Discussion Overview
The discussion revolves around calculating the amount of 45% phosphoric acid needed to raise phosphate (PO4) levels by 1 ppm in a specified volume of water, specifically in the context of maintaining a safe environment for fish. Participants explore various methods and calculations related to this chemical application.
Discussion Character
- Technical explanation
- Mathematical reasoning
- Debate/contested
Main Points Raised
- One participant asks how much 45% phosphoric acid is needed to raise PO4 by 1 ppm in 1 liter of water, emphasizing the importance of accuracy due to the involvement of fish.
- Another participant suggests a rough calculation method involving the dilution factor of phosphoric acid and its molecular weight to determine the required volume.
- One participant calculates that approximately 7.2 ml of 45% phosphoric acid would be needed to raise PO4 by 1 ppm in 300 liters, but later expresses doubt about this estimate.
- A different participant proposes a method using the concentration and volume relationship (conc1 x vol1 = conc2 x vol2) to derive the necessary amount of acid.
- Another participant provides a calculation based on a hypothetical scenario of 100% phosphoric acid, concluding that 0.67 ml would be more accurate for the 300 liters.
- One participant mentions the phosphoric acid content in a can of cola and suggests a safe way to add it to a drink, which raises questions about the relevance of this example to the original query.
Areas of Agreement / Disagreement
There is no consensus on the exact amount of phosphoric acid needed, as participants present differing calculations and methods, leading to uncertainty about the correct volume required.
Contextual Notes
Participants express varying assumptions regarding the concentration and volume calculations, and there are unresolved discrepancies in the estimates provided. The discussion also shifts between different contexts (fish tank vs. soda), which may affect the clarity of the calculations.