3/2003 Rev 1 I.3.8&10 – slide 1 of 23 Part I Review of Fundamentals Module 3Interaction of Radiation with Matter Session 8&10Neutron Activation Session I.3.8&10 IAEA Post Graduate Educational Course Radiation Protection and Safe Use of Radiation Sources
3/2003 Rev 1 I.3.8&10 – slide 2 of 23 Introduction Neutron activation will be discussed Students will learn about principles of neutron activation, the activation equation, concept of maximum or saturation activity, and solve a problem
3/2003 Rev 1 I.3.8&10 – slide 3 of 23 Content Importance of neutron activation to health physics Production rate of an isotope under neutron bombardment Activation equation Concept of maximum or saturation activity Solve a problem
3/2003 Rev 1 I.3.8&10 – slide 4 of 23 Overview Principles of neutron activation of stable isotopes will be discussed Health physics significance of neutron activation will be discussed
3/2003 Rev 1 I.3.8&10 – slide 5 of Na (n, ) 24 Na Neutron Capture in 23 Na
3/2003 Rev 1 I.3.8&10 – slide 6 of 23 Examples of Importance of Neutron Activation Production of isotopes (for example 60 Co, 192 Ir, etc.) Accident dosimetry (for example 24 Na in blood) Crime detection in forensic medicine (for example Napoleon’s hair)
3/2003 Rev 1 I.3.8&10 – slide 7 of 23 Activation analysis for measurement of trace elements Activation products in a reactor are major sources of radiation exposure to workers (for example 60 Co) They can expose the public (for example direct gamma radiation from 16 N in steam in BWR) Examples of Importance of Neutron Activation
3/2003 Rev 1 I.3.8&10 – slide 8 of 23 Determination of fast neutron radiation component at Hiroshima Accelerator mass spectrometry of 63 Ni (half-life = 100 years) produced by fast neutron activation of copper in building materials Reaction is 63 Cu (n, p) 63 Ni Examples of Importance of Neutron Activation
3/2003 Rev 1 I.3.8&10 – slide 9 of 23 Concept of Reaction Rate Neutron Bombardment
3/2003 Rev 1 I.3.8&10 – slide 10 of 23 = n o - N dN dt Differential Equation for Neutron Activation
3/2003 Rev 1 I.3.8&10 – slide 11 of 23 N(t) = n o (1 - e - t ) Equation for Radionuclide Production by Neutron Activation
3/2003 Rev 1 I.3.8&10 – slide 12 of 23 N(t) = n o (1 - e - t ) A(t) = Activation Equation Expressed in Terms of Activity
3/2003 Rev 1 I.3.8&10 – slide 13 of 23 for t << 1 e (- t ) = 1 - t Useful Rule of Thumb for Simplifying Exponential Terms
3/2003 Rev 1 I.3.8&10 – slide 14 of 23 N( ) = n o Equation for Maximum or Saturation Activity
3/2003 Rev 1 I.3.8&10 – slide 15 of 23 Buildup of a Radionuclide Under Neutron Bombardment
3/2003 Rev 1 I.3.8&10 – slide 16 of 23 Buildup and Decay Following Neutron Activation
3/2003 Rev 1 I.3.8&10 – slide 17 of 23 Time to Reach Saturation Function of Product Half-Life
3/2003 Rev 1 I.3.8&10 – slide 18 of 23 Problem 1 One gram of cobalt is introduced into a neutron flux of 1 x neutrons cm -2 sec -1. Calculate: the resultant activity of 60 Co in curies after one year and the maximum (saturation) activity of 60 Co
3/2003 Rev 1 I.3.8&10 – slide 19 of 23 Problem 1 – Given Conditions Given: % abundance of 59 Co = 100% # of atoms in 1 mole of 59 Co = 6.02 x cross section = 19 barns 1 barn = cm 2 half-life of 60 Co = 5.2 years
3/2003 Rev 1 I.3.8&10 – slide 20 of 23 Solution to Problem 1 Activity of 60 Co is given by A = n o (1 - e - t ) = neutrons cm -2 second -1 = 19 x cm 2 n o = 1 g * 6.02 x atoms mole -1 * = 1.02 x atoms t = * 1 y = 0.13 t = * 1 y = 0.13 (1 - e - t ) = (1 - e ) = ( ) = mole 59 g y
3/2003 Rev 1 I.3.8&10 – slide 21 of 23 Solution to Problem 1 Solving for A we have: (a) A = (10 14 ) * (19 x ) * (1.02 x ) * (0.12) = 2.33x dps of 60 Co = 2.33 TBq 60 Co (b)The maximum or saturation activity of 60 Co is given by:A( ) = N = n o since (1 - exp - ) = 1 n o = (10 14 ) * (19 x ) * (1.02 x ) = 1.94 x dps = 19.4 TBq 60 Co = 1.94 x dps = 19.4 TBq 60 Co
3/2003 Rev 1 I.3.8&10 – slide 22 of 23 Summary Neutron activation was discussed We learned about the health physics significance and principles of neutron activation, the activation equation, concept of maximum or saturation activity, and solved a problem dealing with radionuclide production by neutron activation
3/2003 Rev 1 I.3.8&10 – slide 23 of 23 Where to Get More Information Cember, H., Introduction to Health Physics, 3 rd Edition, McGraw-Hill, New York (2000) Firestone, R.B., Baglin, C.M., Frank-Chu, S.Y., Eds., Table of Isotopes (8 th Edition, 1999 update), Wiley, New York (1999) International Atomic Energy Agency, The Safe Use of Radiation Sources, Training Course Series No. 6, IAEA, Vienna (1995)