Chapter Six Electronic structure

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CHAPTER SIX ELECTRONIC STRUCTURE Jay Adams—Fall 2007

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Chapter Six Electronic structure. Jay Adams—Fall 2007. What this chapter is about:. The makeup of the atom. We know that the differences between atoms are based on the number of protons. We also know that the # of electrons is equal to the # of protons in a neutral atom. - PowerPoint PPT Presentation

Transcript of Chapter Six Electronic structure

Page 1: Chapter Six Electronic structure

CHAPTER SIXELECTRONIC STRUCTURE

Jay Adams—Fall 2007

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What this chapter is about:

The makeup of the atom. We know that the differences between

atoms are based on the number of protons.

We also know that the # of electrons is equal to the # of protons in a neutral atom.

This chapter considers how those electrons behave, and where in the atom they are located.

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What you’ll learn:

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Background--

Light exists as a wave:

Wavelength (λ)is defined as the distance between two peaks or troughs.

Frequency (v) is defined as the number of cycles of a wave in a given time (usually cycles / second, or Hertz.)

The speed of a wave can be found using these two quantities. (λ) (v) = c

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More background:

The speed of light (c) is found to be 2.998 x 108 m/s.

The light that you see is only a part of the entire spectrum of light. You can see charcoal glow red, but you can’t see the heat that comes off of it.

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The Light Spectrum

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What we now know

We used to think that light was a continuous wave.

Max Planck proved (you don’t want to know how) that light was actually a wave of photons.

These photons are “spit out” at varying energy levels [explain] . The energy of a photon can be determined by the equation E = (h)(v) or E = (h)(c/λ)

H is known as Planck’s constant, and it is 6.626 x 10-

34 J * s The Joule is the standard unit of energy we will use in

this chapter Notice that energy is inversely related to wavelength.

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Atomic spectra

You’ve seen a prism. It was Newton who confirmed that light emanating from the sun could be broken down into its components.

When broken down, it gives a continuous spectrum (see previous slide or page 133)

Light given off by gaseous elements is different. Rather than being continuous, it is given off in discrete lines.

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What the????

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What do line spectra mean?

First of all, they mean that the elemental gases only give off light at specific, rather than continuous, wavelengths.

This means further that they only give off light at specific energies (Planck’s equation)

Since we know that photons are “spit out” only at specific energies, we say that the energy levels in an atom are quantized

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Quantized?

Imagine a 10 ft tall ramp:

Now imagine a set of 10 one-foot stairs:

On the ramp, you can slide from one level to the next. You can get to 6.5 feet. But on the stairs, you have to pick. You can be at five feet, or six feet. This is because the stairs are quantized—each stair is associated with a specific quantity of height.

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The quantum model

The problem with Bohr’s model has to do with uncertainty.

Heisenberg states that we can know either a particle’s energy or position, but we cannot know both simultaneously.

Think: if we stop a particle to look at it, we don’t know how it got there. But if we watch a particle move, we can’t measure it.

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Uncertainty in real life:

Driving directions to Wal-Mart 20.2 mi – about 27 mins

Driving directions to Disney World 534 mi – about 9 hours 13 mins

Consider the time: what could account for the difference?

What about the distance? Does that change?

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continued

Since we don’t know exactly how the electrons move, we can’t state with certainty that they move along a track.

We know say that electrons exist in orbitals, 4-d areas around the nucleus where we are most likely to find them. The four dimensions are x, y, z, and the probability that an electron inhabits that region.

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So where are the electrons?

Energy levels>sublevels (s,p,d,f)>orbitals (x,y,z) > electrons

There are never more than 2 electrons in any orbital.

S orbitals, the simplest, are spherical. Therefore, any s level can only hold 2 electrons

See page 80

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P orbitals

The P sublevel contains three separate dumbbell-shaped orbitals: x, y, and z

Because it contains three orbitals, the entire sublevel can hold a total of 6 electrons

The sum of these orbitals can be seen on page 80 of your book

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Sublevel d

D sublevels contain five separate clover-leaf orbitals:

Because of five orbitals, the d level can hold 10 electrons.

The sum of these orbitals can be seen on page 80 of your book

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Sublevel f

The f sublevel is basically too complex to depict pictorially.

It contains seven orbitals, and, therefore, how many electrons?

14…good if you got it. Remember…these levels and orbitals are

NOT something we’ve observed. They are models we’ve guessed at to explain behavior.

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Capacities of energy levels

Principal energy level

Sublevels Orbitals in each sublevel

Electron capacity of each sublevel

Total electron capacity

1S 1 2

2

2S

P

1

3

2

6 8

3S

P

D

1

3

5

2

6

10

18

4S

P

D

F

1

3

5

7

2

6

10

14

32

5S

P

D

F

1

3

5

7

2

6

10

14

32

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Energies of sublevels

In general…the farther an orbital or level is from the nucleus, the higher its energy.

The 1s sublevel has the least energy. Everything makes sense until you get to

3p…for some reason, you don’t go to 3d next…4s comes first.

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Sublevel ordering

7s 7p6s 6p 6d5s 5p 5d 5f4s 4p 4d 4f3s 3p 3d2s 2p1s

If you’ll draw them out like this, you’ll never ever get them wrong. It’s impossible, unless you do something boneheaded

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How to build an atom

The Aufbau principle states that the electron arrangement of an atom is determined by adding electrons to a smaller atom

Therefore, if you know how many electrons there are in a mystery atom, you can draw the electron configuration perfectly …and if you know the charge, you can identify the atom.

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Hydrogen and Carbon Pauli’s exclusion principle states that

each orbital can only contain two electronw with opposing “spins”

Hydrogen has 1 electron. Therefore, hydrogen’s electron configuration is simple: 1s1

Carbon, on the other hand, has 6 electrons. Using my diagonal rule, though, it’s easy to determine its electron configuration: 1s22s22p2

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Filling multiple orbitals

The p-block has three orbitals: x, y, and z. How do we know which orbitals get which electrons?

Hund’s rule states that, as orbitals fill, each orbital gets one electron before any get two. This is because electrons repel each other and energy must be held to a minimum.

An atom with four valence electrons in 2p-orbitals looks like this: 2px22py12pz1 , not this: 2px22py22pz0

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Do you get it?

Give the electron configuration of manganese (25 electrons).

1s22s22p63s23p64s23d5

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Quantum numbers: electron description

Electron configuration is a description of an atom. Each type of atom has a unique electron configuration.

Quantum numbers work the same way for electrons. They are a means to quantify and describe particular electrons.

N is the first quantum number. It describes the principal energy level of the electron in question. As far as you’re concerned, it can go from 1-7.

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More quantum numbers

L, the second number, identifies the type of sublevel in which an electron exists—0(s), 1(p), 2 (d), or 3 (f)

M, the third number, identifies the specific orbital in which an electron exists. It can range from –m to +m.

Ms, the fourth number, identifies the “spin” of the electron: +1/2 or -1/2

Remember Pauli: no two electrons can have the same four quantum numbers in an atom.

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Identifying atoms Atomic number=number of protons in

an atom. This is the principal way we identify atoms, because it never changes.

Mass #=number of protons + number of neutrons. The number of neutrons is variable for any atom. More neutrons = more mass.

Atoms with numbers of neutrons differing from the most common are called isotopes

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Isotopes and averages Example: 92.58 % of naturally occurring

lithium is Li-7. However, that means there’s 7.42 % out

there with some other mass (Li-6). How do we know how much lithium

weighs? We use a weighted average: (.0742)

(6.015)+(.9258)(7.016)=6.941 amu This is similar to grading your work.

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Valence electrons

Valence is a special, fancy, scientific name that means “outside”

Valence electrons are important because, as the electrons feeling the least pull from the positively charged nucleus, they are the most likely to be involved in bonding with other molecules.

How many valence electrons? Hydrogen Carbon Oxygen

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Electron Dot Symbols

Also called Lewis structures A way to visualize an atom’s valence

electrons The first two electrons go on as a pair;

any remaining go one at a time:

Mg S Ar

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Ions: charged atoms

Anion= A Negative ION Cation= (I know it’s cheesy) C A + ION The important thing: adding electrons

makes an atom negative; taking them away makes an atom positive.

How many electrons would C+2 have? What about O-3

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HOMEWORK

Terms: atom, model, electron-neutron, quantized, orbital, sublevel, electron configuration, mass number, atomic number, isotope, valence electron, ion, cation, anion

Questions: 2, 5-10, 12-18, 20-24