The time variations of the gap current I(t) and the voltage log[V(t)] determined respectively from Schlumbohm's and Frommhold's experimental procedures for drift velocity measurement are simulated by using the Monte Carlo technique in Ar gas for five cases of the initial electron pulse shapes, such as the Dirac's
function, Gaussian distributions with half widths of 10 ns and 20 ns, and Raether's distributions with half widths of 10 ns and 20 ns, under the condition at which ionization is appreciable. The results show that the time variation of the gap current I(t) is affected by the shape and/or the value of the half width of the initial electron pulse, namely, the profiles of I(t) obtained for the five cases of the initial pulses have different profiles. Therefore, the transit time
obtained the from the different profiles of I(t) shows different values. However, it is found that the drift velocity
calculated from the gradient of a
against d plot does not depend on the shape and/or the value of the half width of the initial pulse, since
against d plots obtained for five cases of the initial pulses show good linearity and practically the same gradient. Similar to the case of
, although the time variation of log[V(t)] and the transit time
are affected by the shape and/or the value of the half width of the initial pulse,
against d plots show good linearity and practically the same gradient. Therefore, it is concluded that the drift velocity
calculated from the gradient of the
against d plot does not depend on the shape or the value of the half width of the initial pulse.