| | Mass and Energy (Site not responding. Last check: 2007-10-23) |
 | | Since the strength of the ZPE and the size of the damping constant are two of the key factors that determine the mass of the point particle, the simultaneous increase in both these factors means that the mass of the atomic particle measured in the atomic environment will also increase. |
 | | Other work indicates that mass measured macroscopically such as those in deflection experiments, depends on the total energy of the system which remains unchanged as the ZPE increases, whereas the mass measured in an atomic environment is dependent upon the strength of the ZPE. |
 | | Since, as Dicke points out, “the inertial mass is given by the energy of the system”, it seems that macroscopic, or inertial, means of measurement are measuring a quantity that is related to the total energy of the system. |
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