EXPLORATION OF THE EFFECT OF THE PENDULUM AND PERPENDICULAR MASS MOVEMENT ON THE SPRING-MASS IN STATIC AND DYNAMIC CONDITIONS USING MEMS

Pendulum oscillation and instability in electrostatic structures supported by micro springs influence the reliability of electromechanical systems. The imbalance resulting from the MEMS voltage change was identified and rebalanced. In the case of instability of the draw through the regulated operating systems, the pendulum's movement was prevented and rebalanced using the mems system and the stability of the draw for the dynamic and static drivers in the system. The current study aims to model and analyse the electromechanical mass stability in the state of rest and motion with the electrostatic current's effect. The phenomenon of withdrawal and threshold were examined systematically for the dynamic and static systems and the theories of nonlinear differential equations. Through the equations, the unstable and critical voltage is determined through the values resulting from the critical voltages, which have a major role in raising and lowering the amount of voltage. Thus, the effect on other system parameters is modelled and examined mathematically. The results show enhanced MEMS accelerometer simulation with variable voltage, mass, spring constant, and pendulum length. The displacement diagram shows that the displacement reached -0.2 meters. At the same time, the proportionality in it decreased from -0.05 to -0.15 in a gradual manner, the change in mass in a sin wave manner, it reached 0.15 kg, where the displacement was irregular, as it began to increase from -0.2 m and end with -0.03 m gradually. The displacement gradient decreased to -0.01 m due to a variable spring constant from 5 to 15 N/m. The final displacement value was -0.007 m by changing the pendulum length from 0.7 mm to 1 mm.