Using Quantum Numbers to Describe Electrons De Broglie Schrodinger Clouds probable location for electrons λ=λ= h mυ.

Slides:



Advertisements
Similar presentations
Bohr Model of the Atom Electrons reside in specific energy levels most of the time. When electrons are excited, they can jump from one energy level to.
Advertisements

Quantum Mechanical Model Notes
Quantum Number Keep in mind are probabilities of finding electrons in certain places doing certain things(spin). n = what energy level (1, 2, 3, 4...)
“Allowed” Orbitals The probability density can only take certain shapes at each n energy level, or main shell.
Quantum Numbers How to find your atom’s address in the Periodic Table Hotel.
Section 3.2 – page 174. De Broglie  Proposed the dual nature of light; it could act as a particle or a wave.
Modern Model of the Atom
Electron Location Part II. Principal quantum number (n) - describes the SIZE of the orbital or ENERGY LEVEL of the atom. Angular quantum number (l) or.
QUANTUM MECHANICS Predicting the most probable
Atomic Spectra A spectroscope is an instrument that disperses the light emitted by an excited gas into the different frequencies the light contains. Light.
Electromagnetic Spectrum Atomic Emission Spectrum.
Electrons in Atoms Part 2 – Quantum Mechanical Model
Orbital Notation and Electron Configuration October 20th.
Four Quantum Numbers: –Specify the “address” (zip code) of each electron in an atom.
Chemistry Notes The Quantum Theory.
Section 3.2 – page 174. De Broglie  Proposed the dual nature of light; it could act as a particle or a wave. 
QUANTUM MECHANICAL MODEL  Determines the allowed energies an electron can have  Determines how likely it is to find the electron in various locations.
Electron Configuration Quantum Mechanics (Ohh scary)
Quantum Theory and the Atom. Learning Objective Describe the relationship between electron levels, sublevels and atomic orbitals.
The Quantum Mechanical Model of the Atom. Schrodinger The quantum mechanical model determines the energy an electron can have and the PROBABILITY of finding.
Quantum Mechanical Model Or…”Electron Cloud Model” Electrons move freely within “clouds” (called orbitals) not just restricted to orbits. [
4-4 A New Approach to the Atom
Models of the Atom.  An atomic orbital is a region of space where an electron can be found  There are energy levels existing outside the nucleus ◦ These.
Electron Orbitals Cartoon courtesy of lab-initio.com.
4.2b Quantum Numbers and Atomic Orbitals. POINT > Describe the Principle Quantum number as an energy level POINT > Calculate number of electrons at different.
The Quantum Mechanical Model Chemistry Honors. The Bohr model was inadequate.
Quantums numbers & the probability of where an electron may be found
Electron Configuration
I. STRUCTURE OF SUBSTANCES
Electron Location Part II
IV. Electron Configuration (p , )
4.2b Quantum Numbers and Atomic Orbitals
Quantum Theory.
Basic Chemistry Chapter 5 Electronic Structure and Periodic Trends
Quantum Chemistry Describes the placement of the electrons in an atom by using the four Quantum Numbers: n or Energy Level: as the atom becomes larger,
Chapter 5 Models of the Atom.
Models of the Atom.
ORBITALS – WHERE THE ELECTRONS LIVE.
Quantum Model of the Atom
ELECTRONS IN ATOMS.
Warm-Up UV Radiation is always emitted when an electron falls back to which energy level? What color of light is emitted when an electron falls from.
III. Quantum Model of the Atom (p )
QUANTUM MECHANICAL MODEL OF THE ATOM
Chemistry.
Using Quantum Numbers to Describe Electrons
The Heisenberg Uncertainty Principle states that it is impossible to know with high levels of certainty both the location and the velocity of an electron.
Lesson 13: Electron Rules and Diagrams
QUANTUM MECHANICAL MODEL OF THE ATOM
Electron Location Part II
Chapter 5 Electronic Structure and Periodic Trends
III. Quantum Model of the Atom (p )
Quantum Model of the Atom
Atomic Orbitals The energy levels of electrons are labeled by principal quantum numbers (n) Each energy sublevel corresponds to an orbital of a different.
Electromagnetic Spectrum Atomic Emission Spectrum.
Atomic Orbitals.
Electron Configuration
Electron Configurations
Atomic Orbitals and Electron Arrangement
Electron Arrangement.
Electrons in Atoms Rutherford’s model has some limitations
Quantum Model of the Atom
5.1 2nd Half.
QUANTUM MECHANICS VIEW OF THE ATOM.
III. Quantum Model of the Atom (p )
Quantum Numbers.
III. Quantum Model of the Atom (p )
The Quantum Mechanical Model
III. Quantum Model of the Atom (p )
QUANTUM MECHANICAL MODEL
ELECTRONS IN ATOMS.
Presentation transcript:

Using Quantum Numbers to Describe Electrons De Broglie Schrodinger Clouds probable location for electrons λ=λ= h mυ

Quantum Numbers n Four numbers (variables) that describe the shape of the cloud and location of electrons. n Described using the variables: n, l, m, s.

“n” = the Principle Quantum Number(Energy Quantum #) n Corresponds to periodic table’s horizontal row. n = 1 n = 2 n = 3

“n” = the Principle Quantum Number(Energy Quantum #) n Higher number, more energy/ bigger cloud n 2n 2 is how many electrons may have that energy

“l” sublevel of n Shape n Found within “n” (4 sublevels/orbital types) n “s” has 1 orbital (spherical shaped). n Each orbital can have at most two electrons.

“l” sublevel of n Shape n “p” sublevel is barbell shaped n three orbitals: px, py, pz

“l” sublevel of n Shape “d” shape n 5 orbitals :z 2, xy, xz, yz, x 2 - y 2 n Each orbital can have how many electrons? n How many total electrons can the d orbitals have?

“l” sublevel of n Shape n “f” sublevel n seven orbitals n How many total electrons possible in “f”?

“m” Quantum Number n Determines the orientation in space (which orbital is being filled)

“s” spin Quantum Number n s = 1/2 is clockwise (up) n s = -1/2 is counter-clockwise (down)

Quantum Number n Keep in mind are probabilities of finding electrons in certain places doing certain things(spin). n n = what energy level (1, 2, 3, 4...) n l = what sub-level (s, p, d, or f) n m = which orbital (s=1; p=3; d=5; f=?) n s = which spin (only two possibilities up or down)

Pauli Exclusion Principle n No two electrons ever have the same four quantum numbers in the same atom. n Just as no two houses have the same address.

Quantum #’s can be viewed as Addresses n Each town has two mains streets, one running north-south and the other running east-west N S W E n They are numbered according to how far they are from the intersection of these two streets. 100, 200, 300- for first block, second block, etc.

Quantum #’s can be viewed as Addresses N S W E 100W 200W Main St

Quantum #’s can be viewed as Addresses n Even #s are on one side of the street and odd #s are on the other side. W E

Quantum #’s can be viewed as Addresses n So an address tells you four things n which block its on, n How far down the street it is n which side of the street it’s on n which house it is.

Quantum #’s can be viewed as Addresses n 833 W. Electron Ave. 700W Electron Ave

Quantum #s n n - tells the size and energy n l - tells the shape n m - tells how the shape fits on the x, y, z axes n s- tells about spin.