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Chem Unit 8: Gas Laws

Gas General Properties

  • particles travel in straight lines

  • Collisions create pressure

  • fill containers uniformly and completely fast

  • Gases expand

  • BrINClHOF - diatomics

  • Volume -

  • Temperature - always in kelvin. When adding 273, its 3 sig figs. (adding sig figs is last decmial place) So when 30 + 273 = 303K. Use 3 sig figs when multiplying.

  • n- Moles

  • Pressure -

    • measured with a Barometer. Barometer pushes mercury up when pressure pushes down

    • Units: 1 atm = 760 mmhg/torr = 101.3 kPa

  • R Constant - 0.0821 (L)(atm)/ (mol)(K)

Gas Formulas

  • EVERY CALCULATION IN KELVIN

  • UNITS MUST BE THE SAME ON BOTH SIDES

  • When we are given STP sig figs don’t count. 0 C, 1 atm

  • Boyles Law: P1⋅V1 = P2⋅V2

    • Inversely Related

    • when all other factors are constant (temp and moles stay the same)

    • If volume of the container increases, the pressure decreases. If the volume increases. If the volume of container decreases, the pressure increases.

    • if double the volume, the pressure 1/2. Opposite is true

  • Gay- Lussac Law: P1 / T1 = P2 / T2

    • Pressure and Temperature are directly related

    • If the temperature increases, the pressure increases.

    • MUST BE IN KELVIN.

    • if the temperature doubles in kelvin then the pressure doubles. Opposite is true

  • Charles Law: V1 / T1 = V1 / T1

    • Volume and Tempatuer are directly related

    • If the pressure is constant and there is a flexible container, the temperature will increase the collisions, increasing the volume. Example is balloon

    • Must be in Kelvin

  • Avagalros Law P/n

    • Adding a gas to a container increases the amount of particles that can collide, increasing pressure. This is a direct relationship. If the pressure exceeds, it will burst the container.

    • When removing

    • This is directly related to so if half of the moles are taken, half the pressure. The opposite is true

  • Combined Gas Law (P1⋅V1 )/T1 = (P2⋅V2) /T2

    • Use when Temp Change, Volume Change, Pressure Change. 5 Variables given.

  • Ideal Gas Law PV=nRT

    • Constant: R 0.0821 (Latm)/(MolK)

  • Gas Density

    • At STP 22.4/mol

    • D

  • Effusion/ Diffusion and Speed

    • Heaviest is slowest. Pay attention to Diatomic

    • Effusion is going out through a hole

    • Diffusion is high to low

  • Daltons Law: PTotal = PA+PB

    • Collecting Gas over water. (Total P = water vapor + Gas pressure)

  • Grahams Law

Altitude and Volume and Pressure: there is less pressure higher up so volume increases.

  • Grahams Law: Rate 1/Rate 2 = (Molar Mass 2 / Molar Mass 1)1/2

    • Rate of effusion is inversely proportional to its molar mass.

In terms of increasing: low to highest

in terms of decreasing: highest to low

REVIEW THE RATE AND MASS ONE

Chem Unit 8: Gas Laws

Gas General Properties

  • particles travel in straight lines

  • Collisions create pressure

  • fill containers uniformly and completely fast

  • Gases expand

  • BrINClHOF - diatomics

  • Volume -

  • Temperature - always in kelvin. When adding 273, its 3 sig figs. (adding sig figs is last decmial place) So when 30 + 273 = 303K. Use 3 sig figs when multiplying.

  • n- Moles

  • Pressure -

    • measured with a Barometer. Barometer pushes mercury up when pressure pushes down

    • Units: 1 atm = 760 mmhg/torr = 101.3 kPa

  • R Constant - 0.0821 (L)(atm)/ (mol)(K)

Gas Formulas

  • EVERY CALCULATION IN KELVIN

  • UNITS MUST BE THE SAME ON BOTH SIDES

  • When we are given STP sig figs don’t count. 0 C, 1 atm

  • Boyles Law: P1⋅V1 = P2⋅V2

    • Inversely Related

    • when all other factors are constant (temp and moles stay the same)

    • If volume of the container increases, the pressure decreases. If the volume increases. If the volume of container decreases, the pressure increases.

    • if double the volume, the pressure 1/2. Opposite is true

  • Gay- Lussac Law: P1 / T1 = P2 / T2

    • Pressure and Temperature are directly related

    • If the temperature increases, the pressure increases.

    • MUST BE IN KELVIN.

    • if the temperature doubles in kelvin then the pressure doubles. Opposite is true

  • Charles Law: V1 / T1 = V1 / T1

    • Volume and Tempatuer are directly related

    • If the pressure is constant and there is a flexible container, the temperature will increase the collisions, increasing the volume. Example is balloon

    • Must be in Kelvin

  • Avagalros Law P/n

    • Adding a gas to a container increases the amount of particles that can collide, increasing pressure. This is a direct relationship. If the pressure exceeds, it will burst the container.

    • When removing

    • This is directly related to so if half of the moles are taken, half the pressure. The opposite is true

  • Combined Gas Law (P1⋅V1 )/T1 = (P2⋅V2) /T2

    • Use when Temp Change, Volume Change, Pressure Change. 5 Variables given.

  • Ideal Gas Law PV=nRT

    • Constant: R 0.0821 (Latm)/(MolK)

  • Gas Density

    • At STP 22.4/mol

    • D

  • Effusion/ Diffusion and Speed

    • Heaviest is slowest. Pay attention to Diatomic

    • Effusion is going out through a hole

    • Diffusion is high to low

  • Daltons Law: PTotal = PA+PB

    • Collecting Gas over water. (Total P = water vapor + Gas pressure)

  • Grahams Law

Altitude and Volume and Pressure: there is less pressure higher up so volume increases.

  • Grahams Law: Rate 1/Rate 2 = (Molar Mass 2 / Molar Mass 1)1/2

    • Rate of effusion is inversely proportional to its molar mass.

In terms of increasing: low to highest

in terms of decreasing: highest to low

REVIEW THE RATE AND MASS ONE

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