By Torr Kolen

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**Additional resources for An Experiment to Measure Relative Variations in the One-Way Velocity of light**

**Sample text**

02xlO28 atoms/m 3 n 18X1028 „ Valence = — = =s- = 3 n' 6x10 28 / t M _3N_ 2/3 N . 4 MeV Eav=|EF=20MeV These energies are of the correct order of magnitude for nuclear particles. 8% probability. 6xl0- 5 eV/K)(300 K) .. 40xl0 17 . rz> e~''"' " B ) 3/2 where m is the mass of the O , molecule (2xkBT) in kg and — is 104 molecules per cm 3 . Rewrite the equation in the form n(v) = AA—-J u2e~/l31' where A^ = , A2 = ,andA3= . Use the exponential format for large and small numbers to avoid computer errors.

385)

913 u. 6) = 1720 MeV AE = Ebf - £(,,- = 1720 MeV -1560 MeV = 160 MeV 19 (a) kq The potential at the surface of a sphere of charge a and radius r is V = —. If a thin shell of charge d<7 (thickness dr) is added to the sphere, the increase in electrostatic potential energy will be dU = Vdq = — \dq.

### An Experiment to Measure Relative Variations in the One-Way Velocity of light by Torr Kolen

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