Kinetic energy of the swinging separator driven by a linear electric motor

Abstract

The goal of the given study is to develop a gearless mechanism driven by a linear electric motor that can reproduce and adjust sieve oscillation modes of large amplitude (more than 0.01 m) and low frequency (less than 10-12 rad/s). The authors developed a test sample of a swinging separator driven by a linear electric motor and its kinematic scheme. There is a design scheme used to determine motion geometric and kinematic characteristics of the drive mechanism units as a function of the generalized coordinate h-the stroke of a rotor relative to a stator in the linear electric motor ∂/∂t. The paper provides kinetic energy expressions that are convenient for further development of a mathematical model for the mechanism movement based on Lagrange equations of the second kind. Most mechanical and technical systems are studied with Lagrange equations being the scientifi c basis for the analysis and synthesis of a wide variety of machines and devices. This paper relies on the Lagrange equations to give a mathematical description of the sieves' movement in a grain cleaner. The paper presents kinetic energy expressions for the studied mechanism that are convenient for further development of a mathematical model of its motion based on Lagrange equations of the second kind. The results of the performed analytical studies can be used not only in the design of drive mechanisms for swinging sieves, but also in the design, upgrade and optimization of different industrial and agricultural machines driven by linear asynchronous motors.

Increasing the measurement of soil water content with the characterization of magnetic field induction sensors using model equations for the internet of thing application

“…The transmitter coil generated a magnetic field which was induced on the soil. The use of a magnetic field as a variable stimulus was possible because, it application to the soil affected various parameters including conductivity [23,24], salinity [25,26], water quality [27,28], pH levels [29,30], evaporation [31], reduction in specific heat [32], and boiling point [33,34]. The principle of inducing a magnetic field [35,36] is used to provide a stimulus to the soil and the response to the induced voltage is captured using a receiver coil [37,38,39].…”