Allison v. Trustees of New York & Brooklyn Bridge
This text of 29 F. 517 (Allison v. Trustees of New York & Brooklyn Bridge) is published on Counsel Stack Legal Research, covering U.S. Circuit Court for the District of Southern New York primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Wallace, J.
The only issue between the parties is whether the rod coupling of the defendants is an infringement of letters patent No. 105,-[518]*518290, granted to the complainant, July 12, 1870, for an improvement in pipe couplings. The object of the invention described in the letters patent is to effect a perfect and secure junction of tubes, pipes, rods, etc., with a socket or sleeve designed to receive and retain them when the ends of two rods or pipes are brought into connection in the socket.. The specification states that the invention “consists of a coupling in which tapering and vanishing screw-threads on the ends of the tubes, pipes, rods, etc., to be coupled together, are combined with a socket having internal vanishing and tapering screw-threads corresponding to those on the tubes, rods,” etc.
In the accompanying drawings, Fig. 1 represents an exterior view, partly in section, of the ends of two pipes coupled together according to the invention; Fig. 2 represents the ordinary mode of coupling pipes together; and Fig. 3 illustrates the advantages of the invention.
The specification states that—
“It has been usual to cut a slightly tapering screw on the ends of the adjoining tubes, while an internal screw" or thread, without any taper, was formed in the socket; hence but a portion of this internal thread of the socket was in proper binding contact witli the threads of the pipes, as is clearly shown in figure 2; the greater portion of the threads, both on the tubes and in the socket, being of no avail as a medium of effecting a tight junction of the tubes.”
After pointing out the defects in and objections to such screw couplings, the patentee proceeds in the specification as follows:
“In order to obviate these objections, I cut on the ends of the pipes, A77 and A"7 (Figure 3,) a tapering screw. Instead of cutting the thread of this screw to one uniform depth, however, I so cut it that it shall gradually vanish until it disappears at the exterior of the tube as shown at T, figure 3. It should be understood, however, that the thread of the screw does not vanish so abruptly as is shown in that figure, which is exaggerated, with the view of rendering more apparent the advantages of my invention. The socket, B, figure 3, instead of having a screw-thread cut through it as in figure 2, has two screw-threads, tapering, one in one direction for receiving the end of one tube, and the other in another direction for receiving the end of the other tube, the. tapers of each screw corresponding with that of the tube which it has to receive, and the screw-thread vanishes to correspond with the vanishing thread of the tube, as clearly indicated in the drawing.”
The claim of the patent is as follows:
“The rods or tubes, A, A7, having tapering ends and tapering threads upon the same, in combination with a sleeve having tapering sockets and threads corresponding to those of the rods, as set forth.”
The defendants contend that their coupling does not infringe this claim, because, although their tube is cut with a vanishing thread, and their sleeve has a vanishing thread to correspond to that of the tube, their coupling docs not have a rod with a tapering end or screw, or a tapering socket. In their rods the threads of the screw surround a cone-shaped stem, but the exterior lines of the threads form a cylinder, and not a cone-shaped or tapering end or screw; and the exterior lines of their sleeve form a cylindrical chamber, and not a cone-shaped or tapering chamber.
[519]
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Wallace, J.
The only issue between the parties is whether the rod coupling of the defendants is an infringement of letters patent No. 105,-[518]*518290, granted to the complainant, July 12, 1870, for an improvement in pipe couplings. The object of the invention described in the letters patent is to effect a perfect and secure junction of tubes, pipes, rods, etc., with a socket or sleeve designed to receive and retain them when the ends of two rods or pipes are brought into connection in the socket.. The specification states that the invention “consists of a coupling in which tapering and vanishing screw-threads on the ends of the tubes, pipes, rods, etc., to be coupled together, are combined with a socket having internal vanishing and tapering screw-threads corresponding to those on the tubes, rods,” etc.
In the accompanying drawings, Fig. 1 represents an exterior view, partly in section, of the ends of two pipes coupled together according to the invention; Fig. 2 represents the ordinary mode of coupling pipes together; and Fig. 3 illustrates the advantages of the invention.
The specification states that—
“It has been usual to cut a slightly tapering screw on the ends of the adjoining tubes, while an internal screw" or thread, without any taper, was formed in the socket; hence but a portion of this internal thread of the socket was in proper binding contact witli the threads of the pipes, as is clearly shown in figure 2; the greater portion of the threads, both on the tubes and in the socket, being of no avail as a medium of effecting a tight junction of the tubes.”
After pointing out the defects in and objections to such screw couplings, the patentee proceeds in the specification as follows:
“In order to obviate these objections, I cut on the ends of the pipes, A77 and A"7 (Figure 3,) a tapering screw. Instead of cutting the thread of this screw to one uniform depth, however, I so cut it that it shall gradually vanish until it disappears at the exterior of the tube as shown at T, figure 3. It should be understood, however, that the thread of the screw does not vanish so abruptly as is shown in that figure, which is exaggerated, with the view of rendering more apparent the advantages of my invention. The socket, B, figure 3, instead of having a screw-thread cut through it as in figure 2, has two screw-threads, tapering, one in one direction for receiving the end of one tube, and the other in another direction for receiving the end of the other tube, the. tapers of each screw corresponding with that of the tube which it has to receive, and the screw-thread vanishes to correspond with the vanishing thread of the tube, as clearly indicated in the drawing.”
The claim of the patent is as follows:
“The rods or tubes, A, A7, having tapering ends and tapering threads upon the same, in combination with a sleeve having tapering sockets and threads corresponding to those of the rods, as set forth.”
The defendants contend that their coupling does not infringe this claim, because, although their tube is cut with a vanishing thread, and their sleeve has a vanishing thread to correspond to that of the tube, their coupling docs not have a rod with a tapering end or screw, or a tapering socket. In their rods the threads of the screw surround a cone-shaped stem, but the exterior lines of the threads form a cylinder, and not a cone-shaped or tapering end or screw; and the exterior lines of their sleeve form a cylindrical chamber, and not a cone-shaped or tapering chamber.
[519]*519
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" 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[520]*520The case turns wholly on the meaning of the term “tapering ends” and “tapering sockets,” as used in the claim. If these terms are to be interpreted as describing a rod with a tapering screw and a socket with a tapering chamber, the defendants do not infringe. If they describe a rod with a tapering stem having vanishing threads cut upon it, and a socket to correspond, infringement is established. It is entirely clear that the “tapering threads” of the claim are synonymous with the “vanishing threads” of the specification.
The patentee was the first to combine in a coupling a sleeve and screw in which a vanishing male and female thread were made to correspond with each other. By doing this, he effected a more perfect metallic contact throughout between the socket and the screw, and made a more perfect and secure joint than had been done before. The expert for the defendants admits that he knew of no instance in the state of the art in which a vanishing screw-thread cut upon a tapering mandrel or cone was combined with a tapering female thread cut upon the surface of a hollow cone prior to the date of the patent in question. The patentee was therefore entitled to claim broadly a sleeve or socket and screw in which a vanishing male and female thread were made to correspond with each other. But the question in this case is whether the terms of his claim, when interpreted, as they must be, by the specification, are not narrower than the real invention, and such as to enable the defendants to deny infringement. The claim by itself, so far as it relates to the rods, is capable of an interpretation which would fully cover the real invention. If a rod with a tapering end is to be regarded as a rod in which the stem of the screw is fevering, the claim is ample, and embraces the rod of the defendant. On the other hand, if the term “tapering end” is intended to describe a rod with a tapering screw,—that is, a rod in which the exterior lines of the screw-threads form, a tapering end,—the coupling of the defendant is not an infringen!ent. A rod with a tapering end may mean a rod in which the stem', mandrel, or solid part of the end tapers, or it may mean one in which the end, screw-thread included, as adapted to be fitted into a sleeve or recess, is tapering. The term, as used in the claim, is therefore capable of two meanings; and, being ambiguous, the true meaning must be ascertained by resort to the descriptive part of the specification in order to discover what the patentee describes as new, and what the public have a right to understand was intended to be claimed.
An examination of the specification denotes quite plainly that the patentee supposed that the gist of his improvement upon the couplings previously in use consisted in substituting a tapering screw having vanishing threads, in conjunction with a sleeve or socket adapted to receive such a screw, for tapering screws without the vanishing thread, and a socket not adapted to receive a tapering screw. The drawings distinctly denote this. In describing the advantages of his invention he dwells upon the objections to the use of a “slightly tapering screw” with a socket which does not taper to- receive it. Each of the drawings shows a tapering screw, but Fig. 2, which shows ihe objectionable coupling, has no vanishing thread upon the screw, and lias no tapering recess in the socket, [521]*521while Fig. 3, which illustrates the improvement, shows a tapering screw with a vanishing thread, and a tapering recess with a vanishing thread. Nevertheless, the inquiry is not what the patentee may have supposed, but what he has described, his invention to be. He states, in (he general statement of the nature of his Invention, that the tubes are to have “tapering and vanishing screw-threads,” not “tapering or vanishing.” He points out the objections to the use of a “slightly tapering screw” on the ends of the tubes in the old coupling, with a socket which did not taper to receive it. Then, in describing the difference between his coupling and the old one, he says that he cuts a “tapering screw” on the end of his tube; but, instead of' cutting his threads at a uniform depth, ho cuts them so that, the thread shall vanish gradually until it disappears. He thus declares unequivocally that what he has done which is new is to make a tapering screw with a peculiar form of thread. The specification contains no suggestion to indicate that a rod having a tapering stem, but not a tapering screw, could be employed. Such a stem could not be employed with the socket described in the specification. The specification requires the ends of the rod to be adapted to fit into a tapering recess, “as clearly indicated in the drawing.” The claim itself makes a sleeve having a tapering socket an element. A tapering socket is one adapted to receive a tapering screw. Head by the aid of the context, it does not seem open to fair doubt that the rods with tapering ends and tapering threads specified in the claim are rods with a tapering screw and vanishing threads upon the ends. Some significance shouid also be attached to the description of the rods in the claim by a reference to the drawings, which shows a rod with a tapering screw. t
It follows that the bill must be dismissed.
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Cite This Page — Counsel Stack
29 F. 517, 1886 U.S. App. LEXIS 2493, Counsel Stack Legal Research, https://law.counselstack.com/opinion/allison-v-trustees-of-new-york-brooklyn-bridge-circtsdny-1886.