click below
click below
Normal Size Small Size show me how
Atomic Structure
Science - Atomic Structure
Term | Definition |
---|---|
Atomos | Democritus “How small is small?” Indivisible, the smalles form of matter and the purest |
Atom | Purest form of matter and is indivisible, sort of |
Atom: | Protons, neutrons, and electrons |
Atomic # = | # of protons |
Atomic Mass # = | # of protons + # of neutrons (rounded to the nearest whole number) |
Mass # - atomic # = | # of neutrons |
An atom is electrically neutral when | The # of electrons = the # of protons |
Radioactive | When atoms have a major difference of the # of p+ and the # of n0 |
Atoms have the same # of e- | React very similarly when forming compounds |
Ions | Atoms that have a charge |
Charge determines by? | # of e- lost or gained |
Never a gain or loss of | Protons |
Ions - charge equal | To the # of e- lost or gained |
Allotropes | Molecules of the same element with different structures, which gives them different chemical properties |
Allotropes ex. | O, O2, and O3 |
Isotopes | Atoms with the same element with the same atomic # but with a different mass # |
Isotopes are also | Atoms with the same # of protons and a different # of neutrons |
Why do isotopes have different properties? | The different # of neutrons causes them to have different properties |
Weighted Average Isotopic Mass | The isotope in the greatest abundance on Earth, it’s mass has the greatest influence on the overall mass of the element because it is weighted |
Weighted Average Isotopic Mass: Steps | 1. Convert all the percentages to decimal by dividing by 100. 2. Multiply the decimal by the mass # of each isotope. Place these calculations in parentheses. 3. Add the answers together. *Your answer should always be very close to the mass # of the i |
The gain or loss of e- is always from the last energy level | For an ion |
Electrons are held in the orbit | Due to the attraction to the + nucleus and the energy they give off as they orbit |
The amount of energy an e- has determines | How far away it can get from the nucleus |
The more energy the ________ it can go | Further away |
Kinetic energy | Is the energy produced in an object |
Potential energy | Is the energy stored in an object |
Spectral lines | The principle energy level that an e- occupies has to do with how much energy it has |
The amount of energy the e- has | Determines how much it can resist the (+) attraction of the nucleus |
The more energy the ________ a PEL it will occupy | Further away (Ground State) |
Ground State | Electron is “stable” |
When a “free” e- hits an e- in a PEL | There is a transfer of kinetic energy |
Transfer of kinetic energy allows e- | To move to a further energy level |
Excited State | e- is unstable |
To return to Ground State | e- has to give off the excess energy it gained |
Spectral lines are produced | When e- returns to ground state |
The color of the Spectral lines produced is | Unique to each element on the P.T. so Spectral lines are used for element identification |
Electron-Dot Notation | Kernel, Valence Shell, and E-dot notation (Lewis Structure) |
Kernel | All the parts of the atom excluding the outermost energy level |
Valence Shell | The outermost energy level |
The e- on the valence shell are the most significant because | They are the e- involved in bonding when the atom forms a compound |
E-dot notation (Lewis Structures) | Invented to just represent the atom and its valence e- |
Last number in the e- configuration | Is the number of valence e- |
E-dot notation step: | Take the symbol or the element and surround it with dots = to the # of valence e- |
No element has more than _____ valence e- | 8 |
The number of valence e- determines | An element’s chemical characteristics |
If two different atoms have the same # of val. e- | Then they have similar chemical properties |
Quantum Mechanics | Invented by Albert Einstein |
1st Quantum # | Represents the number of the floor in the “Hotel” = # of the PEL; Maximum # n can be equal to is 7 |
2nd Quantum # | Represents the number of rooms that are on that floor. = # of orbitals on the PEL |
3rd Quantum # | Is the maximum # of people that can fit on that floor. = the maximum number of e- that can exist on that PEL |
n= | # of the PEL (floor of the hotel) |
n2= | The number of orbitals per PEL |
(2n2)= | Maximum number of e- per PEL |
Orbital Notation | Each “floor” or PEL starts w/ an s-sub level which is made up of one orbital (or box), that can hold 2 e- (arrows going in opposite directions) |
The s-sub level is found on every PEL and is | The first sub level is filled with electrons on every PEL |
Depending on the number of orbitals or rooms on that floor | The next type of rooms are a a p-sub level made of 3 orbitals connected |
Before it has two | Each orbital must have one e- in it |
The p-sub level is found on | PEL’s 2-7 |
The next sub level is called a d-sub level | It is made up of 5 orbitals connected |
D-sub level is found on | PEL’s 3-7 |
The last sub level is the f-sub level | Is made up of 7 orbitals connected and is filled just like the p and d sub levels |
F-sub level is found on | PEL’s 4-7 |