We investigate electronic transport in twisted bilayer graphene (tBLG) under
variable temperatures ($T$), carrier densities ($n$), and transverse magnetic
fields, focusing on samples with small-twist-angles ($\theta$). These samples
show prominent signatures associated with the van Hove singularities (VHSs) and
superlattice-induced mini-gaps (SMGs). Temperature-dependent field effect
measurement shows that the difference between temperature-dependent resistivity
and residual resistivity, $\rho_{xx}(n,T) - \rho_{0}(n)$, follows $~T^\beta$
for $n$ between the main Dirac point (DP) and SMG. The evolution of the
temperature exponent $\beta$ with $n$ exhibits a W-shaped dependence, with
minima of $\beta$ ~0.9 near the VHSs and maxima of $\beta$ ~1.7 toward the
SMGs. This W-shaped behavior can be qualitatively understood with a theoretical
picture that considers both the Fermi surface smearing near the VHSs and
flexural-acoustic phonon scattering. In the quantum Hall regime, we observe
only Landau level crossings in the massless Dirac spectrum originating from the
main DP but not in the parabolic band near the SMG. Such crossings enable the
measurement of an enhanced interlayer dielectric constant, attributed to a
reduced Fermi velocity. Moreover, we measure the Fermi velocity, interlayer
coupling strength, VHS energy relative to the DP, and gap size of SMG, four
important parameters used to describe the peculiar band structure of the
small-$\theta$ tBLG.