( 210 ppm - 30 ppm = 180 ppm ) to the water in order to obtain the amount of potassium required in this recipe.
With recipes, nutrients can be easily adjusted. When a leaf analysis report indicates that a plant has iron deficiency. It is easy to add more iron to the nutrient solution.
Since recipes make it easy to adapt, fertilizers can be used more efficiently than in fertilizer programs. Using recipes can be less expensive than using fertilizer programs.
Disadvantages of nutrient solution recipes
It has to be calculated how much fertilizer has to be added to the nutrient solution. (Link to performing calculations). Some people may feel intimidated by the calculations involved. However, the calculations only require uncomplicated mathematical skills based on multiplication and division.
A high-precision scale is also required for the measurement of micronutrients, since the required quantities are very small. Such a scale can be found on Amazon from 30.- €: e.g .: KUBEI 100g / 0.001g.
This is about the calculation of nutrient solutions for your own needs
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Calculation of the concentrations of nutrient solutions using the following two equations
The calculation of the amount of fertilizer that has to be added to the nutrient solutions is part of a successful hydroponic production. Only multiplication, division and subtraction are used for the calculations; no advanced mathematical knowledge is required.
If you want to know more about the compositions and concentration information, the article series can be too Stoichiometry and a look at the conversion of Mol and grams When specifying the concentration of the individual elements and connections, it is helpful to better understand the complexity of the topic.
If you master the general process, producing nutrient solutions and adjusting the amount of nutrients is child's play.
Fertilizer recipes for hydroponics are almost always given in ppm (in the long form: parts per million). This may differ from the fertilizer recommendations for growing vegetables and fruits outdoors, which are generally given in lb / acre (pounds per acre).
First you have to convert ppm to mg / l (milligrams per liter) using this conversion factor: 1 ppm = 1 mg / l (1 part per million corresponds to 1 milligram per liter). For example, if 150 ppm nitrogen is required in a recipe, 150 mg / l or 150 milligrams of nitrogen in 1 liter of irrigation water are actually required.
Ppm P (phosphorus) and ppm K (potassium) are also used in recipes for nutrient solutions. This also differs from the fertilizer recommendations for growing vegetables and fruits in the field, which use P2O5 (phosphate) and K2O (potash). The fertilizers are also given as phosphate and potash. Phosphate and potash contain oxygen, which must be taken into account in hydroponic calculations. P2O5 contains 43% P and K2O contains 83% K.
Let us check the previous circumstances:
1 ppm = 1 mg / l
P2O5 = 43% P
K2O = 83% K
Nutrient solution tanks are usually measured in gal ( gallons ) in the United States. When we convert ppm to mg / l, we work with liters. To convert liters into gallons, use the conversion factor of 3.78 l = 1 gal ( 3.78 liters corresponds to 1 gallon ). The invoice is also given below for continental interested parties.
Depending on the scale you use to weigh fertilizers, it may be useful to convert milligrams into grams: 1,000 mg = 1 g ( 1,000 milligrams correspond to 1 gram ). If your scale measures in pounds, you should use this conversion: 1 lb = 454 g ( 1 pound = 454 grams ).
Let us summarize these circumstances:
3.78 l = 1 gallon
1000 mg = 1 g
454 g = 1 lb
Now we have all the necessary circumstances. Let's look at an example.
How do you determine how much 20-10-20 fertilizer is needed to deliver 150 ppm N with a 5 gallon tank and a fertilizer injector that is at a concentration of 100:1 is set?
First, write down the concentration you know you want to reach. In this case it is 150 ppm N or 150 mg N / l.
Note that we multiply by 1. This allows you to cancel the units that are the same in the numerator and denominator. Now we can paint "mg N" and get the unit g N / l water.
Continue this process by converting liters into gallons. Most containers are still traded in gallons ( 3.78 liters ). Entertaining here: the metric system was invented by the Britten. If you want a metric result, omit this calculation step.
Now there are only grams of nitrogen left per gallon of water.
We'll get closer to it. Now we want to convert grams of nitrogen into grams of fertilizer. Remember that our fertilizer is a 20-10-20, which means that it contains 20% nitrogen. It can be imagined that 100 grams of fertilizer contain 20 grams of nitrogen.
So where do we stand now? We calculated how many grams of fertilizer are needed in each gallon of irrigation water. At the moment we have a normally strong solution. Our example prompts us to calculate a concentrated solution of 100: 1. This means that for every 100 gallons of water that are applied, 1 gallon of stock solution is also applied via a fertilizer injector. We also know that our storage tank holds 5 gallons. Below see calculation for metric system (liters).
In gallons
In the calculator: 150 x 1: 1000 x 3.78 x 100: 20 x 100 x 5 is 1417.5 grams on 5 gallons of water (in the storage tank)
After we have deducted everything, we have a gram of fertilizer left. This is the amount of fertilizer we need to put in our storage tank to apply 150 ppm N at a concentration of 100: 1. Multiply and divide and you get the answer 1417.5 grams of fertilizer.
In liters
In the calculator: 150 x 1: 1000 x 100: 20 x 100 x 10 is 1500 grams per 10 liters of water ( in the storage tank )
After we have deducted everything, we have a gram of fertilizer left. This is the amount of fertilizer we need to put in our storage tank to apply 150 ppm N at a concentration of 100: 1. Multiply and divide and you get the answer 750.0 grams of fertilizer.
This means that for every 100 liters of water that is applied, 1 liter of stock solution is also applied via a fertilizer injector. We also know that our storage tank holds 10 liters.
If we measure in pounds, we have to put 0.75 kg / 1.15 lb fertilizer in our storage tank to apply 150 ppm N with a concentration of 100: 1.
You have just completed one of the two equations. Now let's look at the other one.
We just found that we need to add 750 grams of fertilizer to deliver 150 ppm nitrogen at a concentration of 100: 1. The fertilizer we used was a 20:10:20. In addition to nitrogen, we also add phosphorus and potassium. With the next equation we determine how much phosphorus we supply. This is basically the reversal of the first calculation.
We start with the amount of fertilizer that we put in our tank. The final units are ppm or mg / l. As with the previous calculation, we use our specifications until we receive these units.
Multiply with the concentration of the nutrient solution.
Multiply to convert to liters.
Next, convert milligrams of fertilizer into milligrams of phosphate.
Next we will convert grams of phosphate into grams of phosphorus, assuming that phosphate contains 43% phosphorus.
Finally, we convert grams of phosphorus into milligrams of phosphorus.
When we calculate this, we find that we have added 32.25 mg / l P or 32.25 ppm P. This is the second equation. We can also use them to determine how much potassium we have added.
We added 124.5 mg / l K or 124.5 ppm K.
With these two basic calculations, you can use any nutrient solution recipe program. How they are used to calculate a recipe can be seen in this article:
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Search in fertilizer additives/prefabricated fertilizers
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Ionic balance Cation charge: – mol⁺/L Anion charge: – mol⁻/L Balance (net load): – mol/L Calculated pH (charge balance): – ¹) Estimated pH (Realistic): – ¹) Estimated electrical conductivity (EC): – mS/cm |
Composition
Element | Source | Is: g/L | Is: mg/L = ppm | Is: mol/Liter | Is: mmol/L | Target: g/L | Target: % | Δ g/L | Name |
---|---|---|---|---|---|---|---|---|---|
Al | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Aluminium (Al) | |
B | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Boron (B) | |
Be | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Beryllium (Be) | |
C | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Carbon (C) | |
Ca | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Calcium (Ca) | |
Cl | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Chlorine (Cl) | |
Co | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Cobalt (Co) | |
Cu | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Copper (Cu) | |
F | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Fluorine (F) | |
Fe | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Iron (Fe) | |
H | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Hydrogen (H) | |
K | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Potassium (K) | |
Li | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Lithium (Li) | |
Mg | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Magnesium (Mg) | |
Mn | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Manganese (Mn) | |
Mo | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Molybdenum (Mo) | |
N | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Nitrogen sum (N) | |
NH4 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Nitrogen (as NH₄⁺) | |
NO3 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Nitrogen (as NO₃⁻) | |
Na | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Sodium (Na) | |
O | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Oxygen (O) | |
P | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Phosphorus (P) | |
S | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Sulphur (S) | |
Se | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Selenium (Se) | |
Si | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Silicon (Si) | |
Sn | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Tin (Sn) | |
Ti | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Titanium (Ti) | |
Zn | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Zinc (Zn) |
In CVS format for Excel, etc. | |
Recipe / Compilation | Content substances |
¹) Regarding the pH estimate: Jones, Sonneveld & Voogt, manufacturer data sheets (Yara, Haifa, ICL), various chemical databases
¹) Regarding the EC estimate: Lide, CRC Handbook of Chemistry and Physics
²) When fertilizer mixtures (NPK + X) are used, it is not possible to calculate the EC and pH because the composition is unknown.
The values used are then estimated - and can therefore be viewed as "fantasy". When it comes to empirical values, they are marked with (real).
³) In the case of fertilizer products, some of the nitrogen is sometimes added as urea. Since this cannot be used as NO₃⁻, it is added together with the NH₄⁺ part. No further differentiation (e.g. NH₂⁻/cyanamide) is made.
⁴) Not all manufacturers reveal the chemical composition or origin of the respective NPK components.
⁵) Contain nitrogen (N) only as NH₄⁺ or NH₂⁻ or not as NO₃⁻ - but: NH₄⁺ lowers the pH in the substrate. A maximum of 5–10% of total nitrogen for hydroponics should come from NH₄⁺. More is toxic to hydroponics!
⁶) This plant growth medium is generally used for the cultivation of plant cell cultures on agar. It is also used for growing microgreens. It is listed here because there are alternative recipes that can be created here. You can find the original recipe here: Murashige - Skoog medium
⁷) Fluorine is not an essential plant nutrient element. In most cases, fluorine (vs. Fluoride F⁻) is toxic to plants because it causes photosynthetic enzymes (e.g. B. RubisCO) inhibits, damages membranes and causes oxidative stress. However, plants such as tea, aloe or some ferns can absorb significant amounts. Recommended concentrations in nutrient solutions for testing purposes are below 1 mg/L, often in the range of 0.1–0.5 mg/L. (cf. Weinstein & Davison, 2004)
ⁿ) Nitrogen (N). Origin unknown. Possible sources: e.g. NH₄⁺/ammonium, NO₃⁻/nitrate, NH₂⁻/amide, CN₂H₂/cyanamide or organic/amino acids. Without manufacturer's information for finished fertilizers.
ᵖ) Phosphorus (P). Origin unknown. Without manufacturer's information for finished fertilizers.
ᵏ) Potassium (K). Origin unknown. Without manufacturer's information for finished fertilizers.
The two most important fertilizer types when it comes to nitrogen (N):
NO₃⁻: Is immediately available to plants because nitrate is absorbed directly from the roots: For hydroponics and soil
NH₄⁺: Must be nitrified into nitrate in the soil (only possible by microorganisms): For soil and aquaponics
The NPK information on fertilizers represents the three most important plant nutrients:
* N = Nitrogen (Nitrogen)
* P = Phosphorus (Phosphorus)
* K = Potassium (Potassium)
K₂O Potassium oxide itself is not used as a fertilizer (PK/NPK fertilizer), but is used there as a unit of measurement for the proportion of potassium (e.g. B. used in the form of potassium sulfate, potassium formate, potassium nitrate or potassium chloride) in fertilizer.
These values are in Weight percent specified, and in specific chemical forms:
1. N (Nitrogen)
Chemical form: The nitrogen content is considered elemental nitrogen (N) stated, independant of the chemical compound (e.g.B. NH₄⁺, NO₃⁻, urea).
- Example: 10% N means that 10 g of pure nitrogen is contained in 100 g of fertilizer.
2. P (Phosphorus)
Chemical form: P ₂O₅ (phosphorus pentoxide) – is given non-pure phosphorus (P).
- Example: 10% P ₂O₅ means 10 g P ₂O₅ per 100 g of fertilizer.
3. K (Potassium)
Chemical form: K₂O (potassium oxide) – is also stated non-pure potassium (K).
- Example: 10% K₂O means 10 g K₂O per 100 g of fertilizer.
Example NPK information:
NPK 10-5-8 means:
- 10 % Nitrogen (N)
5 % Phosphorus Pentoxide (P ₂O₅)
8 % Potassium oxide (K₂O)
That corresponds to:
- 10 g N
5 g P₂O₅ ≈ 2,18 g P
8 g K₂O ≈ 6,64 g K
per 100g of fertilizer
Sources:
Marschner, P. (2012): Marschner's Mineral Nutrition of Higher Plants, 3rd Edition, Academic Press. -> “NPK values are expressed in oxide forms for P and K (P₂O₅ and K₂O) for historical reasons and ease of comparison.”
Mengel, K., & Kirkby, E. A. (2001): Principles of Plant Nutrition, 5th Edition, Kluwer Academic Publishers.-> “The amount of nutrient applied is usually reported in oxide equivalents, not elemental form.”
Special areas: Titanium, tin and beryllium are controversial and/or of experimental or toxicological concern. Here the literature partially contradicts itself. They are listed for completeness. No guarantee!
Lizenz: GNU GPLv3 (CopyLeft), Autor: Helmer Borgmann
³³) PS: Save this page to your computer for use without the Internet. The chart library "chart.js" for graphic display must also be on your computer: charts.js.
Adjust the path in this script so that the path points to your local computer.
For example, in Linux: <script src="/home/hirse/chart.js"><script> or Windows: <script src="C:\hier\bin\ich\chart.js"><script>
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The script ( download here ) allows you to create your own fertilizer mix for hydroponics or soil from over 50 different fertilizer salts and over 200 NPK fertilizers can also be used.
Procedure
1) Select the example nutrient solution or specification and display it
Tried and tested nutrient solutions from the literature, see in the drop down menu Predefined nutrient solutions
Don't let the years fool you: practically nothing has changed since 1966, only the temperament of the discussions about it. What you should keep in mind is that for several years there have been breeds that require an extremely high dosage (EC value >= 4.0) to thrive. Select a nutrient solution here and click
In the graphic shown below, the required elements are displayed as bars. Each red bar represents 100% of an element. This graphic facilitates the following mixture of added fertilizer salts.
2) Add fertilizer salts and/or ready-made fertilizer
Select from the Drop-Down
the first additive.
Indicate the quantity in grams per litre (g/L) or milligrams per litre (ppm). Then click on
In the graphic (above) the quantities are now displayed in relation to the specifications (if you have selected one). This way you can see how exactly the quantity information corresponds to the specifications in percent.
The table also shows what amounts this corresponds to in grams, milligrams (ppm), moles and milli-moles. A column shows you the text Target And Actual value the fertilizer mixture - but only if you have chosen a specification. In the graphic at the bottom of the screen you can see the display as a long shot. Here you can better see the relationships between the individual elements.
3) Add more substances (fertilizer salts)
To add more substances click on
After each selection of another substance and quantity, click on
4) NPK fertilizer add to
The program can also take standard fertilizers into account. These usually only contain the macro-nutrients N (nitrogen) P (phosphorus) and K (potassium). With the button
<ou can add another variety of NPK fertilizer that has a different mixing ratio. This means you can combine fertilizer with 10-20-30 and 8-16-24 and see immediately whether the amount of the individual elements is too large or too small. To see the result, after entering the quantity and magnitude (gram or PPM), click on
5) Search for items in the fertilizer salts/finished fertilizer list
In the input field Search for element in fertilizer additives/prefabricated fertilizers
(e.g. Fe)
you can search for an element independently of the rest of the program. All fertilizer salts and finished fertilizers are searched for this element and displayed in a list sorted by content. Please only enter one element and click on
The element names are also under the graphic bars at the top and bottom of the page. In the table, the element name is in the left column, its common name is in the column on the right.
Intention:
This fertilizer calculator was originally only intended to add up various NPK fertilizers and calculate their total NPK at the elementary level. Since this makes little sense without comparative values, a few standard hydroponic fertilizer recipes were added to give the value a certain significance. Further refinements (Ec value, pH value) were added over time, as it is helpful to have prior knowledge of the expected conductivity (EC) and the pH value. The scope requires a different programming language, but since our customers use a wide variety of operating systems, only HTML and JavaScript remained as common denominators. Unfortunately, I'm not a fan of these "languages".
This means you can always have this "calculator" with you, even without internet. A browser (built from 2000? for very old browsers, an untested alternative is commented out) and this HTML page will suffice.
All data is stored on this page and allows you to easily expand the scope as you wish according to your own needs. If you also want the graphical representation without internet access, download the file Chart.js to your local machine and adjust the path in the script: https://borgmann-aquaponik-hydroponik.ch/chart.js... It is version 2.9.4. You can find them on the Internet here: https://cdnjs.cloudflare.com/ajax/libs/Chart.js/2.9.4/Chart.js - at least that's how it was this morning. Good luck!
PS: If there are errors or useful extensions (including fertilizer), you are worth a message write to me.
The fine print
²) When fertilizer mixtures (NPK + X) are used, it is not possible to calculate the EC and pH because the composition is unknown. The values used are then estimated - and can therefore be viewed as "fantasy". When it comes to empirical values, they are marked with (real).
⁴) The pH and EC values should be viewed with scepticism. Not always are the information provided by the manufacturers correct! - Always check with pH and EC meter -!
⚠️ Please note that some of the chemicals used can be toxic, harmful or explosive. The author assumes no responsibility for errors in the program.
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