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Chapter 4 Electrons in Atoms Section 4.2. Development of the Atom  Originally described as the smallest particles of matter  Discoveries of electrons,

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Presentation on theme: "Chapter 4 Electrons in Atoms Section 4.2. Development of the Atom  Originally described as the smallest particles of matter  Discoveries of electrons,"— Presentation transcript:

1 Chapter 4 Electrons in Atoms Section 4.2

2 Development of the Atom  Originally described as the smallest particles of matter  Discoveries of electrons, protons, and neutrons destroyed the idea of an indivisible atom

3 Development of the Atom  Where are the electrons?  Niels Bohr developed a model for the hydrogen atom  Electrons are in definite fixed orbits Energy levels

4 Development of the Atom The amount of energy the electron possess depends on its distance from the nucleus. The further away from the nucleus the more energy the electron possess.

5 Development of the Atom  Bohr’s Model worked perfectly for hydrogen but failed with any atom that had more than one electron  Back to the drawing board…

6 Schrodinger Wave Equation  Electrons have dual wave-particle nature  Developed an equation that treated electrons like waves  Only waves of specific energies, and therefore frequencies, provided solutions to the equation.

7 Heisenberg Uncertainty Principle  There is a fundamental limitation to how precisely both the position and the momentum of an electron can be known.  Together with Schrodinger’s wave equation a new model of the atom was developed.

8 The Quantum Mechanical Model  Quantum Mechanics describes the motion of small particles confined to a tiny region of space.  The exact position of an electron at any given instant is not specified  The exact path that the electron takes can not be specified

9  Its all about probability!  The electron is found inside a blurry “electron cloud”  An area where there is a chance of finding an electron. The Quantum Mechanical Model

10  The electron does not travel around the nucleus in neat orbits of fixed energy like Bohr proposed.  The exist in certain regions called orbitals.  An orbital is a 3-D region around the nucleus that indicates the probable location of an electron.

11 Atomic Orbitals  Atomic orbitals have different shapes and sizes.  More to come!

12 Atomic Orbitals and Quantum Numbers  According to Bohr, electrons of increasing energy occupy orbits farther and farther from the nucleus  Schrodinger’s equation also accounts for quantized energies for electrons

13 Atomic Orbitals and Quantum Numbers  Electrons energy level is not the only characteristic of an orbital that is indicated by solving Schrodinger’s Eq.  Quantum numbers specify the properties of atomic orbitals and the properties of electrons in orbitals

14 Atomic Orbitals and Quantum Numbers  The first three quantum numbers result from solutions to Schrodinger’s equation.  They indicate the main energy level, the shape and orientation of an orbital.  The fourth indicates the spin direction of an electron.

15 Principal Quantum Number  indicates the main energy level occupied by the electron.  Positive integers 1,2,3,…  Symbol n  Larger n = more energy

16 Principal Quantum Numbers  Within each energy level the complex math of Schrödinger's equation describes several shapes.  These are called atomic orbitals  regions where there is a high probability of finding an electron.  The total number of orbital’s that exist in a main energy level is equal to n 2

17 Angular Momentum Quantum Number  indicates the shape of the orbital.  Symbol l  Except at E1, n = 1, orbitals of different shapes (sublevels) exist for a given value of n.

18 Angular Momentum Quantum Number  The number of orbital shapes possible is equal to n.  l = 0, 1, 2, … n-1 (all positive integers)

19 Shapes of Orbitals  n = 1 l = 0 one orbital s  n = 2 l = 0, 1 two orbitals s, p  n = 3 l = 0, 1, 2 three orbitals s, p, d

20  One s orbital for every energy level  Spherical shaped  Each s orbital can hold 2 electrons  Called the 1s, 2s, 3s, etc.. orbitals. S orbitals

21 P orbitals  Start at the second energy level  3 different directions  3 different shapes (dumbell)  Each can hold 2 electrons

22 P Orbitals All three p-orbitals

23 D orbitals  Start at the third energy level  5 different shapes  Each can hold 2 electrons

24 F orbitals  Start at the fourth energy level  Have seven different shapes  2 electrons per shape

25 F orbitals

26 Summary s p d f # of shapes Max electrons Starts at energy level 121 362 5103 7144

27 Magnetic Quantum Number  the orientation of the orbital in 3-D space. (x, y, z)  symbol m l  the values of m l range from – l to + l  Ex: n=1 l=0 m l =0 n=2l=0, 1m l = -1,0, 1 n=3 l= 0, 1, 2m l = ?

28 Spin Quantum Number  electrons are not stationary particles, they spin  symbol m s  they can only spin in two directions, clockwise and counterclockwise (designations we have assigned them)  the values of m s are +1/2 or – 1/2

29 The Address of an Electron  No two electrons have the same 4 quantum numbers.  what I know from the quantum numbers of an electron:  Ex:  1, 0, 0, +1/ 2

30 The Address of an Electron  n = 1  first principal energy level,  l = 0  s orbital,  m l = 0  encompasses all axis, x, y,& z  m s = + ½  spinning clockwise  Try this one  3, 1, -1, -1/2

31 3, 1, -1, -1/2  n = 3  third principal energy level,  l = 1  one of the p orbitals,  m l = -1  specifically the p x orbital  m s = - ½  spinning counterclockwise


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