We investigate the spin transport and precession in graphene by using the Hanle effect in nonlocal and threeterminal measurement geometries. Identical spin lifetimes, spin diffusion lengths and spin polarizations are observed in graphene devices for both techniques over a wide range of temperatures. The magnitude of the spin signals is well explained by spin transport models. These observations rules out any signal enhancements or additional scattering mechanisms at the interfaces for both geometries. This validates the applicability of both the measurement methods for graphene based spintronics devices and their reliable extractions of spin parameters.Keywords: Graphene, Hanle, Nonlocal, Three-Terminal, Spintronics, Spin transportThe spin degree of freedom of electrons is considered as an alternative state variable for processing information beyond the charge based CMOS technology. Its potential lies in the possibilities for a new generation of computers that can be non-volatile, faster, smaller, and capable of simultaneous data storage and processing with a reduced energy consumption
1. The strong interest in graphene and silicon based spintronic devices stems from their potentially long spin coherence lengths due to the absence of hyperfine interactions and a weak spin-orbit coupling. Such materials could be employed in the recently proposed concept of all spin logic using spins in ferromagnets to store information and communicate between them using a spin current 2 . All spin logic is particularly powerful since it combines various spin related phenomena such as spin injection, transport and detection with magnetization dynamics.In order to achieve these goals various methods for electrical spin injection and detection in metals
3, semiconductors [4][5][6] and graphene 7 have been investigated. Primarily nonlocal (NL) and three-terminal (3T) methods are used for an electrical detection of the spin polarization [6][7][8][9] . The non-local geometry separates the current and voltage path to provide information about pure spin transport parameters. However, nanofabrication by electron beam lithography is necessary in order to achieve submicrometer structures and channel lengths 7 . Although the NL method has been widely used for spin transport measurements in more conducting metals