1. The problem statement, all variables and given/known data An uncharged metal sphere hangs from a nylon thread. When a positively charged, nonconducting glass rod is brought close to the metal sphere, the sphere is drawn toward the rod. But if the sphere touches the rod, the sphere suddenly flies away from the rod. Explain why the sphere is first attracted and then repelled. 2. Relevant equations Assuming there are only horizontal components making a contribution, a = the distance from the rod to a point on the sphere L = the length of the rod Q = total charge k = constant Ex = (kQ) / (a2 + aL) 3. The attempt at a solution At first the sphere is attracted by the rod because the positive charge on the rod attracts the negative charge on the sphere while repelling the positive charge on the sphere. This part I understand. Initially I thought that when sphere touched the rod the excess positive charge would flow into the sphere and the rod would repel the sphere. However, because the rod is nonconducting there should be no flow of charge. In another attempt I thought that perhaps when the sphere made contact with the rod, then it was close enough for the electric field which repels the sphere to overcome the electric field which attracts the sphere. But if the repulsive field increases, I'm assuming the attractive field is increasing at the same rate. From here I'm not sure what other angles I can look at this from. Could it be the case the rod is not perfectly non conducting so some positive charge does flow into the sphere and thus the repulsion occurs?