Houser v. Starr

203 F. 264, 121 C.C.A. 462, 1913 U.S. App. LEXIS 1137
CourtCourt of Appeals for the Sixth Circuit
DecidedFebruary 14, 1913
DocketNo. 2,233
StatusPublished
Cited by21 cases

This text of 203 F. 264 (Houser v. Starr) 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
Houser v. Starr, 203 F. 264, 121 C.C.A. 462, 1913 U.S. App. LEXIS 1137 (6th Cir. 1913).

Opinion

DENISON, Circuit Judge.

The defendants appealed from an interlocutory decree for an injunction and accounting in the usual form, entered in an infringement suit brought by Ferdinand W. Starr upon three patents issued to him: The first being No. 533,095, dated January 29, 1895, for a drawing instrument; the second, No. 683,809, dated October 1, 1901, for a cutting instrument; and the third, No. 766,158, dated July 26, 1904, for a machine for cutting curves. All three instruments were either specially intended for, or have found their chief utility in, marking or cutting ellipses, and complainant’s commercial machines have their main application in cutting mats or glass for framing photographs. The suit involved claim 3 of the first patent, all of the 21 claims of the second patent, except claims 13 and 15, and claims 1, 2, 8, 9, 10, 11, 12, 13, 14, and 15 of the third patent. Some of these last claims were withdrawn so that as to this patent, the case was left to rest on claims 9, 10, 12, and 13. The patents must he considered separately.

[266]*266The First Patent.

[1] The particular merit of the commercial devices of each party-lies in their adaptability to describe either a circle or any desired ellipse within the size capacity of the instrument. It is characteristic of an ellipse, in process of making, that its center is constantly moving along the line of its major axis, and that this path of motion is at right angles to the .minor axis; and it follows that, if the ellipse is to be described by a point at the moving end of a revolving arm, a point at the inner end of this arm and an intermediate point must be constantly moving in paths at right angles to. each other. The elementary instrument for mechanically producing an ellipse was called a “trammel.” It is illustrated by the following sketch taken from the Century Dictionary:

AA and BB are slotted bars at right angles to each other, and represent, one, the major, and one, the minor, axis of an ellipse. C is a revolving bar carrying, at its outer extremity, a pencil, as at 1. 0 and 3 are pins fixed in the bar C .and passing through into, and traveling in, respectively, the grooves in AA and BB. Obviously, if the bar C revolves upon pin 0 while that pin is stationary, pencil 1 will describe a circle, while, if during the revolution, pin 0 travels longitudinally in AA, the described curve will be irregular, becoming a perfect ellipse, if the revolving and the longitudinal motions are maintained in proper, constant relation. This maintenance is compelled by the pin 3, traveling in the groove of BB. The pin-0 stands for longitudinal motion of the center and pin 3 stands for revolving motion of the arm. Any movement by either pin compels a corresponding movement by the other. Obviously, also, by making these pins 0 and 3 adjustable on the revolving bar and changing their relative positions with reference to the scribing point 1, any desired degree of elliptical curve can be obtained. Speaking in general terms, these- two pins, 0 and 3, are two shafts, eccentric to each other, co-operating in their revolution to produce the described curve. The resulting diameter will be varied as the distance between point 0 and the pencil 1 is increased or diminished; the resulting degree- of curve is controlled by changing the distance between pins 0 and 3; in other words, varying the mutual eccentricity of the two shafts. The longer axis can be changed at will, from vertical to horizontal, by changing, the position of the pencil so that the order of the points 1, 0, 3 will be 3, 0, 1. If the two pins are superimposed, i. e., if the two shafts are made concentric, the revolution of the bar will produce a circle.

The utility of a mechanical device for drawing ellipses was well understood long before Starr’s first application. Williams & Joslin, in 1859, by patent No. 22,910, showed a device which the Patent Office called an ellipsograph, and by which they said “curves and.figures approximating in form to ovals may be drawn with great facility and in [267]*267a perfect manner.” Their device had two co-operating, revolving shafts eccentric to each other. One of these was reciprocated in a slideway corresponding to one trammel bar, but they dispensed with a right-angled slideway and attempted to give to the other shaft its requisite right-angular motion by carrying it on the free end of a bar pivoted at the other end to the stationary frame. The resulting curve would not be a true ellipse, although a close approximation. •

On July 6, 1875, by patent No. 165,385, Toulmin illustrated and described an ellipsograh. He provided for the right-angled motion by carrying one of the shafts upon longitudinal guides and carrying the other upon the free end of a lever pivoted to the frame; but he observed, as perhaps Williams & Joslin did not, that a simple, swinging arm would carry this center, not on a right line, but .on the arc of a circle, and therefore, as Toulmin says, “this does not give a true ellipse.” Accordingly, he provided two oppositely extending arms pivoted at their outer ends to the frame and at their inner ends to the opposite ends of a crossbar, the central point of which stands for the other shaft, and so, although the opposite ends of this crossbar move in arcs, the central point moves in a right line, perpendicular to the longitudinal guides, and the desired result is reached.

In 1876, Root took out a patent, No. 181,725, on what he- called a “trammel” and the Patent Office called an “ellipsograph.” He departed from the pivoted, vibrating arm scheme employed by Williams & Joslin and by Toulmin, and returned, typically, to the trammel of the above sketch. Pie has two fixed, right-angled slideways carrying longitudinal sliding bars. On the inner end of each bar is pivoted one of the revolving shafts. The two slideways are in different vertical planes, and' between these planes a horizontal bar connects the two shafts, being fixed to one and sliding through the other. At the top of the upper shaft, a crank is attached whereby there is a co-operating revolution of the two shafts, and, when the two shafts are not concentric, any point in the connecting bar will describe an ellipse. As the lower guideway would prevent the revolution of a pencil depending from this bar, a similar bar is attached to the lower shaft below the guide way, and this lower bar carries the adjustable pencil holder.

Again, in 1883, Plottinger, by patent No. 288,810, described a machine for marking ellipses. He used a stationary knife and caused the table to turn so that the contact point described an ellipse. Pie produced this motion in the table by a typical trammel bar and sliding pin arrangement on the bottom of the table. Rawson also patented an ellipsograph, in 1890, patent No. 422,252. His machine is essentially that of Root; but, for insuring longitudinal motion in one direction, he uses a collar sliding on a rod, and in the other direction, a pin sliding in a guideway. He also provides peculiar mechanism in connection with a supplemental pencil-carrying arm.

Into this state of the art, Starr came by his application filed in 1893. He calls his invention a “drawing instrument.” He discards the two right-angled, sliding guideways of Root, Rawson, and the others, and returns to the pivoted arm idea of Williams & Joslin and of Toulmin. He changes and apparently improves this idea and calls. [268]

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Cite This Page — Counsel Stack

Bluebook (online)
203 F. 264, 121 C.C.A. 462, 1913 U.S. App. LEXIS 1137, Counsel Stack Legal Research, https://law.counselstack.com/opinion/houser-v-starr-ca6-1913.