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THE EGS5 CODE SYSTEM

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Table 2.1: Symbols used in <strong>EGS5</strong> and P<strong>EGS5</strong>.<br />

Math FORTRAN Program Definition<br />

1. π PI P 3.1415926536<br />

2. c C P speed of light<br />

= 2.997925 ×10 10 cm/sec<br />

3. m e RME P electron rest mass<br />

= 9.1091 ×10 −28 g<br />

4. ¯h HBAR P Planck’s constant/2π<br />

= 1.05450 ×10 −27 erg-sec<br />

5. e CGS ECGS P electronic charge (CGS units)<br />

= 4.80298 × 10 −10 esu<br />

6. e MKS EMKS P electronic charge (MKS units)<br />

= 1.60210 × 10 −19 Coul<br />

7. N a AN P Avogadro’s number<br />

= 6.02252 × 10 23 mole −1<br />

8. (1 Rad)[ ◦ ] RADDEG P radian expressed in degrees<br />

= 180/π<br />

9. α FSC P fine structure constant<br />

= e 2 CGS /(¯hc)<br />

10. (1 MeV)[erg] ERGMEV P one MeV expressed in ergs<br />

= e MKS × 10 13<br />

11. r 0 RO P classical electron radius<br />

= e 2 CGS /(m ec 2 )<br />

12. m RM PE electron rest energy in MeV<br />

= m e c 2 /ERGMEV<br />

13. 2m RMT2 PE 2m<br />

14. m 2 RMSQ PE m 2<br />

15. ‘22.9’ A22P9 P constant in Nagel’s formula for<br />

χ c in degrees. Taken from<br />

Molière’s paper in which χ c was<br />

expressed in grads. So to get χ c<br />

in degrees, should really use 22.9<br />

×360/400. Defined as A22P9 =<br />

RADDEG √ 4πN a<br />

× e 2 CGS /ERGMEV = 22.6960<br />

16. ‘6680’ A6680 P constant in Bethe’s formula for<br />

Molière’s b<br />

= 4πN a (¯h/m e c) 2 (0.885) 2<br />

/(1.167 × 1.13) = 6702.33<br />

17. k, k 1 P photon energy in ergs<br />

18. ˘k, ˘k1 P photon energy in MeV<br />

19. E, E 1 P electron total energy in ergs<br />

20. Ĕ, Ĕ 1 P electron total energy in MeV<br />

21. T P electron kinetic energy in ergs<br />

22. ˘T P electron kinetic energy in MeV<br />

23. t P distance in centimeters<br />

24. ˘t P distance in radiation lengths<br />

= t/X 0<br />

25. σ P cross section in cm 2 /(atom or<br />

molecule)<br />

34

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