14 research outputs found
A simulation-based performance evaluation of anti-collision protocols for RFID system
RFID is being widely employed in a variety of applications. Anti-collision protocol has a major influence on improving the system identification efficiency for RFID system. In this paper, we propose a simulation-based method to evaluate the anti-collision algorithm performance of GJB protocol. According to the assessment result, the system parameters are confirmed to optimize design. As a part of the reference model, the early evaluation model reuses in the functional verification by filling details to reduce the verification cost. ? 2014 IEEE.EI
A low-complexity IRA-LDPC coded noncoherent unitary space-time modulation system on Rayleigh flat fading channel
The model of project site selection of industrial plant based on matter element analysis
Performance of a Sensitive Micromachined Accelerometer With an Electrostatically Suspended Proof Mass
UVM-based intelligent verification method for UHF RFID tag
This paper presents a UVM-based verification method for verifying RFID tag that complies with GJB protocol. In RFID tag, since Module-reuse approach and low power techniques are applied in the digital baseband, the power consumption is reduced. For verification, an intelligent and flexible testbench architecture based on UVM is built. In addition, complete algorithms for pathfinding (CAP) based on state transition graph is used to improve efficiency and produce an automatic stimuli generation. ? 2014 IEEE.EI
Classification of nonnegative solutions to fractional Schrödinger-Hatree-Maxwell type system
<abstract><p>In this paper, we are concerned with the fractional Schrödinger-Hatree-Maxwell type system. We derive the forms of the nonnegative solution and classify nonlinearities by appling a variant (for nonlocal nonlinearity) of the direct moving spheres method for fractional Laplacians. The main ingredients are the variants (for nonlocal nonlinearity) of the maximum principles, i.e., <italic>narrow region principle</italic> (Theorem 2.3).</p></abstract></jats:p
