Application of Walther F. Scheel
This text of 362 F.2d 299 (Application of Walther F. Scheel) is published on Counsel Stack Legal Research, covering Court of Customs and Patent Appeals primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
ALMOND, Judge.
Walther F. Scheel appeals from the decision of the Board of Appeals affirming the rejection of claims 1, 5, and 7 of his application 1 entitled “Vehicle Steering Assembly.” No claims have been allowed.
The rejection is grounded on 35 U.S.C. § 103, the prior art being:
Remde 1,623,554 April 5,1927
Duby 1,982,377 November 27, 1934
Higbee 2,182,560 December 5, 1939
*300 Appellant’s invention is sufficiently described by claim 1 when read in con junetion with Fig. 3 of the drawings hereinafter reproduced:
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ALMOND, Judge.
Walther F. Scheel appeals from the decision of the Board of Appeals affirming the rejection of claims 1, 5, and 7 of his application 1 entitled “Vehicle Steering Assembly.” No claims have been allowed.
The rejection is grounded on 35 U.S.C. § 103, the prior art being:
Remde 1,623,554 April 5,1927
Duby 1,982,377 November 27, 1934
Higbee 2,182,560 December 5, 1939
*300 Appellant’s invention is sufficiently described by claim 1 when read in con junetion with Fig. 3 of the drawings hereinafter reproduced:
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" width="1563"/>
*301 1. In a roadway vehicle having front [20] and rear axles supported on ground engaging wheels [70], said front axle comprising a rigid transverse member, king pins [26] rigid with opposite ends [22] of said member and disposed substantially parallel and vertical, steering knuckles [28] journalled on said king pins, said king pins extending into bores [24] lined with bushings in said knuckles, each knuckle having a relatively short axially outwardly extending rigid wheel mounting spindle [48], brake mechanism mounting members [50] rigid with said knuckles and secured upon said knuckles axially outwardly of said king pins, drag links [108] rigid with said knuckles and projecting rearwardly below the level of said spindles, a tie rod [not shown] connecting said drag links, a steering arm [90] rigid with one of said knuckles above the levels of said spindles, spaced apart closely adjacent wheel mounting bearings [56] on each of said spindles, the axially innermost of said bearings being the larger, and a front wheel hub [54] mounted on said bearings and comprising a tire mounting rim [72] extending axially inwardly to substantially surround the associated king pin and steering knuckle assemblies and a brake drum [64] rigid with said hub extending over the brake mechanism carried by said mounting members the vertical center diametrical plane of each wheel rim [Y-Y] lying axially inwardly of the associated wheel mounting bearings and each king pin axis [X-X] being parallel to and axially offset axially inwardly a small distance from the vertical center diametrical plane of the associated wheel rim. [Numerals added correspond to those in Fig. 3.]
While claim 1, as well as claims 5 and 7, recite numerous elements, appellant in his brief states:
For simplification of the issues appellant freely admits that the various more or less conventional elements of the combination of claim 1 are essentially old as disclosed in Duby or Higbee, but these patents contain no concept of the essential point of the claimed invention, namely the offset location of the vertical king pin axis a small distance inwardly of the wheel center plane of a roadway vehicle to deliberately and controllably impose a load on the king pin. [Emphasis added.]
Taking appellant’s lead, we will focus our attention primarily on the feature of his invention upon which patentability is predicated — the offset location of the vertical king pin axis.
Duby discloses a vehicle wheel assembly wherein the various parts of a wheel and certain parts of its cooperating members are arranged “in such a manner that the center of gravity of the entire unit will lie in substantially the same vertical plane as the king-bolt axis and the middle of tire tread.” This arrangement, illustrated by Fig. 7 of Duby (hereinafter reproduced) is stated to be an improvement over prior wheel assemblies, shown in Fig. 6 of that reference also reproduced on page 302, wherein the king pin axis is positioned a considerable distance away from the center of gravity with respect to the wheel and its associated knuckle member as a unit.
*302
*303
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" width="1192"/>
Figure 1 of Remde, depicted above, illustrates his invention. The pertinent features of the drawing are axle 1 to which knuckle Io is integrally attached, tire 5 and pivot pin 7. While not described in the written specification, it is clear from Fig. 1 that the axis of pin 7 is vertical and offset inwardly from the wheel center plane.
Higbee, like Duby, relates to a dual wheel assembly. So far as the position of the king pin axis relative to the wheel center plane is concerned, Higbee shows the former to be inclined (rather than vertical) to the latter.
The position of the examiner was that it would be obvious to one skilled in the art to offset Duby’s king pin 56 slightly inwardly in view of the illustration in Remde’s Fig. 1, and the board in affirming him held that schematic Fig. 6 of Duby also suggested to them the proposed modification of Duby.
We see no reversible error in the board’s conclusions. Remde’s Fig. 1 clearly illustrates a wheel construction wherein the axis of the pivot pin is both vertical and laterally offset from the wheel center plane. Appellant advances two arguments to distinguish over Rem-de, neither of which we deem persuasive. First, appellant contends that the disclosure embodied in Fig. 1 of Remde is incidental, presumably because Remde did not in words describe the arrangement of the pivot pin axis relative to the wheel center plane. We cannot subscribe to this view. Remde clearly and unambiguously shows the offset arrangement noted above in illustrating an improved steering wheel construction. This construction, which includes the offset relation of the pivot pin axis, is stated by Remde to provide
* * * an improved steering knuckle joint wherein (a) the load *304 due to the weight of the vehicle frame and any load or weight thereon is carried by the knuckles independently of the pivot pin for the joint and (b) the bearing elements which carry the load between the knuckles are so arranged and correlated as to reduce to a minimum the friction between them incident to the steering operations.
Appellant also seeks to distinguish over Remde on the basis that Remde’s axle is not for a roadway vehicle as called for by appellant’s claims. We do not read Rem-de as narrowly as appellant. While Rem-de illustrates his invention “as adapted for use in an industrial truck,” the patent also states:
The invention may be applied to and embodied in any desired type of vehicle and also vehicle wheels which are driven. In putting my invention into actual use I have applied it to and embodied it in the trailing or load supporting wheels and axle of an industrial truck, more particularly a truck of this character in which a portion of the truck frame is dropped or arranged relatively low to the supporting surface, but, such use and application of my invention is merely by preference and for illustrative purposes.
Appellant submitted an affidavit by one Nelson R. Brownyer, a mechanical engineer in the employ of the assignee of the application at bar. This affidavit contains, inter alia, a comparison between the steering performance of a truck equipped with a wheel assembly conforming to appellant’s invention and a truck equipped with a wheel assembly wherein the king pin axis was inclined toward the wheel center plane. We have no reason to doubt that the former is an improvement over the latter. However, our analysis of the prior art leads us to the same conclusion reached by the examiner and the board, that both Remde and Duby clearly disclose a wheel construction wherein the king pin axis is vertical and is offset relative to the wheel center plane. As to these teachings, the affidavit, relating as it is to an inclined king pin axis, is not relevant.
Considering the teachings of the prior art in their entirety, we are of the opinion that there is no reversible error in the board’s decision finding the subject matter sought to be patented obvious within the meaning of section 103. Accordingly, that decision is affirmed.
Affirmed.
. Serial No. 134,543 filed August 14, 1961.
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Cite This Page — Counsel Stack
362 F.2d 299, 53 C.C.P.A. 1283, Counsel Stack Legal Research, https://law.counselstack.com/opinion/application-of-walther-f-scheel-ccpa-1966.