Gerner v. Moog Industries, Inc.
This text of 254 F. Supp. 969 (Gerner v. Moog Industries, Inc.) is published on Counsel Stack Legal Research, covering District Court, E.D. Missouri primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
MEREDITH, District Judge.
This matter was tried to the Court without a jury and the Court has been duly advised by testimony, documentary evidence and briefs of all the parties and makes the following findings of fact and conclusions of law:
Plaintiff, Theodore C. Gemer, is a citizen of The United States and a resident of the State of Oklahoma and defendant, Moog Industries, Inc., is a Missouri corporation having its principal place of business at St. Louis, Missouri. Plaintiff Theodore C. Gerner is the owner of United States Patent 3,044,798, granted July 17, 1962, the patent involved in this suit. This is an action for infringement of the Gerner patent, particularly claims 1, 4 and 5. The Court has jurisdiction over the parties and of this cause of action, under 28 U.S.C. § 1338(a) and § 1400(b). The plaintiff relies on claim 1 as being exemplary of the infringement issue. The plaintiff through his company, National Machine Works, Inc., began selling idler arms manufactured in accordance with his patented invention during the year 1960.
Claim 1 of the Gemer patent is stated as follows:
“A replacement assembly for idler arms of an automobile steering linkage comprising an idler arm having a pivotal connection at one end for journaling the same upon the chassis of an automobile and having a pivotal connection at its other end for engagement with a portion of a steering link[970]*970age, at least one of said pivotal connections including a female member having a bore therein and a male member received therein, said male member including diametrically enlarged reversely varying surfaces, upper and lower wedge means each slidably received in and engaging the wall of the [971]*971bore in said female member and having wedging surfaces complementary to and engaging those of the male member, resilient means yieldingly and continuously urging said wedge means into wedging contact with said male member and the female member whereby to automatically take up wear there-between, said diametrically enlarged reversely varying surfaces being conical.”
[970]*970
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MEREDITH, District Judge.
This matter was tried to the Court without a jury and the Court has been duly advised by testimony, documentary evidence and briefs of all the parties and makes the following findings of fact and conclusions of law:
Plaintiff, Theodore C. Gemer, is a citizen of The United States and a resident of the State of Oklahoma and defendant, Moog Industries, Inc., is a Missouri corporation having its principal place of business at St. Louis, Missouri. Plaintiff Theodore C. Gerner is the owner of United States Patent 3,044,798, granted July 17, 1962, the patent involved in this suit. This is an action for infringement of the Gerner patent, particularly claims 1, 4 and 5. The Court has jurisdiction over the parties and of this cause of action, under 28 U.S.C. § 1338(a) and § 1400(b). The plaintiff relies on claim 1 as being exemplary of the infringement issue. The plaintiff through his company, National Machine Works, Inc., began selling idler arms manufactured in accordance with his patented invention during the year 1960.
Claim 1 of the Gemer patent is stated as follows:
“A replacement assembly for idler arms of an automobile steering linkage comprising an idler arm having a pivotal connection at one end for journaling the same upon the chassis of an automobile and having a pivotal connection at its other end for engagement with a portion of a steering link[970]*970age, at least one of said pivotal connections including a female member having a bore therein and a male member received therein, said male member including diametrically enlarged reversely varying surfaces, upper and lower wedge means each slidably received in and engaging the wall of the [971]*971bore in said female member and having wedging surfaces complementary to and engaging those of the male member, resilient means yieldingly and continuously urging said wedge means into wedging contact with said male member and the female member whereby to automatically take up wear there-between, said diametrically enlarged reversely varying surfaces being conical.”
[970]*970
[971]*971The Gerner invention is best illustrated by Figure 2 of the patent drawings (plaintiff’s exhibit 1 and defendant’s exhibit A), a copy of which is attached hereto, and plaintiff’s exhibit 2, a prototype model. In Figure 2 of the patent drawings,- the frame bracket end pivotal connection is at the right-hand end. The assembly of this pivotal connection is identical with that illustrated in the cross section on the left-hand end, except it is disposed in reverse position.
The purpose of the Gerner idler arm is to rid the automobile steering linkage of all play.
The Gerner idler arm has at the frame bracket end a female housing with a cylindrical bore therein. The bore receives three lower wedge elements which are slid to the bottom of the bore. The male pin with upper and lower reversely varying conical surfaces is positioned in the bore whereby the lower conical surface contacts the interior surface of each lower wedge element. Three upper wedge elements are then slid into the bore with their interior surfaces each contacting the upper conical surface of the male pin. The exterior surface of each upper and lower wedge element is cylindrical and makes such contact with the bore as to inhibit relative rotational movement. The interior surface of each upper and lower wedge element is conical and contacts the corresponding upper and lower surface of the male pin to permit relative rotation therebetween. Accordingly, the bearing surfaces for the pivotal connection are those surfaces on the interior of the wedge elements and on the male pin which are in contact.
The three upper and the three lower wedge elements represent axially spaced supports which at any time define a stationary rotational axis for the idler arm at the frame bracket end pivotal connection. A spring in combination with a cover maintains the contact of the male pin surfaces with the interior surfaces of all the wedge elements.
The spring in urging the three upper wedge elements onto the upper bearing surface of the male pin forces the three upper and three lower wedge elements to expand due to the conical shape of the upper and lower bearing surfaces of the male pin. The force expanding the upper and lower wedge elements produces a wedging contact between their exterior cylindrical surface and the bore surface. The downward force on the three upper wedge elements also urges the male pin into its lowermost position with its lower bearing surface against the interior conical surface of each lower wedge element which in turn are each in contact with the bore. Thus, any machining imprecision existing between the bore, the wedge elements and the male pin is automatically compensated for and any looseness which might otherwise exist is eliminated.
As wear takes place during normal operation between the two conical surfaces of the male pin and the interior surfaces of the six wedge elements, the spring forces the three upper wedge elements further into the bore against the upper conical surface of the male pin and forces the male pin down on the three lower wedge elements, thereby taking up any wear therebetween and at the same time causing all the wedge elements to expand further (if necessary) against the surface of the bore. Accordingly, all wear occurring in the pivotal connection is automatically taken up by adjustment of the three upper and three lower wedge elements and the male pin.
In the event the pivotal connection is subject to a shock whereby the upper or lower conical surface of the male pin is temporarily dislodged from contact with any of the three upper wedge elements or three lower wedge elements, the force of the spring will automatically reset con[972]*972tact of the components in the same manner as described above with respect to assembly of the pivotal connection.
Defendant is presently manufacturing a series of idler arm structures illustrated by plaintiff’s exhibit 8a through 8r, which are drawings of the structures, plaintiff’s exhibits 4, 5 and 6, physical models, and defendant’s exhibit I, an illustrative model of the Moog structure. Defendant’s exhibit D, a drawing of the structures, is attached hereto.
[973]*973Defendant had been manufacturing and selling a ball bearing idler arm kit for many years prior to the Gerner patent, which eliminated looseness. The idler arms of Moog, which plaintiff contends infringes his patent, were designed in 1963. The engineers of defendant Moog had examined the Gerner structures, as well as those of other competitors, and the prior art, before designing the questioned structures.
In comparing the Gerner idler arm and the Moog idler arm there are certain differences apparent.
The three lower and three upper wedge elements of Gerner are loosely slidably received in the bore of the female member. These wedge elements engage the reversely tapered surfaces of the male pin and the spring on the upper wedge elements permit a yielding and continuously urging of the wedge elements into wedging contact with the pin.
In the Moog device the lower element is a solid ring element which is forced by pressure into the female housing and remains fixed at that point. It is not three separate wedge elements. It cannot slide up and down.
It is to be noted here that the language of claim 1 of the Gerner patent is as follows:
“ * * * upper and lower wedge means each slidably received in and engaging the wall of the bore in said female member and having wedging surfaces complementary to and engaging those of the male member, * * ”
The three upper wedge elements of Moog and the bottom ring have only point contact with the male pin. In Gerner the surfaces of the wedge elements have complementary conical surfaces that contact the male pin.
The spring in Moog has no effect on the bottom element which is fixed, but only urges point contact of the upper wedges with the male pin. The spring in Gerner urges continuous wedging of both the top and bottom wedge elements with the male pin.
Even if this Court were to find the Gerner patent valid, the difference between Moog and Gerner makes it doubtful if there is any infringement. However, it is not necessary to decide this question in view of the fact that after reviewing the prior art this Court is of the opinion that the Gerner patent does not stand the tests necessary to make it a valid patent.
The Constitution, Art. I, § 8, cl. 8, authorizes Congress “To promote the Progress of * * * useful Arts, by securing for limited Times to * * * Inventors the exclusive Right to their * * * Discoveries.” The Supreme Court in Graham v. John Deere Co., 383 U.S. 1, 86 S.Ct. 684, 15 L.Ed.2d 545 (1966), pointed out
“The clause is both a grant of power and a limitation. * * * Congress ■may not authorize the issuance of patents whose effects are to remove existent knowledge from the public domain, or to restrict free access to materials already available.”
The Court said further in quoting Hotchkiss v. M. Greenwood & Co. (S.Ct.1851), 11 How. 248, 1. c. 267, 13 L.Ed. 683:
“[U]nless more ingenuity and skill * * * were required * * * than were possessed by an ordinary mechanic acquainted with the business, there was an absence of that degree of skill and ingenuity which constitute essential elements of every invention. In other words, the improvement is the work of the skilful mechanic, not that of the inventor.”
The Court went on to emphasize that Congress in § 103 of the 1952 Patent Act has made the language of Hotchkiss a statutory condition by requiring the Invention to be one that was not obvious to a person skilled in the arts, when comparing the invention to the prior arts.
In a recent case, Kell-Dot Industries, Inc. v. Graves, 361 F.2d 25, (May 18, 1966), the Eighth Circuit in reversing [974]*974the district court and finding a patent invalid, said at page 30:
“We are convinced here that anyone skilled in the art with patent office references before him could have, without the exercise of any inventive faculty, combined old elements known to the art and made plaintiff’s machine. Assuming that the patent in suit was an improvement over the prior art, it still does not rise to the level of patentability.”
The facts in the Gerner patent fall within the language of the Eighth Circuit and the Supreme Court in that the Gerner patent is invalid because it is an obvious change to anyone skilled in the arts and does not rise to the standard necessary to make it patentable.
The file jacket of the Patent Office shows that all claims were initially rejected. After minor changes seven of the claims were allowed. Reference was made by the Patent Office to the following prior art: 1,261,856, Rule; 1,871,-861, Rossman; 1,985,728, Ingersoll; 2,-037,786, Hufferd"; 2,048,803, Maries; 2,544,582, Booth; 2,745,688, Farrington; 2,853,327, Traugott; and foreign patent 513,858, Italy (Sell).
The defendant relies on the referenced prior art and additional patents: Swiss, 111900; Greenwalt, 2,685,451; Cain, 2,-769,651; Prichard, 2,826,466; and Herbenar, 2,937,033 and 2,944,829.
The Ingersoll patent granted in 1934 is a ball and socket joint used in cross tie rods connecting the steering arms of the front axle in motor vehicles. This patent drawing shows almost the identical principal applied in Gerner. Figures 1, 2 and 3 of defendant’s exhibit B, a copy of which is attached hereto, show socket pieces with reversely tapered surfaces, slidably received into the base of a housing, an upper and lower set of rings having tapered surfaces engaging the tapered surfaces of said socket pieces, and a spring to force the rings in continuous contact with the tapered surfaces of the socket pieces. The patent additionally has a ball shaped stud within the tapered socket pieces. The principle of Ingersoll is not greatly different from Gerner.
• The Swiss patent granted in 1925, while being used as a connecting joint for shock absorbing mechanisms shows a similar device to Gerner’s. Defendant’s exhibit F (figure 16), a copy of which is attached hereto, shows the reversely tapered pin fitting into a pivot assembly with two wedging rings fitting against the reversely tapered pin. The rings fit into a housing and in this instance there is a leaf spring (defendant’s exhibit F, figure 19), which may be used to maintain the relative position of the bearing surfaces.
The Hufferd patent granted in 1931 is an improved form of adjustable ball joint connection for the tie rod and drag links used in the steering mechanism of automobile vehicles. The patent has the ball stud surrounded by positioned tapered sleeves with a spring to take up wear and not affect the alignment of the tie rod. The spring forces the wedgelike segments together.
Without going into all the other referenced patents, but considering briefly Cain, granted in 1956, for an adjustable idler arm support and Herbenar, granted in 1960, for a vehicle idler arm assembly, we can see that Gerner is basically a slightly different arrangement of the art which is already patented or in the public domain.
[975]*975
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" 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" width="1606"/>
[977]*977When the patent drawings of Gerner, the Swiss patent and the Ingersoll patent are placed side by side, and the pertinent characteristics are set out in identical colors, it is clear to anyone skilled or unskilled how little variation in fact exists between Gerner and the prior art. Therefore, copies of these drawings together with a cross section of the Moog device are attached to and made a part of this opinion for the purpose of clarity.
The plaintiff tries to get some comfort from the case of United States v. Adams. 383 U.S. 39, 86 S.Ct. 708, 15 L.Ed.2d 572 (1966), but the facts in that case are very different. In that case the Court found the device passed the separate tests of novelty, nonobviousness and utility. The battery was the first water-activated battery ever invented. The Patent Office cited not a single reference when it was granted. After the patent was furnished to the Army and Navy in 1941 and tests were made and the battery was studied for a year, the National Bureau of Standards experts had doubts that the battery would work. So, certainly it was not obvious to one skilled in the field.
The Patent Office in Gerner did not consider or reference Cain or the Swiss patent 111900. Had these been considered, they may have reached a different result.
The Court agrees with the plaintiff that the grant of a patent carries with it a presumption of validity. However, this is a rebuttable presumption, Steffan v. Weber Heating & Sheet Metal Co., 237 F.2d 601 (8 Cir. 1956), and validity of an invention is ultimately a question that the courts must decide, Continental Farm Equip. Co. v. Love, Tractor, Inc., 199 F.2d 202 (8 Cir. 1952).
The Gerner patent when considered with the prior art and particularly that not cited by the Patent Office is invalid because the combination of old elements is obvious to anyone with ordinary mechanical skill.
Accordingly, a judgment will be entered for the defendant and against the plaintiff. Defendant’s counsel is directed to prepare the judgment in accordance with this memorandum and submit the same to the Court and a copy to counsel for plaintiff within 10 days.
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Cite This Page — Counsel Stack
254 F. Supp. 969, 149 U.S.P.Q. (BNA) 891, 1966 U.S. Dist. LEXIS 10535, Counsel Stack Legal Research, https://law.counselstack.com/opinion/gerner-v-moog-industries-inc-moed-1966.