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18 Terms
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Solids
* Tightly packed particles * Crystal lattice * Definite shape and volume * Limited to no movement of particles * Affected by gravity
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Gases
* Particles move independently of one another * High degree of disorder (bumping into each other) * Vibrational, rotational and translational energy * Particles flow in all direction * Not affected by gravity * Expand to fill the volume of a container
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Three factors affecting gases
* Pressure * Temperature * Volume
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Liquids
* More loosely packed particles compared to solids * Take the shape of container or vessel * Move with vibrational and rotational energy * Affected by gravity
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Ideal gas
follow the kinetic molecular theory
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Kinetic Molecular theory
* **Gas particles have negligible volume**: mostly empty space in a container of gas * **They have no attraction/ repulsion to each other** * They have rotational, vibrational and translational movement * Their KE is directly proportional to temperature, higher temp = higher kinetic energy
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Pressure
the units of measurement of the amount of force applied to a unit area of surface
* 1 atm * 760 torr * 101.3 kPa
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Boyle’s Law:
* **Volume of a gas is inversely proportional to pressure**, during which **temperature must remain constant** * **V1P1 = V2P2**
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The Kelvin scale and absolute 0:
* Gas particles stop moving at -273 degrees celsius, volume and KE of gas is 0 * Tk = degreescelcius + 273.15
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Charles’s Law:
* **Volume of a fixed mass of gas is proportional to its Kelvin temperature**, during which the **pressure must be constant** * **V1/T1=V2/T2**
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Gay-Lussac’s Law:
* **The pressure of a fixed amount of gas is directly proportional to its Kelvin temperature**, **during which the volume must be constant** * **P1/T1=P2/T2**
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Combined gas law:
Combines boyles, charles and gay lussacs laws b/c theyre all related
* P1V1/T1 = P2V2/T2
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Ideal gas
* Combined gas laws + moles * PV = nRT
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1 mol of ideal gas @ STP and SATP
* 22.4 L @ STP * 24.8 @ SATP
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Universal gas constant:
* R = 8.31 Kpa\*L/mol\*K
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* Would it be a good idea to put propane gas tank in your car on a hot summer day?
* What gas law would u use; relationship b/t variables here?
* No not a good idea, will explode in car * Gay lussacs law, pressure is directly proportional to temp, volume in gas tank remains constant
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* What will happen to your car tires if u park ur car outside on a cold winter day?
* What gas law would u use; relationship b/t variables here?
* Gas contracts when cooled * Temperature drop = individual molecules slow down and take less space * The molecules exert less force on the tire walls because of extra space, leading to a drop in tire pressure * This concerns pressure and temperature and their direct proportionality, so gay lussac’s law would be used here too