Computing Scale Co. v. Standard Computing Scale Co.

195 F. 508, 115 C.C.A. 418, 1912 U.S. App. LEXIS 1412
CourtCourt of Appeals for the Sixth Circuit
DecidedApril 2, 1912
DocketNo. 2,192
StatusPublished
Cited by17 cases

This text of 195 F. 508 (Computing Scale Co. v. Standard Computing Scale Co.) is published on Counsel Stack Legal Research, covering Court of Appeals for the Sixth Circuit primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.

Bluebook
Computing Scale Co. v. Standard Computing Scale Co., 195 F. 508, 115 C.C.A. 418, 1912 U.S. App. LEXIS 1412 (6th Cir. 1912).

Opinion

DENISON, Circuit Judge

(after stating the facts as above). The question which defendant pleaded as one of utility and argues as one of operativeness seems also to be one of reduction to practice. It is clear on this record that the only structure ever built by Hotsapillar himself was a model which did not give to one skilled in the art any instructions or suggestions beyond those contained in the specification and drawings. The question is, therefore, of that constructive reduction to practice by filing of the specification and drawings which the established rule makes the equivalent of the actual building of a machine; and the first question we meet is as to the true time of such constructive reduction. After the filing of his application in 1892, it was prosecuted through various rejections and amendments. -In June, 1894, he filed a substitute specification and new drawings. These were accompanied by a new oath, and were accepted by the Patent Office. So far as the issues in this case are concerned, it makes no difference whether these substitute specifications and drawings are considered as a part of the original application or as a new application. We are therefore required to consider these 1894 drawings in determining whether Hotsapillar had made a complete invention.

The primary question is: To what extent must a device, built as shown in the drawings and specifications, be operative in order to support a conclusion that the conceived invention has been completely made? This question was quite fully considered by this court in an opinion hy Judge (now Mr. Justice) Eurton in Standard Cartridge Company v. Peters' Cartridge Company, 77 Fed. 630. 23 C. C. A. 367. He quotes from Doom Co. v. Higgins, 105 U. S. 586, 26 L. Ed. 1177, the illustration of an invention in some appurtenance of the steam engine whicli may be completely shown without describing other parts of the engine. He lays down the rules, also, as fully as contended for by the patentee here, that a completed invention is not negatived because the drawings are rude or imperfect, or because they are incomprehensible to one unacquainted with that class of machinery, or because they do not in all respects show the relation of the' novel features to the old device nor describe precisely the mode of attachment nor with scientific exactness show other details of the combination. He concludes that the controlling question is whether “the absent features are such as would be readily supplied by a mechanic familiar with the subject and without requiring further invention” (77 Fed. 647, 23 C. C. A. 383); and whether the mechan[512]*512ical questions left unsolved by the drawings were of such dignity as to require invention to carry into effect the idea indicated by the drawings (77 Fed. 652, 23 C. C. A. 388); and whether “that which remained imperfect in the sketches was remediable by the exercise of the technical knowledge of mechanics familiar with the construction and operation of the old machines” (77 Fed. 655, 23 C. C. A. 391). It is true Judge Lurton was considering a question really of conception, but he was adopting and applying the rule appropriate to questions of completion or reduction to practice.

We must then examine the nature of the alleged defects in Hotsapillar’s machine, and, from their inherent character and from testimony relating thereto, determine whether they are inconsistent with a completed invention. The operation of the scale is effected by the energy inchoate in the suspended article to be weighed and exercised through the force of gravity, which will normally bring the article into the same vertical plane as the point of suspension; and this principle operates freely in the old fashioned steelyards, or in any simple balance scales. In ordinary platform scales, it operates through pivoting the free end of the platform lever to the bottom of the suspending rod, and by permitting the rod to hang vertically from its suspension point. In every computing scale before Hotsapillar this principle had been preserved without impairment; and, under that situation, the only thing necessary in connecting the platform lever and the bottom of the vertical rod was to avoid friction. The specific form of the connection—whether by a short pivot or long hinge or mere hook and eye—was immaterial, except for the question of friction, and expedients for minimizing friction in this connection were common and well known. It follows.that, although in the claim of a patent for- an improvement in the value beam of a scale of this type, it would have been necessary to include, expressly or by implication, and in order to make an operative combination, the platform lever and the vertical rod and the connection between them, it would not have been necessary to show or describe anything more than a conventional connection, and such a claim would have covered any form of connection that might thereafter have been devised and used in the entire combination. This being the situation surrounding Hotsapillar and any invention he might make pertaining to the upper part of the device, we find that, by using his T-shaped connector, and sliding along its upper edge the link which suspends it from the value beam, he contemplated that his point of suspension should be-removed outside of the vertical plane of the lower end of the suspending rod. The extent of such removal would vary from nothing, when the link was at the center of the T connection, to (for example) six inches, when the link was at either end of the upper bar of the connector. It is apparent that, in case of such suspension from either end of this bar, the lower platform carrying end of the T connector and the suspension point at one end of its upper arm will tend to swing into the same vertical plane. This tendency must be resisted, in order to maintain parallelism between the upper horizontal bar of the T connector and the value beam when in balanced position; and in [513]*513Hotsapillar’s illustrated construction this tendency will be resisted, and the resistance will take the form of friction at all of the points of attachment to the general frame. There will be a side stress at the platform and a reverse or counteracting side stress at the value beam. The mechanical principle here involved can be illustrated by supposing that a five-pound weight is swinging freely by a cord from a fixed suspension point. It will cotne to rest directly below the suspension point, and will exert thereon, through gravity, its entire potential energy, viz., five pounds. If we now take a bar and push this weight to the left so that the cord takes an angle of thirty degrees from the vertical, it will require a constant exertion of force to maintain the weight in this position. In other words, the weight will be continually expending a portion of its potential energy, say one pound, in resisting this side stress, and, as its total energy cannot increase, it will have remaining only four pounds to manifest by downward pull at the point of suspension. It follows that the presence of these side strains, unbalanced or uncompensated, is inconsistent with the essential idea of a scale, viz., that it should accurately indicate the varying weights or values of the different articles placed upon the platform; and in Hotsapillar’s device the same article would indicate one weight, if the link was at the center of the connector, and it would indicate another weight, if the link was at one extremity of the horizontal arm; and there would be the same contradiction when the weight was translated into terms of value. Stated in another way, Hotsapillar approached a combination consisting of -five elements, and undertook to improve element No. 1.

Free access — add to your briefcase to read the full text and ask questions with AI

Related

Field v. Knowles. Field v. Knowles
183 F.2d 593 (Customs and Patent Appeals, 1950)
United Shoe Machinery Corp. v. Kamborian
160 F.2d 461 (First Circuit, 1947)
McElrath v. Industrial Rayon Corp.
123 F.2d 627 (Fourth Circuit, 1941)
McElrath v. Industrial Rayon Corp.
35 F. Supp. 198 (W.D. Virginia, 1940)
Corley v. Robinson
3 F. Supp. 176 (D. New Hampshire, 1933)
Robbins v. Steinbart
57 F.2d 378 (Customs and Patent Appeals, 1932)
Gordon Form Lathe Co. v. Walcott MacH. Co.
32 F.2d 55 (Sixth Circuit, 1929)
Monsanto Chemical Works v. Jaeger
31 F.2d 188 (W.D. Pennsylvania, 1929)
Kuhlke Mach. Co. v. Miller Rubber Co.
8 F.2d 614 (N.D. Ohio, 1925)
United Shoe Machinery Corp. v. Muther
288 F. 283 (First Circuit, 1923)
Computing Scale Co. v. Barnard Co.
259 F. 250 (Sixth Circuit, 1919)
Lemley v. Dobson-Evans Co.
243 F. 391 (Sixth Circuit, 1917)
Reed v. Cropp Concrete Machinery Co.
239 F. 869 (Seventh Circuit, 1916)

Cite This Page — Counsel Stack

Bluebook (online)
195 F. 508, 115 C.C.A. 418, 1912 U.S. App. LEXIS 1412, Counsel Stack Legal Research, https://law.counselstack.com/opinion/computing-scale-co-v-standard-computing-scale-co-ca6-1912.