Lecture 9 Nucleus - Forces

34
Lecture 9 Nucleus - Forces ASTR 340 Fall 2006 Dennis Papadopoulos

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Lecture 9 Nucleus - Forces. ASTR 340 Fall 2006 Dennis Papadopoulos. FIRST IN CLASS EXAM ON THURSDAY OCT. 5 3.30-5.00 PM. BRING CALCULATOR. YOU CAN HAVE ONE PAGE OF NOTES EXAMS COVERS ALL LECTURES – GO OVER THE POWERPOINTS IN WEB, CHAPTERS 1- 4 AND CHAPTER 6 PAGES 165-173. - PowerPoint PPT Presentation

Transcript of Lecture 9 Nucleus - Forces

Page 1: Lecture 9     Nucleus - Forces

Lecture 9 Nucleus - Forces

ASTR 340

Fall 2006

Dennis Papadopoulos

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FIRST IN CLASS EXAM ON THURSDAY OCT. 5 3.30-5.00 PM.

BRING CALCULATOR. YOU CAN HAVE ONE PAGE OF NOTES

EXAMS COVERS ALL LECTURES – GO OVER THE POWERPOINTS IN WEB, CHAPTERS 1- 4 AND CHAPTER 6 PAGES 165-173.

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Table 13-1, p.465

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Mass-Energy Equivalence

PREVIEW E=mc2 EQUIVALENCE OF MASS AND ENERGY

MASS+ENERGY CONSERVED

MASS TRANSFORME INTO ENERGY AND ENERGY INTO MASS

E=9x1016 (m/kg) Joules

From Lecture 5 we found energy of a 1kg (e.g. steak) 4.5 MJ (1000 cal)

In chemical reactions we get an efficiency of transforming mass into energy approximately 4.5x106/9x1016 =5x10-11

Chemical bond – Electromagnetic Force – e.g. NaCl

In chemical reactions only the energy stored in outer electrons is released

Nucleus does not play any role

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Covalent bond

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Fig. 13-3, p.468

Nucleus involves only protons and neutrons (nucleons)

Electrostatic repulsion of protons balanced by the nuclear force. Strong but short range – nearest neighbor.

The Nuclear Force

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Fig. 13-4, p.469

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Binding Energy:

A nucleus is dismantled by removing a nucleon at a time andthe amount of work done in the process is measured.

Next if we next reassemble the nucleons in the form of the original nucleus, an amount of energy equal to the work done would be released.

This is the called the binding energy of the nucleus. It indicates howtightly bound is.

Key quantity is the binding energy per nucleon. It is the bindingenergy divided by the number of nucleons.

Curve of the binding energy

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Nuclear Binding Energy

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Fusion - Fission

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Fusion - Issues

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Fusion Cycles

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CNO Cycle

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Fig. 13-12, p.478

Fission

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Chain Reaction

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DOUBLING TIMES

Doubling time Growth factor 1 21=2 2 22=4 4 24=16 10 210=1024 25 3.3x107

50 1.1x1015

80 1.2x1024

Critical Mass Energy per U235 fission 235 MeV

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Fig. 14-6, p.514

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Table 13-3, p.483

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Energy per nucleon required to put together the nucleus of an element as a function of the mass number

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Fig. 13-14, p.481

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Radioactivity alpha decayRa(226,88)->Rn(222,86)+He(4,2)U(238,92)->Th(234,90)+He(4,2)

Beta decay

C(14,6)->N(14,7)+e-+

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Fig. 13-16, p.485

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Fig. 13-15, p.482

Radioactive Dating

U 238 ->Pb 206 determines when rocks were solidified

3.9 byears, meteorites 4.6 byears

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Fig. 14-10, p.516

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Fig. 14-14a, p.522

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Fig. 14-14b, p.522

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Fig. 14-15, p.523

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Fig. 14-16, p.524

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Fig. 14-17, p.525

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Fig. 14-18, p.526

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Fig. 14-26, p.537

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Fig. 14-27, p.538

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Fig. 14-5, p.512