electromagnetic spectrum section 1 the development of a new atomic model chapter 4

Download Electromagnetic Spectrum Section 1 The Development of a New Atomic Model Chapter 4

If you can't read please download the document

Upload: dorthy-shelton

Post on 08-Jan-2018

215 views

Category:

Documents


0 download

DESCRIPTION

Light as a wave Wavelength and frequency related by: c = λv

TRANSCRIPT

Electromagnetic Spectrum Section 1 The Development of a New Atomic Model Chapter 4 Wavelength and Frequency Section 1 The Development of a New Atomic Model Chapter 4 Light as a wave Wavelength and frequency related by: c = v Photoelectric Effect Section 1 The Development of a New Atomic Model Chapter 4 Light as a particle Photon Packet of energy E = hv Can be absorbed and emitted by atoms Light has dual wave/particle nature Hydrogens Line-Emission Spectrum Section 1 The Development of a New Atomic Model Chapter 4 Bohr model of hydrogen atom Bohr Model of Atom Explained hydrogens line emission spectrum bands of light emitted by an atom e - can only exist at fixed energy levels Absorption e - absorbs a photon and jumps to a higher energy level Emission e - falls to a lower energy level and emits a photon Ground state all e - in lowest possible energy levels Excited state at least one e - has absorbed a photon and jumped to a higher energy level Photon Emission and Absorption Section 1 The Development of a New Atomic Model Chapter 4 Determining energy between levels Measure the wavelength of light emitted Calculate frequency using c = v Calculate energy using E = hv Bohr model of hydrogen atom Limitations of Bohr Model Explained the line emission spectrum of H Limitations of Bohr Model Explained the line emission spectrum of H Did not explain Limitations of Bohr Model Explained the line emission spectrum of H Did not explain Line emission spectrum of other atoms Limitations of Bohr Model Explained the line emission spectrum of H Did not explain Line emission spectrum of other atoms Chemical behavior of atoms Limitations of Bohr Model Explained the line emission spectrum of H Did not explain Line emission spectrum of other atoms Chemical behavior of atoms Why only certain energy levels existed De Broglies Hypothesis Electrons can act as waves De Broglies Hypothesis Electrons can act as waves confined to space around nucleus De Broglies Hypothesis Electrons can act as waves confined to space around nucleus set up 3D standing waves around nucleus De Broglies Hypothesis Electrons can act as waves confined to space around nucleus set up 3D standing waves around nucleus Only specific frequencies are allowed De Broglies Hypothesis Electrons can act as waves confined to space around nucleus set up 3D standing waves around nucleus Only specific frequencies are allowed And, hence, only certain energy levels Heisenberg Uncertainty Principle Impossible to know both the position and velocity of an electron at the same time. Electrons do not follow fixed paths. Can only identify a region where an electron might exist. Schrodingers Wave Equation Describes what those regions look like. called orbitals Schrodingers Wave Equation Describes what those regions look like. called orbitals. Solution to equation: 3 quantum numbers Schrodingers Wave Equation Describes what those regions look like. called orbitals. Solution to equation: 3 quantum numbers 1.Main energy level Schrodingers Wave Equation Describes what those regions look like. called orbitals. Solution to equation: 3 quantum numbers 1.Main energy level 2.Shape of orbital Schrodingers Wave Equation Describes what those regions look like. called orbitals. Solution to equation: 3 quantum numbers 1.Main energy level 2.Shape of orbital 3.Orientation of orbital Schrodingers Wave Equation Describes what those regions look like. called orbitals. Solution to equation: 3 quantum numbers 1.Main energy level 2.Shape of orbital 3.Orientation of orbital Quantum numbers give the address of electrons in the atom. Quantum model of atom Energy levels in the atom are like an upside down pyramid building. Relative Energies of Orbitals Chapter 4