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01 $ :42 9$# $5! % ! 3 " £f0_b8394+0a¢Tg;4*14.40 a¢Tg1 § Cd?4+0 Cd?a¢1 § 4+0 a+390 [YJ¤zCd?0eLe\2ad=>dB0:/N4'e_1 ¡7/t;x*`/7%9,0 ^a¢/1 § . 4+0 )0v8390+&05(a/"'6;2 ad=>dB/ad=#9,0 ¥Q ¦ nscd1-:70 }m lkm rm Rym . Xom 112+3977ad=>dB 0 ;ad=#90 ¥Q ¦ nscd1-:70 )30 hjm lkm rm Rym . Xom 112,12+3977ad=>dB , 0;ad=#90 ¥Q ¦0a+ )OI"'e_18,#90 ¥Q ¦0a+ )4'1 )OI"'e_18,#90 ad=>dB1u8|$bc5@<A=+6!.465q#9,0 £f Wp77V]+390V#9e_1ad=>dB;P%*~0I/ 9a¢Tg;w(V#,0Vp£{ K0USe1+9.40 £M WZ770Ki1+9.40 OI

Transcript of 01 $ :42 9 $ # 5! › wp-content › uploads › 2019ms_st.pdf01 $ :42 9 $ # 5! % ! 3 " 834440...

Page 1: 01 $ :42 9 $ # 5! › wp-content › uploads › 2019ms_st.pdf01 $ :42 9 $ # 5! % ! 3 " 834440 a¢Tg1 d Cd 4+0 a30 deeadd4 70 ^a¢/1 .4+0 8356 addad0 ¥Q ¾ ±ô i C (n, n) C CQa]9

01

: 42 9

5

3

83 4 4 40

d d 3 0

d e e ad d 4

7 0

. 83 5 6

ad d ad 0

70

.

1 2 3 7 ad d

ad 0

70 0

.

1 2 1 2 3 7 ad d

ad 0

0

0

ad d bc 4 5 0

7 3 0 ad d

9 0 9 40

7 9 40

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[ [ a

] 9

/ Faraday

0 Coulomb

1 Ampère

2 Gauss

3 Gauss

s s p) s p) s [ 8

a] 9

/ M a [ 9

0 a [ 9

1 d a s 9

2 a 9

3 a 9

[ a] 9 d9

/ a [

0 a [ 9

1 × × a [ 9

2 × [ 9

3 a [ [ 9

a] 9

/ a [ 9

0 a α 9

1 a 9

2 a μ 9

3 a [ [ 9

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( a] 9

/ [

0 β [

1 [

2 [

3 × × [

) [ a] 9

/ a [ 9

0 a [ 9

1 × 9

2 [ a MeV [ 9

3 9

( MeV H+ !" MeV He + !#

$%$&a] 9

/ (

0

1

2

3

MeV [ a] 9

/ a cm [ 9

0 a [ 9

1 a [ 9

2 a [ 9

3 9

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C (n, n) C Q a] 9

8 C8 C8n M 8M 8Mn8 c 9

/ (M M ) c

0 (M M Mn)

1 (M M Mn)

2 (M M Mn) c

3 (M M Mn) c

(U [ a] 9 d9

/ 9

0 Cs 9

1 a 9

2 [ MeV 9

3 e ]a β [ 9

EC β a] 9

/ C

0 (O

1 F

2 K

3 ) Ga

[ a] 9 d9

/ α a 9

0 γ [ 9

1 β a 9

2 mTc m a [ 9

3 a 9

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( T. [ ) rad s T .

rad s . a] 9

/*+

0+*

1 )(

2*+,-

3 2/)(

[ a] 9

/ a 9

0 a [ 9

1 a e] 9

2 × × a [

3 [ × × e] a 9

( a] 9

/

0

1

2

3

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(

) A8B8C8D bit. [ a]

9

/ (

0 (

1

2

3 (

[ a] 9

/ [ 9

0 9

1 [ 9

2 a [ 9

3 a 9

a] 9

/ DCT discrete cosine transform

0 DST discrete sine transform

1 DWT discrete wavelet transform

2 KLT Karhunen-Loève transform

3 WHT Walsh-Hadamard transform

a] 9

/ t

0 U

1 χ

2

3 ×

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)

a] 9 d9

/ t

0

1

2 ×

3

[ a] 9

/ Chadwick γ

0 Curie

1 Hahn

2 Rutherford α

3 Sievert

) kg K Bq. a] 9

/

0

1

2

3 (

mGy. a] 9

/

0 (

1

2

3 (

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[ a] 9

/ d

0 d

1 d

2 d π

3 d π

( ICRP 8 b [ a]

9

/

0

1

2

3

) ICRP

MeV. a] 9

/

0

1

2

3

a] 9

/

0

1 ×

2 ×

3 ZnS × ×

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IAEA BSS [8

a] 9

/

0

1

2

3

b J 5 RIME

[8 × × a] 9

/ ((

0 )(

1 (

2 (

3 (

a] 9

/ ISO

0 IAEA

1 ICRP

2 ICRU

3 ICNIRP

X X [ a] 9

/ a e] 9

0 a e] 9

1 a e] 9

2 X a [ e] 9

3 a e] 9

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X [ a] 9

/ X 8 9

0 X 8 Be 9

1 X 8K 9

2 8X 9

3 8Mo Rh 9

× a] 9 d9

/ MTF

0 MTF

1 MTF

2 MTF

3 × × MTF

C × CT [ a] 9

/ a 9

0 × a 9

1 a Feldkamp 9

2 CT d × 9

3 × 9

( CT a 9

/

0

1

2 (

3

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) MRI k [ a] 9

/ a 9

0 MR 9

1 9

2 a × 9

3 a 9

MRI [ a] 9

/ Ag

0 Au

1 Co

2 Fe +

3 Gd +

A B 8 .

a] 9

8 kg m A a ( m s 8

kg m B a ( m s 9

/

0

1 (

2

3

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[ a] 9 d9

/ × a 9

0 e] 9

1 e] 9

2 e] 9

3 a 9

× JESRA X- *B [8 A

8 8 × [ a] 9

cd / m . × .

/ 7( 7 ( 6±

0 7 ( 7 6± (

1 7 ( 7 ( 6±

2 7 7 ( 6± (

3 7 7 6±

β a] 9

/ C

0 F

1 Na

2 ) Ga

3 Rb

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× × [ a] 9

/ 9

0 9

1 9

2 [ 9

3 9

[ a] 9

/ [

0 ×

1 [

2 ×

3 ×

× × γ

8 ) kcpm. 9 kBq. a] 9

8 a 8 a [ 8γ a

9

/

0

1

2

3

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( a] 9

/ FBP

0 OSEM

1 DRAMA

2 MAP-EM

3 MRP-EM

) MIRD [ a] 9

/ a CT [ 9

0 ] [ S a [ 9

1 × 9

2 9

3 a 9

× × × [ a] 9

/

0

1

2

3 ×

PET [ a] 9 d9

/ Anger [ 9

0 [ 9

1 a × 9

2 a × 9

3 Lu × [a 9

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SPECT [ a] 9

/ TCT a ( Gd ] 9

0 Chang a [ 9

1 Ramachandran a [ 9

2 × a γ × 9

3 X CT a γ [ 9

( cm8 )( kg F-FDG ( MBq 8((

PET [ 9

a kBq ml [ 9SUV a 9

8 F a 8 a 9

/

0 (

1 (

2

3 (

( γ a] 9

/ ) Co

0 (I

1 Cs

2 Ir

3 Au

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(

( [ a] 9

/ 9

0 a [ 9

1 TPR , a 9

2 a TPR , 9

3 a 9

( 8 TMR c OPF

9) MV X [ Gy MU [ a] 9

8 a ( cm8 a ) cm4 cm8 a ) cm8DMU

cGy / MU 9

cm. TMR cm. OPF

( (

(

( ) (

)

/

0 )

1 )

2

3

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)

( 9JIS Z

[ a] 9

8 a ( cm 9

/ a

0 b

1 c

2 d

3 e

(( Superposition–convolution [ a] 9

/ 9

0 a [ 9

1 9

2 a [ 9

3 a [ 9

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() PTV c OAR DVH 9 a]

9

/ DVH [ 9

0 PTV D ( a ( Gy [ 9

1 OAR V Gy a [ 9

2 PTV a (( Gy [ 9

3 PTV Homogeneity index a [ 9

( × [ [ a] 9

/

0

1

2

3

0

20

40

60

80

100

0 10 20 30 40 50 60

Gy

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( [ a] 9

/

0

1

2

3

( × ×[ a] 9 d9

/ × a m [ 9

0 9

1 × [ He 9

2 a [ 9

3 × 9

) [ a] 9 d9

/ a 9

0 a [ 9

1 × a [ 9

2 a × 9

3 × a ( 9

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) 9 ( cm (4

× cm . a] 9

/

0 ))

1

2 ((

3

) ICRU Report ( [ a] 9

/ J kg s

0 C kg

1 J

2 J s

3 J m kg

���

����

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) cm cm X

µC 9 [ Gy. a] 9

8 )4 C8 4 g cm 8W eV

9

/ (

0

1 (

2

3 (

) × [ a] 9

/ Boag [ 9

0 a 9

1 e] 9

2 [ a [ 9

3 [a [ 9

)( a] 9

/

0

1 ×

2 ×

3

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)) [ a] 9 d9

/ × 9

0 [ 9

1 9

2 a 9

3 [a [ 9

) (n, p) a] 9

a He

b )Li

c B

d B

e (U

) 9

a] 9

/

0

1 (

2 )

3 (

) NaI Tl × [ Cs 9

MeV a] 9

/ β

0

1 mBa γ

2

3 Ba X

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8 c

[ . a] 9

8 9

/

0

1

2 (

3 )

a] 9

/

0 p 5

1

2

3

a] 9

/

0

1

2

3 SIFT

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× × mm [ 8

cycles / mm. a] 9

/

0

1 (

2

3

[ a] 9 d9

/ DNS

0 ICD

1 IHE

2 SSL

3 VPN

( [ a]

9

/ [ 9

0 [ 9

1 [ 9

2 × [ 9

3 ] [ 9

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) [ a] 9

8 0(2)84(2) 5(6)87(6) 8∗a9

/ 0(2) ∗ 4(2) 5(6) ∗ 7(6) 0 0(2) ∗ 4(2) 5(6) ∙ 7(6) 1 0(2) ∙ 4(2) 5(6) ∗ 7(6) 2 0(2) ∗ 4(2) 5(6) + 7(6) 3 0(2) + 4(2) 5(6) ∗ 7(6)

4 8 )8 /

byte. [ a] 9

/ )

0 ()

1

2 )

3 )

[ a] 9

/ EHR

0 FFD

1 ICP

2 ×

3

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(

a] 9

/ SIMD

0 SMTP

1 VLIW

2 ×

3

[ a] 9 d9

/ 9

0 [ 9

1 9

2 [ [ 9

3 [ [ 9

[ a] 9

/ keV a 9

0 a 9

1 [ 9

2 a mSv / 9

3 9

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)

9

a8 A 8 B 8 8

8 C 8 [ 9

A ~ C [ a] 9

A B C

/

0

1

2

3

b [

a] 9

/ a b b 8

9

0 a8

9

1 a8 × a

[ 9

2 [ b8(

[ 9

3 8

a8 9

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[ [

mmAl . a] 9

/

0 (

1 (

2

3 (

( [ a

b a] 9

/

0

1

2

3

)

9

A a8 [ 8

B 8 8

8 8 8 C

b 9

A ~ C [ a] 9

A B C

/

0

1

2

3

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ICRP d 8 [ a]

9 d9

/

0

1

2

3

JIS [ a] 9

/ a kV [ 9

0 a mA [ 9

1 a ± + ms 9

2 X a ± 9

3 X a ± 9

× a] 9

/

0

1

2

3

a] 9

/

0

1

2

3 8 8