Download presentation
Presentation is loading. Please wait.
Published byVictor Rodgers Modified over 8 years ago
1
Atomic Theory & Nuclear Changes Sarah Fleck 2015 – 2016 Chemistry
2
What is an Atom? Believing in something that you cannot see! Tiny fundamental particles that make up matter. First suggested by Democritus more than 2000 years ago. If 100,000,000 Cu atoms were placed side by side, they would form a line 1cm long.
3
What is an Atom? Atoms of the same element are identical The atoms from different elements are different. Have no net electrical charge; they are electrically neutral Atoms can combine to form mixtures and/or compounds.
4
What is an Atom made of? Electrons (e - ) Negatively charged subatomic particles Discovered by J.J. Thomson Protons (p + ) Positively charged subatomic particles Discovered by E. Goldstein Neutrons (n 0 ) Subatomic particles that have no charge Discovered by James Chadwick
5
Properties of Subatomic Particles
6
What does this have to do with anything??!! Protons (p + ) = Atomic # Electrons (e - ) = Atomic # Electrons (e - ) = Protons *Atoms have a neutral charge Neutrons = Atomic Mass* – Atomic # *Round Atomic Mass to a whole number
7
The Nucleus The central core of an atom Composed of Protons and Neutrons Tiny compared with the atom as a whole
8
Practice
11
Concept Map Periodic Table Elements Atom ElectronNucleus ProtonNeutron Atomic Mass & Number Isotope
12
Isotopes Can occur naturally but also can be man-made Atoms that have the same number of protons but different number of neutrons They will also have different atomic mass number Isotopes are chemically alike; due to the p + and e - These are the subatomic particles responsible for chemical behavior Nitrogen – 14 Nitrogen – 15
13
Potassium Isotopes
14
Isotope Practice Two isotopes of carbon are carbon – 12 and carbon – 13. Write the symbol for each isotope using superscripts and subscripts to represent the mass number and the atomic number.
15
Isotope Practice Three isotopes of oxygen are oxygen – 16, oxygen – 17, and oxygen – 18. Write the complete symbol for each, including the atomic number and mass number.
16
Isotope Practice Three isotopes of chromium are chromium – 50, chromium – 52, and chromium – 53. How many neutrons are in each isotope, given chromium always has an atomic number of 24?
17
Atomic Mass Electron = 9.11 x 10 -28 g Proton or Neutron = 1.67 x 10 -24 g Fluorine Atom = 3.155 x 10 -23 g Arsenic Atom = 1.244 x 10 -22 g These masses are small and impractical to work with. It is more useful to compare the relative masses of atoms using a reference isotope as a standard.
18
Atomic Mass Carbon – 12 was chosen as the reference isotope and was assigned a mass of 12 atomic mass units (amu). Atomic Mass Unit (amu) = one-twelfth the mass of a carbon – 12 atom Helium – 4 atom, with a mass of 4.0026 amu, has about 1/3 the mass of a carbon – 12 atom. How many carbon – 12 atoms would have about the same mass as a nickel – 60 atom?
19
Atomic Mass Carbon – 12 6 protons & 6 neutrons in it’s nucleus, its atomic mass is 12 amu. 12 protons and neutrons account for nearly all of it’s mass 1 proton = 1 amu 1 neutron = 1 amu Why is the atomic mass of most elements not a whole number???? Chlorine (Cl) = 35.453 amu
20
Relative Abundance Naturally – most elements occur as a mixture of two or more isotopes Each has a fixed mass and a natural % abundance Hydrogen has 3 isotopes; hydrogen – 1, hydrogen – 2, and hydrogen – 3 99.985% of H, occurs as hydrogen – 1 The other two are in trace amounts
21
% Abundance NameNatural % Abundance Mass (amu)“Average” atomic mass Hydrogen – 199.9851.00781.0079 Hydrogen – 20.0152.0141 Hydrogen – 3Negligible3.0160 Chlorine – 3575.7734.96935.453 Chlorine – 3724.2336.966 Atomic Mass = the weighted average mass of the atoms in a naturally occurring sample of the element.
22
% Abundance Practice Which isotope is more abundant: copper – 63 or copper – 65? (The atomic mass of copper is 63.546 amu)
23
% Abundance Practice Element X has two natural isotopes. The isotope with a mass of 10.012 amu has a relative abundance of 19.91%. The isotope with as mass of 11.09 amu has a relative abundance of 80.09%. Calculate the atomic mass of this element.
24
% Abundance Practice The element copper (Cu) has naturally occuring isotopes with mass numbers of 63 and 65. The relative abundance and atomic masses are 69.2% for mass = 62.93 amu, and 30.8% for mass = 64.93 amu. Calculate the average atomic mass of copper.
25
% Abundance Practice Calculate the atomic mass of bromine. The two isotopes of bromine have atomic masses and relative abundance of 78.92 amu (50.69%) and 80.92 amu (49.31%).
27
Nuclear Chemistry Radioisotopes Unstable isotopes Nuclear Reactions A reaction that unstable isotopes undergo in order to gain stability Not affected by temperature, pressure, or catalysts Cannot be slowed down, sped up, or stopped Emit large amounts of energy
28
Alpha Particles Helium Nuclei that is emitted from a radioactive source The double positive charge is not always represented.
29
Beta Particles Fast moving electrons Formed by the decomposition of a neutron in an atom Neutron decomposes to a proton which remains in the nucleas, and an electron is released
30
Gamma Particles Photons are emitted from the nuclei of an atom Often emitted along with Alpha & Beta radiation No mass & no electrical charge Does not alter the atomic mass or number of an atom Behavior the same as X-rays but they do not come from the same source λ
31
Alpha, Beta, & Gamma Characteristics Alpha Particles Heavy Slow moving Less penetrating Beta Particles 0 mass Fast Moving More penetrating Gamma Very dangerous Cannot be completely blocked
32
Fission Fission The splitting of a nucleus into smaller fragments Nuclei of certain isotopes are bombarded with neutrons Creates a chain reaction Large amount of energy is released 1 kg of Uranium – 235 = energy generated by 20,000 tons of dynamite Reaction is instantaneous & uncontrolled
33
Uranium - 235
34
Fusion Nuclei combine to create a nucleus of greater mass. Hydrogen nuclei (protons) fuse to make helium nuclei Reaction also requires 2 beta particles Release more energy than fission reactions Take place at temperatures over 40,000,000 °C
35
Half-Life (t 1/2 ) The time required for one-half of the nuclei of a radioisotope sample to decay to products. After one half-life, half of the original radioactive atoms have decayed into atoms of a new element. The other half remain unchanged. Parent – Original Element Daughter – New Element
36
Half-Life
37
Half-Life Formula Number of Half-Lives Amount Remaining Exponential Form 0A0A0 A 0 x (½) 0 1A 0 x ½A 0 x (½) 1 1 2A 0 x ½ x ½A 0 x (½) 2
38
Half-Life Practice#1 Nitrogen – 13 emits beta radiation and decays to carbon – 13 with a half-life of 10 minutes. Assume a starting mass of 2.00 g of nitrogen – 13. How long is three half-lives? How many grams of the isotope will still be present at the end of three half-lives?
39
Half-Life Practice #2 Manganese – 56 is a beta emitter with a half-life of 2.6 hours. What is the mass of the manganese – 56 in a 1.0 mg sample of the isotope at the end of 10.4 hours?
40
Half-Life Practice #3 The mass of cobalt – 60 in a sample is found to have decreased from 0.800 g to 0.200 g in a period of 10.5 years. From this information, calculate the half-life of cobalt – 60.
41
Half-Life Practice #4 A sample of thorium – 234 has a half-life of 25 days. Will all the thorium undergo radioactive decay in 50 days? Explain.
Similar presentations
© 2025 SlidePlayer.com. Inc.
All rights reserved.