L. J. Mueller Furnace Co. v. American Foundry Equipment Co.
This text of 293 F. 165 (L. J. Mueller Furnace Co. v. American Foundry Equipment 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
PAGE, Circuit Judge.
This appeal is to reverse a decree finding that defendant (appellant) had infringed claims 9 and 10 of Stockham patent, No. 823,710, dated June 19, 1906, owned by plaintiff (appellee). Claim 8 was also involved, but yras held invalid, and no appeal therefrom has been taken.
Defendant was a user, and the defense was assumed by Wadsworth,' the manufacturer of the alleged infringing machine. Wadsworth- testified he patterned exactly after the cylinder of the Robinson patent, No. 563,057, issued in 1896, on screw pulverizer or harrow. Defendant’s machine is here shown from plaintiff’s photograph:
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PAGE, Circuit Judge.
This appeal is to reverse a decree finding that defendant (appellant) had infringed claims 9 and 10 of Stockham patent, No. 823,710, dated June 19, 1906, owned by plaintiff (appellee). Claim 8 was also involved, but yras held invalid, and no appeal therefrom has been taken.
Defendant was a user, and the defense was assumed by Wadsworth,' the manufacturer of the alleged infringing machine. Wadsworth- testified he patterned exactly after the cylinder of the Robinson patent, No. 563,057, issued in 1896, on screw pulverizer or harrow. Defendant’s machine is here shown from plaintiff’s photograph:
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" width="1672"/>
[167]*167The following is plaintiff’s machine, illustrated in its catalogue in evidence :
This case is narrowed down to the single question of infringement. After reciting the former hand method of conditioning molding sand for use in foundries, the Stockham specifications say:
“This invention provides a machine which may be moved over the sand or material to be worked thrown in a pile or ridge upon the floor or other support, said machine comprising a mixing or kneading device for working the material simultaneously with the travel of the machine thereover, said mixing device comprising elements which move the material back and forth at the same time with its movement in direction of travel ofr the machine.”
Then follows the description and operation of the cutting blades and rotary member:
“Carried by the shaft 11 for rotation therewith is a mixing or kneading device, consisting of a pair of rotary members or wheels IS, each comprising a plurality of spiders 19 and cutting blades 20, attached to the outer ends of the arms or webs of said spiders. The cutting blades 20 of each wheel or rotary member have a parallel relation to one another and are set lengthwise in a spiral or diagonal direction with their width on radial lines. The spiral or diagonal arrangement admits of the blades moving the sand transversely of the machine, whereas the radial disposition of the blades enables their edges to readily penetrate the sand and their broad flat sides to act as paddles in lifting and tossing the material. The blades of one rotary member or wheel are similarly inclined in an opposite direction to the blades of the other rotary member or wheel, with the result that the material is worked toward the center and ridged in the rear of the machine. The blades have a staggered or alternate arrangement — i. e., the blades of one member are located opposite the spaces between the blades of the other member, so that the blades of the two wheels will alternately and successively act upon the [168]*168material and in passing through the latter impart a whirling or vortex motion thereto, thereby rapidly and thoroughly breaking and separating the sand.”
Upon the trial some confusion arose out of the bent blade referred to in claim 7 and illustrated in Figure 2 of patent. That form does not appear elsewhere in the specifications, nor in the illustration showing plaintiff’s commercial machine. It is accounted for, however, by the fact that as the written specifications were originally filed they described the bent V-shaped blade, and, while so written, claim 7 was allowed, some months thereafter the written part of the specifications was changed so as to read as -last above quoted, without making any diange in Figure 2. That change gave rise to the claim that plaintiff’s commercial product is not an exemplification of the patent. However, in our view of the case, that is not material.
Claims 9 and 10, held to have been infringed, read as follows:
“9. A machine for working sand or like material in bulk, the same embodying a mixing or kneading device comprising blades alternately inclined in opposite directions to the plane of movement of the machine, and actuating means for said mixer or kneader to effect a blending and working of the material by a combined, tossing and back and forth movement thereof without scattering or spreading.
“10. A machine for working sand or like material in bulk, the same comprising a mixing or kneading,device and means for rotating said device, said rotary mixer comprising blades alternately inclined in opposite directions lengthwise thereof to simultaneously toss the material in the plane of travel of the machine and move it back and forth to effect a thorough blending without scattering or spreading thereof.” (Italics are ours.)
The file wrapper shows that the Stockham patent had a perilous passage through the Patent Office. Several prior patents, all covering agricultural'implements, were cited against it. The Howe patent, No. 702,859, was repeatedly cited, and on May 5, 1905, claims 8 to 13, both inclusive, were rejected.. Thereafter there were personal interviews with the Examiners, and various amendments and arguments tendered, but the rejection of claims 8 to 13 was made final on July 12, 1905. Further conferences were had in the Patent Office, and on August 4, 1905, claims 9 and 10 were first tendered, but entry refused, because there had been a final rejection. November 10, 1905, Stockham presented further amendments, retendering claims 9 and 10, and tendering the amendment to the written part of the specifications, as above noted. The file wrapper shows that, to distinguish his invention, as covered by the amendment to the specifications and by claims 9 and 10, from Howe, Stockham made the following written arguments, viz.:
“In tbe present invention, the blades have a rotary arrangement with reference to their width and are alternately inclined in opposite directions and lengthwise of the mixer or kneading device. As a result of this construction, the blades readily penetrate the material by an edgewise movement and toss the same in the plane of travel of the machine and at the same time serve to move the material back and forth or from right to left without scattering or spreading.”
And again:
“With respect to the drawings, a new figure has, been added, namely, Fig. 4, to convey an adequate idea of the construction of the mixing or kneading [169]*169device, the same consisting oí a shaft, supports, and cutting blades, the latter having an approximately spiral or diagonal arrangement and disposed with their greatest width upon radial lines, whereby the edge of the blades is adapted to readily penetrate the material and the broad face thereof enabled to act as a paddle to lift and toss or pitch the material as the machine is propelled over the pile of material to be worked or blended.”
Whether, as the District Court said, the Examiner went far afield when he brought in harrows, etc., to limit Stockham’s accomplishment, would seem to be immaterial, because we must determine plaintiff’s rights on the claims as written and accepted for the purpose of escaping the Howe reference. Any possible unjust error or improper limitation made 18 years ago cannot avail plaintiff anything.
Stockham’s cutting or mixing wheel is in effect a Howe pulverizing wheel, cut through the middle and the two parts left end to end, so positioned that the ends of the blades on one half alternate or are staggered in their relation to those on the other half. The blades of each half are so arranged that the edges cut into the sand, lift it up on their fiat sides, and throw or spill it across onto the blades of the other half, and that is the “combined tossing and back and forth movement” of claim 9, and they are the blades of claim 10 that “simultaneously toss the material in the plane of travel of the machine and move it back and forth to effect a thorough blendingThis is a patent of a machine, not of a process. The question is not whether the results accomplished are the same, or so similar, that the sand is left by each in good condition for use; but the question is: Does the Wadsworth machine come within the range of equivalents allowable under the Stockham patent ?
The evidence shows that the Stockham machine, in the course of operation, picks up all or substantially all the sand on the flat sides of its blades and accomplishes the mixing or blending by the throwing “back and forth.” On the other hand, the Wadsworth machine does the principal part of its work by rapidly cutting through the sand with its nearly upright blades. The great bulk of the sand is not lifted bodily on the fiat sides of the blades, nor does it leave the floor at all. The only sand lifted at all is that raised by friction contact with the fast moving and nearly upright blades. There is in the Wadsworth machine no “tossing back and forth,” of the kind described in the Stock-ham patent. Without that element, Stockham did nothing more than to bring the Howe pulverizer into the molding room without the sanction or protection of the Patent Office.
We are of opinion that claims 9 and 10 are not infringed.
The decree is reversed, with directions to dismiss the bill.
Cite This Page — Counsel Stack
293 F. 165, 1923 U.S. App. LEXIS 1589, Counsel Stack Legal Research, https://law.counselstack.com/opinion/l-j-mueller-furnace-co-v-american-foundry-equipment-co-ca7-1923.