Abstract
In most of conductors, the transport properties are governed by the relaxation time of the material. Recently, there is new kind of material that its transport is not only determind by the relaxation time but also the topology of band structure. The Weyl semimetal is one of these topological materials. In this thesis, we investigate the electronic and thermal transport properties of the Weyl semimetal based on Boltzmann equation approach and a linearized Weyl semimetal model. We also compare the result of Boltzmann equation to the Kubo formula approach. The anomalous electronic transport properties of the Weyl semimetal are originated from the topology of Weyl nodes. We expect that the analogous effect can also be found in the thermal transport and electric effect of Weyl semimetal. Our result shows that while anomalous behavior shows up in electronic transport, thermal conductivity and thermoelectric properties may not have the similar behavior under parallel electric field and magnetic field. On the other hand, by studying the Kubo formula approach we found that there is no thermal chiral magnetic effect.