The mode localization phenomenon of disordered weakly coupled resonators (WCRs) is being used as a novel transduction scheme to further enhance the sensitivity of micromechanical resonant sensors. In this paper, two novel characteristics of mode localization are described. First, we found that the anti-resonance loci behave as a linear function of the stiffness perturbation. The antiresonance behavior can be regarded as a new manifestation of mode localization in the frequency domain, and mode localization occurs at a deeper level as the anti-resonance approaches closer to the resonance. The anti-resonance loci can be used to identify the symmetry of the WCRs and the locations of the perturbation. Second, by comparing the forced localization responses of the WCRs under both the single-resonator-driven (SRD) scheme and the double-resonator-driven (DRD) scheme, we demonstrated that the DRD scheme extends the linear measurement scale while sacrificing a certain amount of sensitivity. We also demonstrated experimentally that the amplitude ratio-based sensitivity under the DRD scheme is approximately an order of magnitude lower than that under the SRD scheme, that is, the amplitude ratio-based sensitivity is − 70.44% (N m −1 ) −1 under the DRD scheme, while it is − 785.6% (N m −1 ) −1 under the SRD scheme. These characteristics of mode localization are valuable for the design and control of WCR-based sensors.Keywords: anti-resonance; eigenvalue loci veering; energy confinement; forced localization; mode localization; weakly coupled resonators For the MEMS community, a more interesting application is to use MDOF micromechanical coupled resonators in sensors with ultra-high sensitivity. Researchers have developed strongly coupled resonators using frequency splitting as the output metric to improve the sensitivity by more than 20% 13 . Using weakly coupled resonators (WCRs) and taking the eigenstate or amplitude ratio as the output metric can enhance the sensitivity by more than 2 orders of magnitude 14 . A variety of sensors based on WCRs with different degrees of sensitivity enhancement have been implemented, such as mass sensors 14-17 , electrometers 18,19 , stiffness sensors 20,21 , accelerometers 22 , and tilt sensors 23 .Mode localization is the theoretical basis for the sensitivity improvement of WCRs-based sensors. As a manifestation of Anderson localization 24 in the field of structural dynamics, mode localization [25][26][27][28][29][30] has been studied for more than three decades. When mode localization occurs, the WCRs exhibit drastic energy confinement on a specific mode. Energy confinement, which is the