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Abstract: This article presents a way to predict stresses
in bins and hoppers, devices most widely used in industry to store powdery
materials. It employs the simplified method of integral balances --
more widely known as the method of slices -- together with
Janssen's postulate that provides the required closure
for the solution of the resulting balance equations.
The great advantage of the procedure is its simplicity,
while it's most important drawback is that the final solutions
contain an adjustable parameter (Janssen's constant, K)
that has to be either measured experimentally or calculated
from a more advanced theory.
This method is used to illustrate the design of mass-flow hoppers
following Jenike's method; the design comes down to choosing
the hopper angle and calculating the critical size
of the hopper outlet. Also presented are some examples of
measured angles of friction and Flow Functions from
the literature and several solved problems. These illustrate both
the use of Janssen's equations to predict stresses in the powder
and also Jenike's method to design hoppers.
Keywords: bin, hopper, stress, Jenike, design |
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Prof. Gabriel I. Tardos received his early
engineering education in Romania.
He emigrated to Israel in 1973, where he continued his education and
in 1978 received a Ph.D. in Mechanical Engineering. He then
moved to the U.S.A. and since 1979 has dedicated his time to teaching and research
in the Department of Chemical Engineering at the City University of New
York. He served as chair of the department from 1987 to 1990.
Professor Tardos has more than 25 years experience in the fields of particle technology and fluid-particle systems. He is involved in promoting the development of powder science in industry and academia and was the first to introduce the subject into an undergraduate chemical engineering curriculum in the U.S. He is in the process of publishing an undergraduate / graduate textbook in powder science and technology. |
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