
The mechanics-mathematical modeling of operation of a flat and the drum sieve with a particle of the classified product by a uniform technique was done: by means of Lagrange's equations of the II type for mechanical systems with two degrees of freedom. The received solutions of the equations allow to define linear and angular accelerations of bodies and points of mechanical system.
Произведено механико-математическое моделирование работы плоского и барабанного сита с частицей классифицируемого продукта по единой методике, т.е. с помощью уравнений Лагранжа II рода для механических систем с двумя степенями свободы. Полученные решения уравнений позволяют определить линейные и угловые ускорения тел и точек механической системы.
БАРАБАННОЕ СИТО, ПЛОСКОЕ СИТО, МЕХАНИКО-МАТЕМАТИЧЕСКОЕ МОДЕЛИРОВАНИЕ, УРАВНЕНИЯ ЛАГРАНЖА, LAGRANGE''S EQUATIONS, ОБОБЩЕННАЯ КООРДИНАТА, ОБОБЩЕННАЯ СИЛА, УГЛОВОЕ УСКОРЕНИЕ
БАРАБАННОЕ СИТО, ПЛОСКОЕ СИТО, МЕХАНИКО-МАТЕМАТИЧЕСКОЕ МОДЕЛИРОВАНИЕ, УРАВНЕНИЯ ЛАГРАНЖА, LAGRANGE''S EQUATIONS, ОБОБЩЕННАЯ КООРДИНАТА, ОБОБЩЕННАЯ СИЛА, УГЛОВОЕ УСКОРЕНИЕ
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