Deister Concentrator Co. v. Deister Mach. Co.
This text of 241 F. 379 (Deister Concentrator Co. v. Deister Mach. Co.) is published on Counsel Stack Legal Research, covering Court of Appeals for the Seventh Circuit primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
MACK, Circuit Judge.
This is an appeal from a decree dismissing a bill for infringement of claims 7, 8, and 9 of patent No. 763,784, issued to Gustave A. Ovcrstrom, for an ore-concentrating table. Claim 7, which is typical of the others, reads as follows :
A concentrating-table having riffles upon the upper surface thereof, a covering or lining Interposed between the riffles and table, and a. wedge block interposed between said table and covering to form an upwardly inclined surface at the mineral delivery end of the table, and means for reciprocating the table in the dttection of the length of said riffles, as and for the punióse set forth.
The alleged infringement consists in the sale of concentrators constructed as shown in the drawings of patent to William i\ Deister, No. 1,088,685, and described in the specifications thereof, and in the construction of plateaus, as shown in Figures 6 and 7 .of the Deister patent, upon the decks of pre-existing concentrating tables, especially those made under the Williey patent No. 590,675. The following drawings from the several patents will give a clearer understanding of the contentions:
[380]*380
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MACK, Circuit Judge.
This is an appeal from a decree dismissing a bill for infringement of claims 7, 8, and 9 of patent No. 763,784, issued to Gustave A. Ovcrstrom, for an ore-concentrating table. Claim 7, which is typical of the others, reads as follows :
A concentrating-table having riffles upon the upper surface thereof, a covering or lining Interposed between the riffles and table, and a. wedge block interposed between said table and covering to form an upwardly inclined surface at the mineral delivery end of the table, and means for reciprocating the table in the dttection of the length of said riffles, as and for the punióse set forth.
The alleged infringement consists in the sale of concentrators constructed as shown in the drawings of patent to William i\ Deister, No. 1,088,685, and described in the specifications thereof, and in the construction of plateaus, as shown in Figures 6 and 7 .of the Deister patent, upon the decks of pre-existing concentrating tables, especially those made under the Williey patent No. 590,675. The following drawings from the several patents will give a clearer understanding of the contentions:
[380]*380
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" 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" 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[382]*382The art is old; each patent takes it at bést but a step forward. ’ As a whole, these ore concentrators mark a great advance in the art of ore dressing, and through them large quantities of mineral are redeemed, which theretofore had been abandoned, because the mass in which they are found is too poor in metal to go to the smelter. Certain common features are to be found in nearly all of these devices. The mass is ground into a pulp before being fed to the concentrator. Linoleum, because it has an attraction for sulphides, is used as a surface or deck covering. Strips of wood or metal, called riffles, arranged in various combinations, aré usually fastened upon the deck. These serve to. catch the particles of mineral in the pulp, because the mineral, on account of its greater specific density, gravitates to the bottom, while the silica, rock, and other waste material flow on over the riffles. But the most important feature of these concentrating tables is what is known as the reciprocating movement. This is a form of rapid oscillation, which, when suddenly arrested, causes the mineral matter in the pulp, by the force of its own momentum or inertia, to be carried toward one end of the table. The gangue, being much lighter, develops no such momentum, and, being on the upper surface of the pulp, is driven by the side wash or on-coming pulp to a different end of the table.
On the Overstrom table, the crushed ore is deposited on the triangular space K at the upper left-hand corner. Wash water,, supplied by a perforated pipe extending from C to D flows transversely across the riffles, and the pulp tends to flow in the same direction. The mineral particles, however, being heavier than the gangue, sink into the troughs between the riffles, and are driven by the reciprocating movement toward the mineral discharge side DF, while the waste material is swept along over the riffles towards the tailing discharge BF. According to the drawings and specifications in claims not here in issue, the successive riffles diminish in height from left to right to a point L (Fig. 3). From L to M the height of each riffle remains substantially the same so that the lines HP and JG (Fig. 1) represent parallel surfaces. The purpose of this arrangement, as Overstrom states in his specification, is to secure a complete and -efficient concentration of the mineral and the elimination of the gangue; the riffles, while providing a ledge to retain the mineral, being sufficiently low, so as not to retard the movement of the .sand, rock, and other waste material. But from the point M each riffle increases in height, in order to insure against any mineral particle being washed over the tailings discharge.
In order to insure still further this separation of the mineral from the gangue, and to prevent too much water flowing over the mineral discharge, the surface of the table adjacent to that edge is gradually raised. This upwardly inclined raise is effected by the interposition between the deck of the table and the linoleum cover of a tapering wedge block, triangular in shape occupying the space JDG in Figure 1. The wedge may also be seen at N in Figure 3 and A' in Figure 6. Because the silica, rock, water, and the like are lighter than the mineral, it is claimed that they will not travel up the inclined surface, but that the momentum of the mineral under the impetus of the reciprocations of tire table will cause the mineral to travel up the in' [383]*383cline and over the mineral discharge. Overstrom suggests that the riffles at this end be reduced in height, as shown in Figure 6, to compensate for the wedge block; but there is no suggestion or claim that this arrangement of the riffles on the wedge block constitutes a distinctive feature of the invention.
The Deister duplex plateaus, which it is alleged infringe the Overstrom patent, are constructed on both the Deister and the Wilfley table. On the Deister table, the crushed ore is delivered through the launder 1 upon the upper right-hand corner of the deck. As the pulp moves down the table, the mineral under the influence of the reciprocal movement moves transversely of the direction of the flow of the pulp and towards the mineral discharge edge. Riffles extend from the front to the rear end, so as to catch the mineral particles as they settle upon the deck and guide them toward the mineral discharge. As they move towards the mineral discharge edge of the table, the mineral particles, still under the influence of the differential movement, are driven up the inclined surface (Fig. 4), across the level surface of plateau S, up a second beveled surface 7, and across a second plateau 6, which is parallel to the first plateau and the main or stratifying surface. The beveled or inclined surfaces Jj. and 7 have a width of about 4 inches in the direction of the motion. The first plateau has a width of about 8 inches, atid the second plateau has a width of 5 inches at one end and 8 inches at the other. The first plateau is about one-fourth inch above the main surface and about the same distance below the second plateau. Though the plateaus and inclines might he, and some now are, made an integral part of the deck, it is customary to make them by the use of blocks and wedges inserted between the linoleum and the deck. The function performed by the inclines is the same as that performed by the incline on the Overstrom table; that is to form an obstruction over which the gangue cannot readily pass, but over which the mineral particles, propelled by the differential motion, easily climb. The plateaus furnish smooth, level surfaces for a thorough washing of the ore and a final complete separation of the ore and the sand; for, as appellees say, when the mineral stratifies and separates from the gangue, there is always a certain amount of sand that adheres to the minerals, that can only he got rid of by spreading the particles on a smooth, level surface and letting the dressing water wash the sand away, while the reciprocating movement drives the clean metal into the mineral discharge. Launders arranged in line with the plateaus furnish water for this final dressing.
The Deister duplex plateau, built upon the Wilfley deck, operates in substantially the same way and upon the same principle as those built upon the Deister table. Owing to the shape of the Wilfley deck, however, the final plateau is triangular in shape, so that the second incline, while it is not along the mineral discharge end, touches the edge thereof at a single point. Because these inclines and plateaus, applied either upon the Deister or Wilfley tables, arc commonly constructed, not as an integral part of the deck, but by the insertion of wedges and blocks between the deck of the table and the linoleum, it is urged that the Overstrom patent is infringed.
Concededly, a wedge inclining upward to the edge of the mineral [384]*384discharge end, forming, not a separable, but an integral, part of the table, would not infringe. The state of the art and the proceedings in the Patent Office compelled this concession. For the same reasons, if these claims, which, it must be noted, are not based upon any peculiar arrangement of the riffles, or upon any novel element in the combination, can in any event be deemed valid, their scope must be restricted to the device as therein described. The inventor, in canceling the rejected broader claim's, stated that he had withdrawn these claims—
“in order to specify more restrictively the feature of the upwardly inclined surface and the means for producing it, at the mineral discharge end of the table.”
While a mere change in the location of elements will ordinarily be disregarded, when the same function is performed in the same way and with the same result, yet when, as in this case, a specific location is claimed as essential to the conception, a change therefrom that is not a mere subterfuge will avert the charge of infringement.
Overstrom placed his inclined wedge at the very edge of the table, because of his belief that the separation of ore and sand would be completed thereon, and the mineral would pass over that edge free from sand. Deister used a-combination wedge and block, with a plane surface adjacent to the mineral discharge end, because of his belief that, while some separation is effected on the incline, the flat surface is essential to the completion thereof. Deister did not thereby adopt Overstrom’s invention and improve it, but, rejecting Overstrom’s conception as erroneous, and his invention, embodying it, as worthless, found what he believed to be the right means of attaining the result at which both aimed.
The evidence justifies the conclusion that Deister was right, and Overstrom wrong; while some 300 Overstrom tables are in use, they do not adopt the wedge inclined to the very edge of the table, when as in someof them a wedge is used at all. Without expressly determining that the patent in suit is invalid, in view of the prior art, for lack of invention, the decree dismissing the bill for want of equity must be affirmed, inasmuch as there is no infringement.
Decree affirmed.
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Cite This Page — Counsel Stack
241 F. 379, 154 C.C.A. 259, 1917 U.S. App. LEXIS 1778, Counsel Stack Legal Research, https://law.counselstack.com/opinion/deister-concentrator-co-v-deister-mach-co-ca7-1917.