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DaltonThomsomRuther- ford BohrWave Model Demcritus idea and the work of Boyle and Proust Discovery of the electrons with the CRT Rutherford’s gold foil.

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Presentation on theme: "DaltonThomsomRuther- ford BohrWave Model Demcritus idea and the work of Boyle and Proust Discovery of the electrons with the CRT Rutherford’s gold foil."— Presentation transcript:

1 DaltonThomsomRuther- ford BohrWave Model Demcritus idea and the work of Boyle and Proust Discovery of the electrons with the CRT Rutherford’s gold foil experiment Bright and black line spectra De Broglie proposal of particles as waves Matter is made of atoms. Atoms are tiny indivisible spheres. The atom contains negative particles (electrons) The atom has a tiny nucleus with a positive charge Electrons are in orbits like planets around the sun Electrons are in different levels of energy. Atoms can combine in small whole number ratios to form compounds The atoms are solid positive spheres with electrons embeded on it. The nucleus contains most of the mass of the atom and the electrons are around Electrons can emit or absorb energy and move to other orbits Electrons are in orbitals of different shapes moving randomly. Green = led to the model Red= wrong Blue = we believe it’s right

2 In the 1920’s Werner Heisenberg, Louis De Broglie and Erwin Schrödinger developed a different approach: Wave Mechanics or Quantum Mechanics. With the idea that electrons behave also as waves, they used the mathematics of waves to describe the energy of the electron. Shrödinger used the physical principles for describing standing waves to treat the electron.  E  Wave function of the coordinates x, y and z Set of mathematical operators Total energy of the atom (potential and kinetic) A specific wave function describes an orbital. Orbital: The 3-D region in the space where the electron is most likely to be found.

3 The electrons are moving randomly. They don’t follow a specific path. We now talk about the probability of finding the electron in a given region. The wave function describes the energy and spatial distribution available for an electron. Heisenberg uncertainty principle: there is a fundamental limitation to just how precise we can know both the position and the momentum of a particle at a given time.  x  (mv)  h 4  Ground state: Lowest energy state for the electrons in an atom Excited electrons can jump to other orbitals with higher energy when energy is absorbed.

4 Aufbau principle: As protons are added one by one to the nucleus to build up the elements, electrons are similarly added to the hydrogen like orbitals. Pauli exclusion principle: Two electrons in the same atom cannot have the same set of four quantum numbers. If they are in the same level of energy, same orbital of the same orientation the spin must be different (opposite). Hund’s rule: The lowest energy configuration for an atom is the one having the maximum number of unpaired electrons allowed by the Pauli exclusion principle in a particular set of degenerate orbitals. In addition, all of the unpaired electrons have parallel spins.

5 Atom : The smallest piece of an element that still has the properties of the element. (It contains protons, neutrons, electrons) Molecules : particles made of more than one atom chemically bonded. There are molecules of elements and molecules of compounds. http://www.chemistry.mcmaster.ca/faculty/bader/aim/aim_0.html Molecules of elements are made of the same type of atoms (H 2, O 2, N 2, F 2, Br 2, Cl 2, I 2, etc.) Molecules of compounds are made of different types of atoms covalently bonded (H 2 O, CO 2, C 12 H 22 O 11 ) Formula Units refer to the smallest ratio of ions in ionic compounds (NaCl, CaF 2 )

6 Particles in the Atom NameCharge MassMass in Kg Location Proton Positive +1 1 amu 9.11 x 10 -27 Nucleus Neutron No Charge1 amu 9.11 x 10 -27 Nucleus Electron Negative Negligi- ble 1/1837 9.11 x 10 -31 Surroundings (in orbitals)

7 Z= atomic number = # of protons A= mass number = # of protons + neutrons Don’t confuse mass number A with relative atomic mass A r The relative atomic mass A r is the mass of an atom relative to carbon 12. It has no units. It represents the average mass of all the isotopes. The mass number A is a whole number because it is equal to the number of protons plus the number of neutrons. #p= Z = # e# n = A- Z

8 Isotopes Isotopes: Atoms of the same element with different mass. They have the same value of Z but diffrent value of A. It means that they have the same number of protons but different mumber of neutrons. Examples: Cl-35 and Cl-37


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