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Modern Atomic Theory Review
A negatively charged particle located in the volume of space surrounding the nucleus of an atom.
A neutral particle located in the nucleus of an atom.
A positively charged particle located in the nucleus of an atom.
One or more atoms that has lost an electron(s).
A main group METAL will LOSE electrons to form a CATION with the same number of electrons as the nearest noble gas.
Elements that have unpredictable properties.
A main group NONMETAL will GAIN electrons to form an ANION with the same number of electrons as the nearest noble gas.
$$\sum_{n} \text{(fraction of isotope n) x (mass of isotope n)}$$
1.
Multiplying each isotopic mass of an element by its relative abundance.
2.
Adding the resulting masses of the isotopes together.
The mole is defined using the C-12 isotope.
One mole = number of atoms in exactly 12 g C-12.
12 g of C-12 = 1 mole of C-12 atoms = exactly \(6.02\)x\(10^{23}\) C-12 atoms
1 mole of carbon (C) \(6.02\)x\(10^{23}\) atoms = Avogadro's number
Generally good conductors of heat and electricity
Tend to lose electrons in a chemical reaction
Generally poor conductors of heat and electricity
Tend to gain electrons in a chemical reaction
Have properties of both metals and non-metals.
Elements that have predictable properties
Elements that have unpredictable properties.
Elements that are placed separately for a more compact periodic table. They have similar properties to the elements lanthanum and actinium.
Each column in the periodic table is called a group and numbered 1-18
Each row in the periodic table is called a row and numbered 1-7
Elements in a group have similar properties
The noble gasses in group 18 are relatively unreactive.
The likely position of an electron in an atom described by a probability distribution map.
Spin is intrinsic to all electrons, it is quantized, with only two orientations; spin up or spin down.
Value \(=+\frac{1}{2}\) OR \(-\frac{1}{2}\)
When:
n=1, l=0: 1s
n=2, l=0,1: 2s,2p
Orbital’s size and energy level of an electron.
A whole number 1,2,3,4…..
n increases with an electron’s energy and distance from the nucleus.
Each level is called a shell.
The shape of an orbital.
0,1,2,3,…,n-1
Each value for l is a subshell
Each number value of l is assigned a letter s,p,d,f,g….
When:
n=1, l=0: 1s
n=2, l=0,1: 2s,2p
Orientation of orbital in 3D space.
Value= integer values from –l…l.
There are 2(l)+1 values of \(m_{l}\) for each value of l.
Examples:
When:
l=0, \(m_{l}\) = 0
l=1, \(m_{l}\) = -1,0,1
2(0)+1=1 value of \(m_{l}\)
2(1)+1=3 values \(m_{l}\)
Values of (l) angular momentum | |
Number | Letter |
0 | s |
1 | p |
2 | d |
3 | f |
4 | g |
Building the World Review
The lowest whole integer numbers representing an atomic ratio of a molecule using a chemical description.
Empirical Formula of hydrogen peroxide: HO
A chemical description of the actual complete molecule.
Molecular Formula of hydrogen peroxide: \(H_{2}O_{2}\)
One mole is equal to \(6.022\) x \(10^{23}\) objects.
One mole of any compound is equal to the sum of the molar masses of all elements in the compound.
1 mole of carbon dioxide \(CO_{2}\) a mass of : \(12.01\,g + 16.00\,g + 16.00\,g = 44.01\,g\)
The periodic table is organized to help us determine useful information about elements. For example: atomic radius, electronegativity, and ionization energy. Learning periodic trends can help us understand why certain elements have the properties we observe.
The ability of a bonded atom to attract electrons
Moving down a column on the periodic table electronegativity decreases
Moving across a row on the periodic table electronegativity increases
The difference in electronegativity determines bond type
Electronegativity differences (ΔEN) for bonded atoms can be calculated by subtracting the least electronegative atom from the atom with the highest electronegativity.
For hydrochloric acid (HCl):
Electronegativity of Cl=3.0
Electronegativity of H=2.1
∆𝐄𝐍=𝟑.𝟎-𝟐.𝟏=𝟎.𝟗
Is the bonding radius determined from averaging measurements of many compounds and molecules
The bond length of a two bonded atoms is determined by adding their bond radii
Moving down a column on the periodic table the principle quantum number (n) of the outermost electrons increases, orbitals are larger, therefore the atomic radii are larger.
Moving across a row the electrons in the outermost shell feel the charge from the nucleus more strongly. Electrons are closer to the nucleus, orbitals are smaller, therefore the radii are smaller
The amount of energy required to remove one electron from an atom (or ion) in a gaseous state.
Moving down a column on the periodic table the principle quantum number (n) of the outermost electrons increase, orbitals are larger, therefore it takes less energy to remove an electron because they are farther from the nucleus.
Moving across a row the electrons in the outermost shell feel the charge from the nucleus more strongly, orbitals are smaller, therefore it takes more energy to remove an electron because they are closer to the nucleus.
Electrostatic attraction between positive and negative ions.
Bonding atoms are generally metals and non-metals.
Electron is transferred from one element to another.
Ionic Bonding in Sodium Chloride (NaCl)
Electron sharing between atoms.
Bonding atoms are nonmetals.
Electrons are equally shared by atoms.
Covalent Bonding in Hydrogen (H2)
Electron sharing between atoms.
Bonding atoms are nonmetals.
Electrons are unevenly shared between atoms.
Polar Covalent Bonding in Hydrogen Fluoride (HF)
(ΔEN) | Bond Type | Example |
0.0-0.4 | Covalent (no charge on atoms) | \(O_{2}\) Oxygen |
0.4-2.0 | Polar Covalent (partial charge on atoms) | CO Carbon Monoxide |
2.0 + | Ionic (full charge on ions) | KI Potassium Iodide |
Valence electrons are the electrons in the outermost shell of an atom.
The valence electrons are the electrons involved in chemical bonding between atoms.
The number of valence electrons an element has determines the chemical properties of that element.
Elements in a column (group) have the same number of valence electrons, this is why elements in a group have similar chemistry.
The valence electrons of a main group element are located in the outermost shell.
The valence electrons of a transition metal are located in the outermost d orbitals, as well as the outermost shell.
Representing the valence electrons of a main group element using dots surrounding the chemical symbol.
Chemical bonding is the attainment of a stable electron configuration through the sharing or transfer of electrons.
Lewis Theory uses the octet rule to predict bonding.
Lewis structures can be used to demonstrate bonding in molecules by showing atoms in a molecule sharing electrons to attain a full octet.
A full outer shell containing eight electrons.
A stable electron configuration can be attained with eight electrons in the outermost shell.
Bonding atoms will transfer or share electrons to satisfy the octet rule, each atom will have access to eight electrons in its outermost shell.
The octet rule can be used to predict how atoms bond.
This rule only works for the second period (row) of the periodic table.
Elements beyond the second row can access d or f orbitals, elements are larger and have more room for bonding.
Hyper-coordination: Elements beyond the second row (after Neon) can have expanded octets.
The octet rule is a useful tool for predicting bonding in molecules especially in organic chemistry.
Transformations of Matter Review
In a chemical reaction atoms are rearranged through the making and breaking chemical bonds, atoms are not altered or destroyed.
In a chemical reaction the mass of the products equals the mass of the reactants.
All atoms in the reactants must be accounted for in the products! (Conservation of mass).
Chemical reactions are written as reaction equations.
Reaction equations must be balanced to account for all the products and reactants in the chemical reaction.
Write out the skeletal equation.
\(Fe_{(s)} + O_{2(g)} \to Fe_{2}O_{3(s)} \)
Balance atoms that appear in more complex molecules first.
\(Fe_{(s)} + \)\(3O_{2(g)}\) \(\to\)\(2\)\(Fe_{2}\)
\(O_{3(s)}\)
Balance oxygen first.
Balance Atoms that appear as free elements.
\(4Fe_{(s)} + \) \(3O_{2(g)} \to \)\(2Fe_{2}\)\(O_{3(s)}\)
Balance iron.
Check:
Left Side
4 Iron
6 Oxygen
Right Side
4 Iron
6 Oxygen
2 \(KI_{aq}\) + Pb\((NO_{3})_{2(aq)}\) → 2KNO\(_{3(aq)}\) + Pbl\(_{2(s)}\)