Systems and methods for transporting material
US-2017217695-A1 · Aug 3, 2017 · US
US11331718B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-11331718-B2 |
| Application number | US-201716488412-A |
| Country | US |
| Kind code | B2 |
| Filing date | Dec 11, 2017 |
| Priority date | Feb 27, 2017 |
| Publication date | May 17, 2022 |
| Grant date | May 17, 2022 |
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A method for calculating a conveyance velocity at which oscillation of a liquid surface is suppressed in conveying a container in which a liquid is accommodated, e.g., a ladle in which molten metal is accommodated. In a graph of conveyance velocity versus conveyance time, an upwardly convex parabola and a downwardly convex parabola having vertical symmetry are prepared in advance, the downwardly convex parabola and the upwardly convex parabola are smoothly connected to form an acceleration curve, the upwardly convex parabola and the downwardly convex parabola are smoothly connected to form a deceleration curve, and the conveyance velocity is obtained from the acceleration curve and the deceleration curve smoothly connected where the slope thereof is zero.
Opening claim text (preview).
What is claimed is: 1. A method for conveying a container, comprising: starting a conveyance by accelerating the container containing a liquid in a horizontal direction; and decelerating the container to complete the conveyance, wherein a conveyance velocity v(t) of the container, which is a function of time t, is represented by: Formula 1 when 0≤t≤(t 0 /4) v ( t )= a·t 2 [Formula 1] Formula 2 when (t 0 /4)≤t≤(3t 0 /4) v ( t ) = - a · [ ( t - t 0 2 ) 2 - t 0 2 8 ] [ Formula 2 ] Formula 3 when (3t 0 /4)≤t≤(t 0 ) v ( t )= a ·( t−t 0 ) 2 [Formula 3] wherein ‘t 0 ’ represents a time for conveying the container and ‘a’ represents a constant, and the method further comprises determining the conveyance velocity v(t) of the container by using Formulae 1 to 3, and driving a motor that rotates a plurality of wheels of a trolley on which the container is placed and conveying the container in accordance with the determined conveyance velocity v(t) such that liquid surface oscillations after conveying the container are within a tolerable range. 2. The method for conveying a container according to claim 1 , wherein: the conveyance velocity v(t) of the container, which is a function of time t, is also represented by: Formula 4 when 0≤t≤(t 1 /4) v ( t )= b·t 2 [Formula 4] Formula 5 when (t 1 /4)≤t≤(t 1 /2) v ( t ) = - b · [ ( t - t 1 2 ) 2 - t 1 2 8 ] [ Formula 5 ] Formula 6 when (t 1 /2)≤t≤(t 1 /2)+t 2 v ( t ) = 1 8 b · t 1 2 [ Formula 6 ] Formula 7 when (t 1 /2)+t 2 ≤t≤(3t 1 /4)+t 2 v ( t ) = - b · [ ( t - t 1 2 - t 2
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