Ideal Gas Law (PV = nRT)
The gas-law member the lab chemistry set (mass-moles, molecular-weight, molarity) was missing.
Example
You enter
- Solve for volume
- Pressure (atm) 1
- Moles (mol) 1
- Temperature (°C) 25
You get
- Volume l 24.465
- Molar volume 24.465
Details, formula, and sources
PV = nRT, solvable for any of pressure, volume, moles, or temperature, with R = 0.0820573 L*atm/(mol*K) and T in kelvin (entered in C). One mole of ideal gas fills 22.41 L at STP (0 C, 1 atm) and 24.47 L at 25 C, 1 atm. Solve for pressure (a heated/filled sealed vessel), volume (a gas-collection setup), or temperature (from a closed P-V state). Real gases deviate at high pressure or near condensation (van der Waals / Z factor separate); density needs the molar mass. A first-principles chemistry aid.
PV = nRT, R = 0.0820573 L*atm/(mol*K), T in kelvin (Tc + 273.15); solve n = PV/RT, P = nRT/V, V = nRT/P, or T = PV/(nR). Molar volume = V/n.
The ideal gas law (any general chemistry text; Brown/LeMay, Atkins). First principles.
The ideal gas law and the gas constant R are public first-principles chemistry; all four state variables are user inputs.
Verify protocol against your lab's SOP before pipetting. A miscalculated dilution can ruin a run or a sample.
Field names used by the API: solve_for, pressure_atm, moles, temperature_c, volume_l, molar_volume_l
- Ideal gas law PV = nRT; R = 0.0820573 L*atm/(mol*K); T in kelvingeneral chemistry
- Four-way solve n = PV/RT, P = nRT/V, V = nRT/P, T = PV/(nR)algebra of PV = nRT
- Scope ideal gas only (van der Waals / Z for real gases); density needs the molar massscope of this tile