We study here the spacelike geodesics in the Nordström geometry. We show that (i) a radially falling tachyon can hit the singularity r=0 if either it is very energetic or the source is highly charged, (ii) nonradial orbits never end into r=0, and (iii) unstable circular orbits exist in the region which is bounded from below as well as from above. In the case of e2/m2=1, scattering cross sections are calculated.
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Naresh Dadhich (1979) studied this question.
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