Set 2 – Chemistry

Flashcard maker : Henry Lowe

 

  1.Dalton

2.Thomson

3.Rutherford

4.Bohr

 

1.Dalton’s Atomic Theory

-All matter is made of atoms. Atoms are indivisible and indestructible.

-All atoms of a given element are identical in mass and properties

-Compounds are formed by a combination of two or more different kinds of atoms.

-A chemical reaction is a rearrangement of atoms

2.Plum Pudding

-An atom consists of a sphere of positive charge with negatively charged electron embedded in it,

;-The positive and the negative charges in an atom are equal in magnitude, due to which an atom is electrically neutral. It has no over all negative or positive charge.

3.

-Protons in the nucleus and the electrons orbited around the nucleus.

4.

-Electrons orbit the nucleus in orbits that have a set size and energy

-The energy of the orbit is related to its size. The lowest energy is found in the smallest orbit

-Radiation is absorbed or emitted when an electron moves from one orbit to another.

;

;

Structure of the Atom

Most-empty space.

The rest-positively charged nucleus of protons and neutrons surrounded by negatively charged electrons.

The center-nucleus

Atomic Spectra

The range of characteristic frequencies of electromagnetic radiation that are readily absorbed and emitted by an atom.

The atomic spectrum of each chemical element is unique and is largely responsible for the color of matter. Atomic spectra can also be analyzed to determine the composition of objects.

Diamagnetic v. Paramagnetic

;

diamagnetic is an element with no unpaired electrons

ex. Neon is 2s2 2p6 so it is diamagnetic

Paramagnetic is an element with unpaired electrons

ex.oxygen is 2s2 2p4(unpaired e- according to Hund’s rule)

Electron Configurations

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

Exceptions to Electron Configurations

Exceptions to Electron Configuration Trends

Period 4:

Period 5:

Chromium: Z:24 [Ar] 3d54s1

Niobium: Z:41 [Kr] 5s1 4d4

Copper: Z:27 [Ar] 3d104s1

Molybdenum: Z:42 [Kr] 5s1 4d5

 

Ruthenium: Z:44 [Kr] 5s1 4d7

 

Rhodium:  Z:45 [Kr] 5s1 4d8

 

Palladium: Z:46 [Kr] 4d10

 

Silver: Z:47 [Kr] 5s1 4d10

 

 

Period 6:

Period 7:

Lanthanum: Z:57 [Xe] 6s2 5d1

Actinium: Z:89 [Rn] 7s2 6d1

Cerium: Z:58 [Xe] 6s2 4f1 5d1

Thorium: Z:90 [Rn] 7s2 6d2

Gadolinium: Z:64 [Xe] 6s2 4f7 5d1

Protactium: Z:91 [Rn] 7s2 5f2 6d1

Platinum: Z:78 [Xe] 6s1 4f14 5d9

Uranium: Z:92 [Rn] 7s2 5f3 6d1

Gold: Z:79 [Xe] 6s2 4f14 5d10

Neptunium: Z:93 [Rn] 7s2 5f4 6d1

 

Curium: Z:96 [Rn] 7s2 5f2 6d1

 

Lawrencium: Z:103 [Rn] 7s2 5f14 7p1

Ionization Energy

Electronegativity

 

 

 

Ionization Energy is the energy required to remove the outermost electron from a gaseous atom.

Decreasing atomic radius is a result of the same cause of increasing ionization energy: increased nuclear charge with negligible electron shielding from samelevel electrons pulls valence electrons in more tightly, making it harder to remove them, therefore ionization energy increases as you move to the right on the periodic table.

 

Electronegativity is a measure of the tendency of an atom to attract a bonding pair of electrons.

 

 

 

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