23.06.2015 Views

Chapter 13 States of Matter

Chapter 13 States of Matter

Chapter 13 States of Matter

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

2/15/20<strong>13</strong><br />

<strong>Chapter</strong> <strong>13</strong><br />

The skunk releases its spray!<br />

Within seconds you smell<br />

that all-too-familiar foul<br />

odor. You will discover some<br />

general characteristics <strong>of</strong><br />

gases that help explain how<br />

odors travel through the air,<br />

even on a windless day.<br />

1


2/15/20<strong>13</strong><br />

Kinetic Theory and a Model for Gases<br />

◦ What are the three assumptions <strong>of</strong> the kinetic<br />

theory as it applies to gases?<br />

• The word kinetic refers to motion.<br />

• The energy an object has because <strong>of</strong> its motion is called<br />

kinetic energy.<br />

• According to the kinetic theory, all matter consists <strong>of</strong> tiny<br />

particles that are in constant motion.<br />

2


2/15/20<strong>13</strong><br />

• According to kinetic theory:<br />

a. The particles in a gas are considered<br />

to be small, hard spheres with an<br />

insignificant volume.<br />

b. The motion <strong>of</strong> the particles in a gas<br />

is rapid, constant, and random.<br />

c. All collisions between particles in a<br />

gas are perfectly elastic.<br />

• Particles in a gas are in rapid, constant motion.<br />

3


2/15/20<strong>13</strong><br />

• Gas particles travel in straight-line paths.<br />

• The gas fills the container.<br />

4


2/15/20<strong>13</strong><br />

Gas Pressure<br />

◦ How does kinetic theory explain gas pressure?<br />

• Gas pressure results from the force exerted by a gas<br />

per unit surface area <strong>of</strong> an object.<br />

• An empty space with no particles and no pressure is called<br />

a vacuum.<br />

• Atmospheric pressure results from the collisions <strong>of</strong> atoms<br />

and molecules in air with objects.<br />

◦ Gas pressure is the result <strong>of</strong> simultaneous collisions<br />

<strong>of</strong> billions <strong>of</strong> rapidly moving particles in a gas with<br />

an object.<br />

• A barometer is a device that is used to measure<br />

atmospheric pressure.<br />

5


2/15/20<strong>13</strong><br />

• The SI unit <strong>of</strong> pressure is the pascal (Pa).<br />

• One standard atmosphere (atm) is the pressure required<br />

to support 760 mm <strong>of</strong> mercury in a mercury barometer at<br />

25°C.<br />

• Reference table A<br />

Kinetic Energy and Temperature<br />

◦ What is the relationship between the temperature in<br />

kelvins and the average kinetic energy <strong>of</strong> particles?<br />

Average Kinetic Energy<br />

◦ The particles in any collection <strong>of</strong> atoms or<br />

molecules at a given temperature have a wide range<br />

<strong>of</strong> kinetic energies. Most <strong>of</strong> the particles have<br />

kinetic energies somewhere in the middle <strong>of</strong> this<br />

range.<br />

6


2/15/20<strong>13</strong><br />

• Absolute zero (0 K, or –273.15°C) is the temperature<br />

at which the motion <strong>of</strong> particles theoretically ceases.<br />

• Particles would have no kinetic energy at absolute zero.<br />

• Absolute zero has never been produced in the<br />

laboratory.<br />

• Reference table A<br />

7


2/15/20<strong>13</strong><br />

◦ Average Kinetic Energy and Kelvin Temperature<br />

• The Kelvin temperature <strong>of</strong> a substance is directly<br />

proportional to the average kinetic energy <strong>of</strong> the<br />

particles <strong>of</strong> the substance.<br />

• In this vacuum chamber, scientists cooled sodium<br />

vapor to nearly absolute zero.<br />

8


2/15/20<strong>13</strong><br />

Hot lava oozes and flows,<br />

scorching everything in its<br />

path, and occasionally<br />

overrunning nearby houses.<br />

When the lava cools, it<br />

solidifies into rock. The<br />

properties <strong>of</strong> liquids are<br />

related to intermolecular<br />

interactions. You will learn<br />

about some <strong>of</strong> the properties<br />

<strong>of</strong> liquids.<br />

A Model for Liquids<br />

◦ What factors determine the physical properties <strong>of</strong> a<br />

liquid?<br />

9


2/15/20<strong>13</strong><br />

• Substances that can flow are referred to as fluids. Both<br />

liquids and gases are fluids.<br />

◦ The interplay between the disruptive motions <strong>of</strong><br />

particles in a liquid and the attractions among the<br />

particles determines the physical properties <strong>of</strong><br />

liquids.<br />

10


2/15/20<strong>13</strong><br />

Evaporation<br />

◦ What is the relationship between evaporation and<br />

kinetic energy?<br />

• The conversion <strong>of</strong> a liquid to a gas or vapor is called<br />

vaporization.<br />

• When such a conversion occurs at the surface <strong>of</strong> a liquid<br />

that is not boiling, the process is called evaporation.<br />

• In an open container, molecules that evaporate can<br />

escape from the container.<br />

11


2/15/20<strong>13</strong><br />

• In a closed container, the molecules cannot escape.<br />

They collect as a vapor above the liquid. Some<br />

molecules condense back into a liquid.<br />

◦ During evaporation, only those molecules with a<br />

certain minimum kinetic energy can escape from<br />

the surface <strong>of</strong> the liquid.<br />

12


2/15/20<strong>13</strong><br />

Vapor Pressure<br />

◦ When can a dynamic equilibrium exist between a<br />

liquid and its vapor?<br />

• Vapor pressure is a measure <strong>of</strong> the force exerted by a<br />

gas above a liquid.<br />

<strong>13</strong>


2/15/20<strong>13</strong><br />

◦ In a system at constant vapor pressure, a dynamic<br />

equilibrium exists between the vapor and the liquid.<br />

The system is in equilibrium because the rate <strong>of</strong><br />

evaporation <strong>of</strong> liquid equals the rate <strong>of</strong><br />

condensation <strong>of</strong> vapor.<br />

◦ Vapor Pressure and Temperature Change<br />

• An increase in the temperature <strong>of</strong> a contained liquid<br />

increases the vapor pressure.<br />

• The particles in the warmed liquid have increased kinetic<br />

energy. As a result, more <strong>of</strong> the particles will have the<br />

minimum kinetic energy necessary to escape the surface<br />

<strong>of</strong> the liquid.<br />

14


2/15/20<strong>13</strong><br />

◦ Vapor Pressure Measurements<br />

• The vapor pressure <strong>of</strong> a liquid can be determined with<br />

a device called a manometer.<br />

15


2/15/20<strong>13</strong><br />

Boiling Point<br />

◦ Under what conditions does boiling occur?<br />

◦ When a liquid is heated to a temperature at<br />

which particles throughout the liquid have<br />

enough kinetic energy to vaporize, the liquid<br />

begins to boil.<br />

◦ The temperature at which the vapor pressure<br />

<strong>of</strong> the liquid is just equal to the external<br />

pressure on the liquid is the boiling point (bp).<br />

◦ Boiling Point and Pressure Changes<br />

• Because a liquid boils when its vapor pressure is<br />

equal to the external pressure, liquids don’t always<br />

boil at the same temperature.<br />

• At a lower external pressure, the boiling point<br />

decreases.<br />

• At a higher external pressure, the boiling point<br />

increases.<br />

16


2/15/20<strong>13</strong><br />

• Altitude and Boiling Point<br />

Ref. table H<br />

17


2/15/20<strong>13</strong><br />

◦ Normal Boiling Point<br />

• Because a liquid can have various boiling points<br />

depending on pressure, the normal boiling point is<br />

defined as the boiling point <strong>of</strong> a liquid at a pressure <strong>of</strong><br />

101.3 kPa.<br />

18


2/15/20<strong>13</strong><br />

In 1985, scientists<br />

discovered a new form <strong>of</strong><br />

carbon. They called this<br />

form <strong>of</strong> carbon<br />

buckminsterfullerene, or<br />

buckyball for short. You will<br />

learn how the arrangement<br />

<strong>of</strong> particles in solids<br />

determines some general<br />

properties <strong>of</strong> solids.<br />

A Model for Solids<br />

◦ How are the structure and properties <strong>of</strong> solids<br />

related?<br />

◦ The general properties <strong>of</strong> solids reflect the orderly<br />

arrangement <strong>of</strong> their particles and the fixed<br />

locations <strong>of</strong> their particles.<br />

◦ The melting point (mp) is the temperature at which<br />

a solid changes into a liquid.<br />

19


2/15/20<strong>13</strong><br />

Crystal Structure and Unit Cells<br />

◦ What determines the shape <strong>of</strong> a crystal?<br />

◦ In a crystal, the particles are arranged in an orderly,<br />

repeating, three-dimensional pattern called a<br />

crystal lattice.<br />

The shape <strong>of</strong> a crystal<br />

reflects the arrangement<br />

<strong>of</strong> the particles within the<br />

solid.<br />

◦ Crystal Systems<br />

• A crystal has sides, or faces. Crystals are classified into<br />

seven crystal systems.<br />

20


2/15/20<strong>13</strong><br />

• These minerals show four out <strong>of</strong> the seven crystal<br />

systems.<br />

• The smallest group <strong>of</strong> particles within a crystal that<br />

retains the geometric shape <strong>of</strong> the crystal is known as a<br />

unit cell.<br />

• A crystal lattice is a repeating array <strong>of</strong> any one <strong>of</strong> fourteen<br />

kinds <strong>of</strong> unit cells.<br />

• There are from one to four types <strong>of</strong> unit cells that can be<br />

associated with each crystal system.<br />

21


2/15/20<strong>13</strong><br />

• Three kinds <strong>of</strong> unit cells can make up a cubic crystal<br />

system.<br />

◦ Allotropes<br />

• Allotropes are two or more different molecular forms<br />

<strong>of</strong> the same element in the same physical state.<br />

• Allotropes have different properties because their<br />

structures are different.<br />

• Only a few elements have allotropes.<br />

22


2/15/20<strong>13</strong><br />

• Carbon Allotropes<br />

◦ Non-Crystalline Solids<br />

• An amorphous solid lacks an ordered internal<br />

structure.<br />

• Rubber, plastic, asphalt, and glass are amorphous solids.<br />

• A glass is a transparent fusion product <strong>of</strong> inorganic<br />

substances that have cooled to a rigid state without<br />

crystallizing.<br />

23


2/15/20<strong>13</strong><br />

Familiar weather events can<br />

remind you that water exists on<br />

Earth as a liquid, a solid, and a<br />

vapor. As water cycles through<br />

the atmosphere, the oceans,<br />

and Earth’s crust, it undergoes<br />

repeated changes <strong>of</strong> state. You<br />

will learn what conditions can<br />

control the state <strong>of</strong> a<br />

substance.<br />

Sublimation<br />

◦ When can sublimation occur?<br />

◦ The change <strong>of</strong> a substance from a solid to a vapor<br />

without passing through the liquid state is called<br />

sublimation.<br />

◦ Sublimation occurs in solids with vapor pressures<br />

that exceed atmospheric pressure at or near room<br />

temperature.<br />

24


2/15/20<strong>13</strong><br />

• When solid iodine is heated,<br />

the crystals sublime, going<br />

directly from the solid to<br />

the gaseous state. When the<br />

vapor cools, it goes directly<br />

from the gaseous to the<br />

solid state. This is called<br />

deposition.<br />

Phase Diagrams<br />

◦ How are the conditions at which phases are in<br />

equilibrium represented on a phase diagram?<br />

◦ A phase diagram is a graph that gives the<br />

conditions <strong>of</strong> temperature and pressure at which a<br />

substance exists as solid, liquid, and gas (vapor).<br />

◦ The conditions <strong>of</strong> pressure and temperature at<br />

which two phases exist in equilibrium are indicated<br />

on a phase diagram by a line separating the phases.<br />

25


2/15/20<strong>13</strong><br />

• The triple point describes the only set <strong>of</strong> conditions at<br />

which all three phases can exist in equilibrium with<br />

one another.<br />

26

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!