<p> Grid strength is important for the identification of potential weak grid issues, such as sub/super-synchronous oscillation instability. However, the existing techniques for grid strength assessment require the presence of synchronous generators as the source of grid voltage support. Therefore, they are not applicable to the 100% inverter-based power system, where all synchronous generators are displaced by inverter-based apparatuses. Moreover, it is challenging for these techniques to identify the weak grid issues in such a system while considering the complex interaction between power networks and different inverter control configurations (e.g., grid-forming (GFM) and grid-following (GFL) inverters). This paper proposes a method for grid strength assessment in terms of small-disturbance stability in a 100% inverter-based power system. Specifically, we first analyze the voltage support characteristics of typical GFM inverters, revealing that the GFM inverter can be represented by an equivalent Thevenin circuit with an additional shunt admittance to characterize the inverter dynamics. By interconnecting the equivalent GFM inverter models with the GFL inverter models via power networks, we then formulate the linearized model for a 100% inverter-based power system to analyze its small-disturbance stability. It is found that our previously developed generalized short-circuit ratio (gSCR) can be extended to assess the grid strength of such a system, thus significantly reducing the complexity of system stability analysis. The gSCR-based method is proposed and its effectiveness is demonstrated by comparing the results of eigenvalue analysis to those of electromagnetic transient simulation in a modified IEEE 39-bus system. </p>