In this paper an analytical expression for base transit time τ B for an npn bipolar transistor considering majoritycarrier current density is obtained. For finding τ B , expressions for minority-carrier electron current density J n, majority-carrier hole current density J p and electron concentration, n(x) are analytically derived. In the model energy-bandgap-narrowing effects due to heavy doping, velocity saturation as well as doping and field dependent mobility are considered. It is found that, in the low-injection condition, τ B depends on Jp and its value is found greater than the value if J p is neglected. In finding τ B , previous works neglected Jp. The closed-form analytical expressions offer a clear physical insight into device operations at various bias conditions.