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# HW4 sol - 14 10 662 4 930 4 96 2 08 35 2 35 2 662 6 6 2 2 2...

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Problem 11.4/Knoll 19 77 7252 . 0 300 665 . 0 / 5 10 62 . 8 2 1 2 / 3 77 300 0 g0 300 g 77 77 300 300 2 1 2 / 3 2 / 2 / 3 77 10 07 . 1 77 300 7252 . 0 746 . 0 77 00027 . 0 00027 . 0 300 746 . 0 665 . 0 300 746 . 0 0 : erature with temp dependence linear Assuming 746 . 0 E ; 665 . 0 E : Knoll 11.1, Table From 77 300 ) ( ? ) ( ) ( × = = + × = = = + × = = + × = + = = = = = = = × × K eV g g g g g E g E k kT g E room e f eV E a b a E b b a E b aT (T) E eV eV e f e CT T p T p T p f

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Problem 11.13/Knoll s s decays cm cm d MBq cm N t N t fluence flux d A cm N t cm d MBq A off cut off cut off cut 7 6 2 11 2 2 2 2 11 2 2 11 10 27 . 1 / 10 10 / # 10 10 4 4 10 / # 10 4 p.398) Knoll ( / 10 ? 10 10 × × × = = × = = = = = = π φ α
Problem 11.14/Knoll MeV ch eV eV ch eV eV ch MeV ch MeV 99 . 1 402 47300 10 21 energy apparent - energy true defect height Pulse / 300 , 47 0 116 0 10 5.486 : n Calibratio ? defect height pulse 402 21 116 486 . 5 6 6 = × × = = = = × =

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Problem 12.1/Knoll 707 . 0 ' 707 . 0 2 2 35 . 2 N F' 2.35 R' F/2 F' If 35 . 2 = = = = = = = R R R R N F N F R
Problem 12.7/Knoll

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Unformatted text preview: % 14 . 10 662 . 4 . 930 4 . 930 10 662 . 96 . 2 08 . 35 . 2 35 . 2 ? 662 . 6 6 2 2 2 2 2 2 2 2 2 = × = = × × × × = = ≅ = ≅ + + = = eV eV R eV W eV eV E F W W R W W W W W MeV E T D T D E X D T ε Problem 13.2/Knoll ( ) ( ) ns V s V cm cm V d t t V d t t d d V E v t V V mm d hole c hole c c c c 27 . 7 ) 2000 ( / 10 1 . 1 4 . ) ( ? 2000 4 2 4 2 2 max min max 2 max = ⋅ ⋅ × = = = ↔ = ⇒ = = = = = = µ...
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HW4 sol - 14 10 662 4 930 4 96 2 08 35 2 35 2 662 6 6 2 2 2...

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