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Light, Quantitized Energy & Quantum Theory EQ: What does the Modern Atom look like? CVHS Chemistry Ch 5.

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Presentation on theme: "Light, Quantitized Energy & Quantum Theory EQ: What does the Modern Atom look like? CVHS Chemistry Ch 5."— Presentation transcript:

1 Light, Quantitized Energy & Quantum Theory EQ: What does the Modern Atom look like?
CVHS Chemistry Ch 5

2 Problems w/ Rutherford’s model
Didn’t explain: Where Electrons were Why Electrons didn’t fall into + charged Nucleus Chemical Behavior of different elements

3 Flame Tests

4 Wave Nature of Light Amplitude: wave height from origin (vertical center) to crest or trough Wavelength (λ) Measured from crest to crest or trough to trough The wavelength of light is usually expressed in nanometers (1 nm = 1 x 10–9 m).

5 Wave Nature of Light Frequency (n): nu
# of waves that pass a given point per second Hz (/s) In calculations, frequency is expressed with units of “waves per second,” or (s–1) where the term “waves” is understood

6 Plank & The Quantum Concept
matter can gain or lose energy only in small, specific amounts called quanta. That is, a quantum is the minimum amount of energy that can be gained or lost by an atom.

7 Photoelectric Effect In the photoelectric effect, electrons, called photoelectrons, are emitted from a metal’s surface when light of a certain frequency shines on the surface. Further, Einstein proposed The photon of light must have enough energy to bump the electron off the metal

8 Atomic Emission Spectra
The atomic emission spectrum of an element is the set of frequencies of the electromagnetic waves emitted by atoms of the element Each emission spectra is unique, like a fingerprint

9 Bohr’s Model of the Atom
Since Energy is quantitized (Planck & Einstein) atoms only have 1 allowable energy state Ground State: Lowest Energy state Excited State: Energy added above ground state Energy state is related to location of electron around nucleus Ground state: Close to nucleus Excited state: Away from nucleus Farther away = More Energy

10 Louis de Broglie’s Atom
Treated electrons orbit as a wave NOTICE: Waves have mass!

11 Heisenberg Uncertainty Principle
Measuring the location or velocity of an electron changes the location and velocity of the electron The Heisenberg uncertainty principle Can’t know velocity & same time

12 Physicist Erwin Schrödinger (1926) & Wave Equations
Treated the electron as a wave Aka: quantum mechanical model Seemed to apply to all atoms, not just hydrogen like Bohr’s model Puts electrons in distinct energy levels but doesn’t describe its path around the nucleus Atomic Orbital: 3-D region that describes an electrons most probable location around the nucleus Sort of a fuzzy cloud The circle represents the 90% probability area for finding an electron

13 Quantum Numbers Principal Quantum Number (n)
Distance from the nucleus The # of sublevels found in an energy level is equal to the number of the energy level Energy Sublevels: describe by the shape of the atom’s orbitals s, spherical (1) p, peanut or dumbell (3) d, daisy (variable) (5) f, flower (variable) (7)

14 Energy Levels & Sublevels
Electrons w/in the same energy level but in different sublevels have similar amounts of energy Sublevels s, p, d, f s has the lowest energy & f has the highest energy Each energy level has the # of sublevels equal to the number of the energy level Energy level 1 has 1s Energy level 2 has 2s & 2p Energy level 3 has 3s & 3p & 3d Which orbital would it take the most energy to travel around? F because it’s so complex

15 Electron Configurations
A specific # of electrons can fit into each sublevel s Holds 2 electrons p Holds 6 electrons d Holds 10 electrons f Holds 14 electrons

16 Rules for Electrons Aufbau Principle: Electrons fill the lowest energy levels first Hund’s Rule: At any sublevel, electrons go into orbitals one at a time until they have no choice but to pair. Pauli Exclusion Principle: Any 2 e- in the same orbital must spin in opposite directions.

17 Electron Configurations
Electrons fill energy levels and sublevels in an orderly fashion w/ the lowest energy orbitals being filled first This creates the most stable electron configuration The shape of the modern periodic table is a direct result of the arrangement of electrons in the atom.

18 Electron Configurations
The periodic table is divided into blocks that show the sublevels and orbitals occupied by the electrons of the atoms. n represents the energy level and the sublevels are shown as well. Notice how d and f sublevels have lower energy levels than other atoms in their rows, this is because the pattern that the electrons have to move in is more complex than the s and p sublevels. So an atom will put electrons in a higher energy level s or p sublevel before it puts any electrons in the d sublevel

19 Blank Periodic table Take a moment to fill to fill out a blank periodic table

20 How to write an electron configuration
1. Find the symbol for the element 2. Write the symbol in brackets for the nearest smaller noble gas 3 Write the outer electron configuration for the remaining electrons.

21 Practice Electron Configurations
Li Be B C N O F Ne

22 Periodicity Write Noble gas configurations for: Be Mg Ca Sr Ba Ra Elements in same group or family have similar chemical properties Elements in same period have similar configurations Periodic table = periodicity: predictable patterns based on electron configurations.

23 Transition Elements Notice in the periodic table that calcium is followed by a group of ten elements beginning with scandium and ending with zinc These elements begin to fill the 3d sublevel d is very complex so electrons fill 4s and then 3d Metals so they lose electrons and become cations

24 Inner Transition Elements
Two rows at bottom of periodic table lanthanides (atomic numbers 58 to 71) actinides (atomic numbers 90 to 103) These two series are called inner transition elements because their last electron occupies inner-level 4f orbitals in the sixth period and the 5f orbitals in the seventh period

25 An easy way to remember how atoms fill orbitals & sublevels


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