玻意耳定律计算器

Boyles Law

📐 计算公式
玻意耳定律(等温过程)P₁×V₁ = P₂×V₂:末态体积 V₂ = P₁×V₁ ÷ P₂;体积放大倍数 = P₁ ÷ P₂;ΔV = V₂ − V₁、ΔP = P₂ − P₁。校验:P₁、V₁、P₂ 三项非空数值守卫。判据:温度不变时压强与体积成反比,压强加倍体积减半。

Boyles Law

Formula & Standard References

Item Formula / Note Source / Standard
Boyle lawpV = const at fixed TBoyle 1662
Isothermal conditionConstant temperature and amountIdeal gas law
Ideal gasSpecial case of pV = nRTClapeyron 1834
DeviationReal gas correction at high p/low Tvan der Waals 1873
UnitsConsistent units requiredCalculation note
CompressibilityZ = pV/(nRT) measures deviationReal gas theory
📌 计算说明
  • P₁V₁ = P₂V₂(等温)。
  • 压强减半,体积加倍。

📐 Physical Constants

Constants used on this page and their authoritative sources, for verification and citation

Constant Value Unit Source
Molar gas constant R 8.314462618 J·mol⁻¹·K⁻¹ New SI (derived from exact N_A·k)
Standard atmosphere 101 325 Pa ISO 2533 defining value (exact)
Molar volume of an ideal gas (0 ℃, 1 atm) 22.41396954 L·mol⁻¹ Derived from RT/p (same value in CODATA 2018)
Celsius scale zero point T_0 273.15 K SI / ITS-90 defining value (exact)

Note: Boyle's law P₁V₁ = P₂V₂ holds only at constant temperature and fixed amount of gas, and is an ideal-gas approximation; use a real-gas equation of state (e.g. van der Waals / IAPWS) at high pressure or near liquefaction.

📚 深度解析:玻意耳定律

💡 常见使用场景

100kPa×2L
P1=100 kPa, V1=2 L, P2=50 kPa:V2=P1V1/P2=100×2/50=4 L。
压缩
P2=200 kPa:V2=1 L,体积减半压强加倍。

❓ 常见问题(FAQ)

适用条件?
理想气体且温度、质量恒定,中低压常温近似成立。
与摄氏温标?
须用绝对温度,此定律为 P1V1=P2V2(同温)。