Sentence examples for resistive solutions from inspiring English sources

Theoretical expressions describing the cell constant, bulk and interfacial resistances and capacitances of interdigitated sensors are reported, leading to conclusions on appropriate empirical and modeling evaluation methods for design and optimization of interdigitated sensors for testing in highly resistive solutions.

To obtain contributions from heat and magnetic field diffusion, the splitting method for the physical processes has been used in the numerical solution of resistive magnetohydrodynamic equations.

These phenomena include resistive heating of an electrolyte solution surrounding a microelectrode, electrothermal flow of the solution and electrochemical mass transport of dissolved redox species.

For the high frequency region (> 104 Hz), the resistive region appears and resistance in the solution determines the signal [78 81].

However, even in the steady state model, it is impossible to strictly find the analytical solution in the resistive MHD frame, because of the extreme difficulty.

In this paper we propose the first better than second order accurate method in space and time for the numerical solution of the resistive relativistic magnetohydrodynamics (RRMHD) equations on unstructured meshes in multiple space dimensions.

The substorm mechanism is studied by the numerical solutions obtained from a resistive magnetohydrodynamic (MHD) simulation.

After exposure, the samples were chemically treated in non-water alkaline organic solutions to form a resistive mask in photoresist layer, through which the metal film was etched.

After exposure, the samples were chemically treated in non-water alkaline organic solutions to form a resistive mask in the photoresist layer, through which the metal film was etched.

In addition, the thermal degradation of FEC and VC in the electrolyte solution yields a highly resistive "secondary SEI" on the electrode surface that covers the lithiated silicon electrode (together with the "primary SEI") and protects it from thermal runaway up to 200 °C.

In this paper, we address the space time decay properties for strong solutions to the incompressible viscous resistive Hall-MHD equations.