Discussion Overview
The discussion centers around calculating the volume of air in a one cubic foot container when filled to a pressure of 100 PSI. It involves concepts from physics, specifically gas laws, and addresses the conditions under which the calculations are made, such as temperature and pressure references.
Discussion Character
- Technical explanation, Conceptual clarification, Debate/contested
Main Points Raised
- Dave asks how many cubic feet of air a one cubic foot container holds when filled to 100 PSI, clarifying that this is for an air tank he is building.
- Some participants note that the question requires additional specifications regarding temperature and pressure conditions to be meaningful.
- One participant suggests that the volume of air needed at standard temperature and pressure (STP) to achieve 100 PSI in the container is approximately 6.8 cubic feet, based on Boyle's Law.
- Another participant confirms the use of Boyle's Law to derive the volume, providing a formula and calculation that results in 6.8 cubic feet of air at standard pressure.
- A later reply points out that if the 100 PSI is a gauge pressure, the absolute pressure should be considered, leading to a different volume calculation of 7.8 cubic feet.
- Concerns are raised about safety when working with pressurized tanks, indicating that caution is necessary.
- One participant expresses regret over a mistake in their earlier post, indicating a desire to correct it.
Areas of Agreement / Disagreement
There is no consensus on the exact volume calculation due to differing interpretations of pressure (gauge vs. absolute) and the assumptions regarding temperature. Multiple competing views remain regarding the correct approach to the problem.
Contextual Notes
Participants have not fully clarified the assumptions regarding temperature and pressure conditions, which affects the calculations. The discussion also highlights the importance of distinguishing between gauge and absolute pressure in such calculations.