Development of Atomic Models Democritus l Greek philosopher

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Development of Atomic Models

Development of Atomic Models

Democritus l Greek philosopher l 400 BC

Democritus l Greek philosopher l 400 BC

Question l Is there a limit to the number of times matter could be

Question l Is there a limit to the number of times matter could be divided?

Democritus Theory l Eventually, you would reach a piece that was “indivisible” l Named

Democritus Theory l Eventually, you would reach a piece that was “indivisible” l Named this smallest piece of matter “atomos, ” meaning “not to be cut. ”

Atomos § Small, hard particles. § Differ in shape and size for each substance

Atomos § Small, hard particles. § Differ in shape and size for each substance

Aristotle and Plato l All matter made up of combination of earth, fire, air

Aristotle and Plato l All matter made up of combination of earth, fire, air and water. Aristotle

The Four Elements? ? l This concept influenced early chemists called alchemists.

The Four Elements? ? l This concept influenced early chemists called alchemists.

Buried in History “Atomos” theory was ignored and forgotten for more than 2000 years!

Buried in History “Atomos” theory was ignored and forgotten for more than 2000 years!

John Dalton (early 1800’s) l Performed careful scientific experiments. l Coined the term “atom”.

John Dalton (early 1800’s) l Performed careful scientific experiments. l Coined the term “atom”.

Dalton’s Atomic Theory l Matter is made of tiny indivisible particles called atoms. l

Dalton’s Atomic Theory l Matter is made of tiny indivisible particles called atoms. l Atoms of an element are alike, and different from atoms of other elements.

Dalton’s Atomic Theory l Compounds are atoms of different elements combined in fixed proportions.

Dalton’s Atomic Theory l Compounds are atoms of different elements combined in fixed proportions. l Chemical reactions involve rearrangement of atoms. l Atoms cannot be created or destroyed, but are conserved.

Pages from Dalton’s Journal

Pages from Dalton’s Journal

Hard Spheres Dalton’s model is called the “Hard Spheres Model”

Hard Spheres Dalton’s model is called the “Hard Spheres Model”

JJ Thomson (1897)

JJ Thomson (1897)

Thomson’ Experiments l Studied “cathode rays” (electric current) in a “Crooke’s Tube”. l Fluorescent

Thomson’ Experiments l Studied “cathode rays” (electric current) in a “Crooke’s Tube”. l Fluorescent screen, shows how ray behaved in a magnetic field.

Cathode Rays were negatively charged

Cathode Rays were negatively charged

Cathode Rays were particles

Cathode Rays were particles

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JJ is Awesome l Concluded the negative “cathode ray” particles came from within atoms.

JJ is Awesome l Concluded the negative “cathode ray” particles came from within atoms. l Discovered the first subatomic particle (electron).

What about the Positive? l But…matter is neutral. l Must be a positive charge

What about the Positive? l But…matter is neutral. l Must be a positive charge in the atom to balance the negative.

Plum Pudding Model l Positively charged sphere with negatively charged particles scattered throughout.

Plum Pudding Model l Positively charged sphere with negatively charged particles scattered throughout.

Yummy…

Yummy…

Ernest Rutherford (1908) l Physicist who worked with the new field of radioactive emissions.

Ernest Rutherford (1908) l Physicist who worked with the new field of radioactive emissions.

Different Types of Radiation l Used a magnetic field to determine there were three

Different Types of Radiation l Used a magnetic field to determine there were three types of radiation. l Alpha (α) Beta (β) Gamma (γ) l l

Charges of Radiation l The radiation had different charges. Identify the charge each type

Charges of Radiation l The radiation had different charges. Identify the charge each type of radiation has.

Gold Foil Experiment l Shot alpha particles, at a very thin piece of gold

Gold Foil Experiment l Shot alpha particles, at a very thin piece of gold foil. l These particles have a positive charge l Fluorescent screen shows where the particles went.

l Observation: Almost all alpha particles passed straight through the gold foil. l Conclusion:

l Observation: Almost all alpha particles passed straight through the gold foil. l Conclusion: Most of the atom’s volume is empty space.

l Observation: A few alpha particles were deflected at an angle or bounced back.

l Observation: A few alpha particles were deflected at an angle or bounced back. l Conclusion: Atoms have a very small, dense positively charged nucleus.

Nucleus is extremely small compared to the size of the atom as a whole.

Nucleus is extremely small compared to the size of the atom as a whole. l Deflections happened rarely (1/8000). l

The Nuclear Model Rutherford’s Model is called the “Nuclear Model”

The Nuclear Model Rutherford’s Model is called the “Nuclear Model”

Comparison to Thomson l Positively charge contained in nucleus. l Negatively particles scattered outside

Comparison to Thomson l Positively charge contained in nucleus. l Negatively particles scattered outside nucleus. l Not dispursed evenly.

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Niels Bohr (1913) l Came up with the “Planetary Model”

Niels Bohr (1913) l Came up with the “Planetary Model”

Bohr’s Theory l Electrons circle nucleus in specific energy levels or “shells”. l The

Bohr’s Theory l Electrons circle nucleus in specific energy levels or “shells”. l The higher the “energy level” the higher the electron’s energy.

Energy Levels l Different energy levels can contain different numbers of electrons.

Energy Levels l Different energy levels can contain different numbers of electrons.

How many per level? l n = the number of the energy level 2

How many per level? l n = the number of the energy level 2 2 n = the total number of electrons an energy level can hold. Ex: Level 3 can hold 2(3)2 = 18 electrons

Draw a Bohr Atom l Ex: The Fluorine Atom (F) l Protons =9 l

Draw a Bohr Atom l Ex: The Fluorine Atom (F) l Protons =9 l Neutrons = 10 l Electrons = 9 l How many energy levels do you draw? l How many electrons in each level?

Draw a Bohr Ion l They only difference is that one or more electrons

Draw a Bohr Ion l They only difference is that one or more electrons gets added or taken out of the outer energy level. l Ex: The Magnesium Ion (Mg+2) l Protons = 12 l Neutrons = 12 l Electrons = 10

(+) Ions (cations) (+) ions are smaller Lost electron(s)

(+) Ions (cations) (+) ions are smaller Lost electron(s)

(-) Ions (anions) (-) ions are larger Gained electron(s)

(-) Ions (anions) (-) ions are larger Gained electron(s)

How Did Bohr Come Up With His Model? l Studied the spectral lines emitted

How Did Bohr Come Up With His Model? l Studied the spectral lines emitted by various elements (especially Hydrogen)

What are Spectral Lines? l Energy gets absorbed by an atom causing it to

What are Spectral Lines? l Energy gets absorbed by an atom causing it to emit a unique set of colored lines. l Used to identify what elements are present in a sample. (elemental “Fingerprint”)

Spectral Lines are Different for Each Element

Spectral Lines are Different for Each Element

http: //www. mhhe. com/physsci/chemistry/ essentialchemistry/flash/linesp 16. swf

http: //www. mhhe. com/physsci/chemistry/ essentialchemistry/flash/linesp 16. swf

What Causes Spectral Lines? Jumping Electrons!!

What Causes Spectral Lines? Jumping Electrons!!

Jumping Electrons l Electrons normally exist in the lowest energy level possible called the

Jumping Electrons l Electrons normally exist in the lowest energy level possible called the “ground state”. (stable) l “Ground state” e- configurations are written on the periodic table for each element. l Ex: Aluminum is 2 -8 -3 Calcium is 2 -8 -8 -2

An Electron Gets “Excited” Electrons can absorb a photon of energy and “jump up”

An Electron Gets “Excited” Electrons can absorb a photon of energy and “jump up” to a higher energy level farther from the nucleus. This is called the “excited state”. (unstable)

Jumping Electrons l They quickly “fall back down” to the ground state. (stable) l

Jumping Electrons l They quickly “fall back down” to the ground state. (stable) l They emit a photon of energy that corresponds to how far they jumped.

l This photon of energy is seen as a spectral line! l Each spectral

l This photon of energy is seen as a spectral line! l Each spectral line corresponds to a specific photon of energy that is released.

REMEMBER Absorb Energy Jump Up Emit Energy Fall Down

REMEMBER Absorb Energy Jump Up Emit Energy Fall Down

Electromagnetic Spectrum l Spectral lines can come from all areas of the EM Spectrum.

Electromagnetic Spectrum l Spectral lines can come from all areas of the EM Spectrum. l Lines of visible colors make up only a small part of the spectrum.

l EM waves carry different amounts of energy based upon their wavelength and frequency.

l EM waves carry different amounts of energy based upon their wavelength and frequency. Which wave has higher energy?

l http: //www. upscale. utoronto. ca/PVB/Harris on/Bohr. Model/Flash/Bohr. Model. html

l http: //www. upscale. utoronto. ca/PVB/Harris on/Bohr. Model/Flash/Bohr. Model. html

Calculating the Energy of a Spectral Line STEP 1: If you know the wavelength

Calculating the Energy of a Spectral Line STEP 1: If you know the wavelength of the spectral line you can find it’s frequency. c=λxү c = the speed of light = 3 x 108 meters/sec λ = wavelength (in meters) ү = frequency of the wave

Calculating the Energy of a Spectral Line STEP 2: Using the frequency find the

Calculating the Energy of a Spectral Line STEP 2: Using the frequency find the energy of the line (in Joules) E=hxү E = energy in Joules h = Planck's constant = 6. 63 × 10 -34 kg x m 2 / sec ү = frequency of the wave

Electron Cloud Model

Electron Cloud Model

Electron Cloud Model l Sometimes called: l l Wave Mechanical Model Quantum Mechanical Model

Electron Cloud Model l Sometimes called: l l Wave Mechanical Model Quantum Mechanical Model Orbital Model Charge Cloud Model

How is it Different from the Planetary Model? Heisenberg’s Uncertainty Principle: It is impossible

How is it Different from the Planetary Model? Heisenberg’s Uncertainty Principle: It is impossible to know the exact location and momentum of an electron at the same time. l We can’t tell exactly where an electron is!!

l Electrons exist in “orbital clouds” l The denser the region of the cloud

l Electrons exist in “orbital clouds” l The denser the region of the cloud the higher the probability of finding an electron there.

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l http: //youtu. be/45 KGS 1 Ro-sc

How are Electrons Organized? Electron Hotel

How are Electrons Organized? Electron Hotel

Energy Levels (1 -7) l Electrons can be at different distances from the nucleus.

Energy Levels (1 -7) l Electrons can be at different distances from the nucleus. l Energy 1 Levels 2 3 Lowest energy Closest to nucleus 4 5 6 7 Highest energy Farthest from Nucleus

Sublevels (s, p, d, f) l Each energy level can have a certain number

Sublevels (s, p, d, f) l Each energy level can have a certain number of sublevels. Energy Level Sublevels Possible 1 s 2 s, p 3 s, p, d 4 s, p, d, f 5 s, p, d, f, (g) 6 s, p, d, f, (g, h) 7 s, p, d, f, (g, h, i)

Energy of Sublevels l Sublevels have different levels of energy. s Lowest energy p

Energy of Sublevels l Sublevels have different levels of energy. s Lowest energy p d f Highest energy

Orbitals in Sublevels l Each sublevel contains a different number of orbitals. l A

Orbitals in Sublevels l Each sublevel contains a different number of orbitals. l A maximum of two electrons can exist in an orbital. Sublevel s p d f # of Orbitals 1 3 5 7 Max e- in Sublevel 2 e 6 e 10 e 14 e-

Electron Spin l Pauli Exclusion Principle: In order for two electrons to occupy the

Electron Spin l Pauli Exclusion Principle: In order for two electrons to occupy the same orbital, they must have opposite spins. l Electrons in an orbital spin in opposite directions

Shapes of Orbitals l Orbitals come in different shapes and sizes. l They are

Shapes of Orbitals l Orbitals come in different shapes and sizes. l They are the region of highest probability of finding an electron.

s Orbital Probability cloud has a spherical shape

s Orbital Probability cloud has a spherical shape

p Orbitals (px, py, pz) “Dumbell” shape Three p orbitals can exist, on the

p Orbitals (px, py, pz) “Dumbell” shape Three p orbitals can exist, on the x, y, z axis in space

d Orbitals l Five possible d orbitals exist

d Orbitals l Five possible d orbitals exist

f Orbitals l Seven possible f orbitals exist

f Orbitals l Seven possible f orbitals exist