Calculating Phosphate Concentration in Water: A Scientist's Perspective

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Discussion Overview

The discussion revolves around calculating the concentration of phosphate in water, specifically when adding 1 gram of phosphate to 20 liters of water. Participants explore the implications of different forms of phosphate and the accuracy of concentration measurements in parts per million (ppm).

Discussion Character

  • Technical explanation, Debate/contested, Mathematical reasoning

Main Points Raised

  • One participant calculates that adding 1 gram of phosphate to 20 liters results in a concentration of 50 ppm, questioning the accuracy of their calculation.
  • Another participant emphasizes the need to define "phosphate," noting that it typically refers to PO43-, but the actual substance may contain other components, affecting the concentration.
  • A participant mentions that the molar mass of mono potassium phosphate (KH2PO4) is 136 g/mol, while the phosphate ion (PO43-) has a molar mass of 95 g/mol, suggesting a recalculation of the concentration to approximately 35 ppm.
  • Some participants argue that the original 50 ppm could be considered correct as a practical measure, despite the potential for ambiguity in its interpretation.
  • There is a discussion about the flexibility of ppm as a measurement and its implications for users of plant fertilizers, with some suggesting that precise calculations may not be necessary for practical applications.
  • One participant expresses a desire to separate the phosphate from potassium for easier calculations, acknowledging that the precision of the measurement may not be critical.
  • Another participant agrees that while 50 ppm is not "wrong," it can be misleading and stresses the importance of context in understanding such measurements.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the accuracy of the 50 ppm calculation, with some supporting it and others suggesting a lower concentration based on the composition of the phosphate source. The discussion remains unresolved regarding the implications of using different forms of phosphate and their respective concentrations.

Contextual Notes

Participants note that the calculations depend on the definitions and forms of phosphate used, which may introduce ambiguity. The discussion highlights the difference between theoretical calculations and practical applications in the context of fertilizers.

caliban07
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If I add 1 gram of phosphate to 20 litres of water. What would the concentration of phosphate in solution in ppm?

I have somehow come up with 50ppm does this sound right?

To achieve 1ppm phosphate in 20l of water I would require 0.02g?

Or am a weigh off?
 
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Define "phosphate". In typical application it will mean just the PO43-, but you most likely dissolved some salt, of which PO43- is only a fraction.

50 ppm suggest you did calculations right, just not taking above into consideration.
 
Borek said:
Define "phosphate". In typical application it will mean just the PO43-, but you most likely dissolved some salt, of which PO43- is only a fraction.

50 ppm suggest you did calculations right, just not taking above into consideration.

Thanks. It's actually mono potassium phosphate used as a plant fertiliser or on this case as a nutrient for autotrophic bacteria during nitrification.

I was more interested in the math. I gather that what you are saying is it would not be pure phosphate and that the same would apply with the mono potassium phosphate? It doesn't really have to be that precise and the calculation was purely hypothetical based on the molecular mass of phosphate.
 
KH2PO4 has a molar mass of 136 g/mol (assuming anhydrous salt), PO43- is 95 g/mol, so in the end you will be closer to 95/136*50 = 35 ppm of phosphate.
 
Sorry I think the original answer 50 ppm is right. Ppm is a simple 'practical' measure. Parts per million of that particular product, whatever it is. I.e. Grams per million grams of water - in practice per million litres.

Now sure one ppm of one of the several forms of phosphate wouldn't have the same moles of phosphate (or of potassium) as another form, but if the difference between 35 and 50 was significant for the application, then each product would have to come with a different recommendation of how many ppm to use.

Ppm is less scientific and flexible but reccomended molarity would not be helpful to the majority of users of plant fertiliser!
 
epenguin said:
Sorry I think the original answer 50 ppm is right. Ppm is a simple 'practical' measure. Parts per million of that particular product, whatever it is. I.e. Grams per million grams of water - in practice per million litres.

Now sure one ppm of one of the several forms of phosphate wouldn't have the same moles of phosphate (or of potassium) as another form, but if the difference between 35 and 50 was significant for the application, then each product would have to come with a different recommendation of how many ppm to use.

Ppm is less scientific and flexible but reccomended molarity would not be helpful to the majority of users of plant fertiliser!

Yes thank you. I wanted to split the phosphate away from the potassium to make the maths easier. I thought if I could get the phosphate part right I could work them as a whole if needed.

It doesn't have to be overly precise it since fertilisers come dry it is useful to know exactly what you are putting in without having to use inaccurate online calculators.
 
I am far from saying 50 ppm is "wrong". It is just ambiguous and can be misleading once you try to get some "real" numbers. I have no problems with you saying your solution is 50 ppm as long as we agree it is just an approximation.

As it is often the case, same thing has different meanings for different groups of users. It is just a matter of being sure you use it correctly in the context and you are correctly understood by the others.
 

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