A two-dimensional linearized Bhatnagar, Gross, and Krook (BGK) model for the Boltzmann equation has been used to evaluate the damping forces exerted by a gas on the moving surfaces of a micromechanical structure. A very good agreement has been found between our numerical results and the experimental data collected on a silicon biaxial accelerometer in the transitional flow regime. Furthermore, it has been shown that the one-dimensional Reynolds equation fails to predict the squeeze film damping in the two-dimensional structures typical of real MEMS
We introduce an analytical model for the gas damping of a MEMS resonator in the regime of free molec...
Gas flows in micro-electro-mechanical systems (MEMS) owing to the small size of the systems possess ...
Predicting the gas damping of microcantilevers oscillating in different vibration modes in unbounded...
A two-dimensional linearized Bhatnagar, Gross, and Krook (BGK) model for the Boltzmann equation has ...
A three-dimensional quasi-static Stokes model, with a correction based on the kinetic theory of rare...
The BGK model of the Boltzmann equation is applied to the analysis of damping in silicon inertial ME...
We consider squeeze film gas damping during microbeam motion away and toward a substrate as occurs d...
Two-dimensional simulations based on the isothermal lattice-Boltzmann method have been undertaken on...
Fluid and thermal problems are widely encountered in micro/nano-scale devices, the characteristic le...
Since microdevices are gaining popularity both in commercial applications and in scientific research...
In recent years, microflow has become a popular field of interest due to the appearance of microelec...
We introduce an analytical model for the gas damping of a MEMS resonator in the regime of free molec...
Gas flows in micro-electro-mechanical systems (MEMS) owing to the small size of the systems possess ...
Predicting the gas damping of microcantilevers oscillating in different vibration modes in unbounded...
A two-dimensional linearized Bhatnagar, Gross, and Krook (BGK) model for the Boltzmann equation has ...
A three-dimensional quasi-static Stokes model, with a correction based on the kinetic theory of rare...
The BGK model of the Boltzmann equation is applied to the analysis of damping in silicon inertial ME...
We consider squeeze film gas damping during microbeam motion away and toward a substrate as occurs d...
Two-dimensional simulations based on the isothermal lattice-Boltzmann method have been undertaken on...
Fluid and thermal problems are widely encountered in micro/nano-scale devices, the characteristic le...
Since microdevices are gaining popularity both in commercial applications and in scientific research...
In recent years, microflow has become a popular field of interest due to the appearance of microelec...
We introduce an analytical model for the gas damping of a MEMS resonator in the regime of free molec...
Gas flows in micro-electro-mechanical systems (MEMS) owing to the small size of the systems possess ...
Predicting the gas damping of microcantilevers oscillating in different vibration modes in unbounded...