An explosion is a rapid increase in volume and release of energy in an extreme manner. A blast wave in fluid dynamics is the pressure and flow resulting from the deposition of a large amount of energy in a small very localised volume. The equation for a Friedlander waveform describes the pressure of the blast wave as a function of time:
$$P(t)=P_oe^{-\frac {t}{t^*}}(1-\frac {t}{t^*})$$ where P$_o$ is the peak pressure and t$^*$ is the time at which the pressure first crosses the horizontal axis (before the negative phase).
My Question: Why does the pressure temporarily drop below ambient after the wave passes?