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Nuclear notation and Binding energy

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Presentation on theme: "Nuclear notation and Binding energy"— Presentation transcript:

1 Nuclear notation and Binding energy
Contents: Atomic notation Isotopes Whiteboard Binding Energy AMU Making an atom Calculating binding energy Whiteboards The curve of binding energy and the strong nuclear force (or why there is a limit to the periodic table)

2 X C Atomic notation A Z 12 6 X = Symbol (C, Au)
A = Atomic Mass Number = #nucleons (Protons + Neutrons) Z = Atomic Number = #protons C 12 6 Carbon A = 12, Z = 6. #neutrons?

3 C C Isotopes 12 6 14 6 Carbon 12 has 6 Neutrons
Carbon 14 is an isotope of Carbon Chemically the same Nuclear-lly different (it’s unstable) C-14, C-12

4 Whiteboards: Atomic Notation 1 | 2 | 3 | 4 | 5

5 What is the Atomic notation for tritium
What is the Atomic notation for tritium? (tritium is an isotope of Hydrogen with 2 neutrons) Hydrogen has a Z = 1, A = 1 p + 2 n = 3 3/1 H

6 10 protons, 12 neutrons. What is its atomic notation?
Z = 10, A = = 22, element 10 is Ne 22/10 Ne

7 How many neutrons in U 235? (235 = A) (1)
U is element 92 = 143 neutrons 143

8 How many neutrons in Pb 208? (208 = A) (1)
Pb is element 82 = 126 neutrons 126

9 How many neutrons in Kr 78? (1)
Kr is element 36 = 42 neutrons 42

10 Binding energy - the energy to take an atom apart
Unified Mass Units: (u) C 12 (neutral atom) = u (defined) (so 1 u is 1/12 of C12) 1 u = x kg = MeV Electron = u (not useful) Proton = u (not useful) H (neutral atom) = u (very useful) Neutron = u (very useful)

11 Put this on the back of your noteguide:
E = mc2 m = 1 u = x kg c = 2.998x108 m/s 1 eV = 1.602x10-19 J Let’s show that 1 u turned into pure energy is about MeV (931.5x106 eV)

12 Binding energy - the energy to take an atom apart
H (neutral atom) = u (very useful) Neutron = u (very useful) 1 u = MeV To take an atom apart: C 14 has a mass of u (p in text) C 14 can be taken apart into: 6 H atoms: 6( u) (i.e. 6 p + 6 e) 8 Neutrons: 8( u) Total “taken apart” mass = 6( u) + 8( u) Total “taken apart” mass = u Mass “defect” = u u = u u - Represents energy needed to take atom apart Binding energy = ( u)(931.5 MeV/u) = MeV

13 Binding energy - the energy to take an atom apart
H (neutral atom) = u Neutron = u 1 u = MeV Binding energy in general Look up neutral atom mass Break atom into H and n Subtract neutral atom mass from taken apart mass Multiply mass defect by Mev/u

14 Whiteboards: Binding Energy 1 | 2 | 3

15 What is the binding energy for Nitrogen 13? (Z = 7)
N 13 mass = u H = u Neutron = u 1 u = MeV Atom mass = 7H + 6n = 7( u) +6( u) = u Binding energy = ( )931.5 MeV/u = MeV 94.11 MeV

16 What is the binding energy for Carbon 12? (Z = 6)
C 12 mass = u (duh?) H = u Neutron = u 1 u = MeV Atom mass = 6H + 6n = 6( u) +6( u) = u Binding energy = ( – )931.5 MeV/u = MeV Binding energy per nucleon: C 12: 92.16/12 = 7.68 MeV/nucleon C 14: 105.3/14 = 7.52 MeV/nucleon (less) 92.16 MeV

17 What is the binding energy for Carbon 10? (Z = 6)
C 10 mass = u H = u Neutron = u 1 u = MeV Atom mass = 6H + 4n = 6( u) +4( u) = u Binding energy = ( )931.5 MeV/u = MeV (Carbon 10 does not exist) -139.7


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