Keszthelyi v. Doheny Stone Drill Co.
This text of 59 F.2d 3 (Keszthelyi v. Doheny Stone Drill Co.) is published on Counsel Stack Legal Research, covering Court of Appeals for the Ninth Circuit primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
WILBUR, Circuit Judge.
' This is an appeal from a final decree of the District Court in favor of appellees in a suit in equity for infringement of letters patent No. 1,474,905 issued to appellant on November 20, 1923, for a new and useful improvement in tool joints used in rotary drilling of oil wells.
In his patent specifications appellant explains that in rotary drilling the bit cutting the formation is carried at the lower end of the string of drill pipe; that in order to withdraw the bit for sharpening or replacement, it is necessary to pull up the drill pipe, uncoupling it at intervals usually of three or four lengths of the pipe, for convenience in handling; that it is therefore necessary to provide a tool joint at such intervals to prevent injuring the threads of the pipe by frequent coupling and uncoupling; that one of the operations in rotary drilling is to pump a stream of mud laden fluid down through the drill pipe and through the bit, and to do this it' is necessary to apply considerable pressure at the upper end of the drill pipe so that in the ordinary type of tool joint it is difficult to insure tight joints which will withstand the pressure necessarily applied; that tool joints as ordinarily constructed, consist of a pair of steel collars, one of whieh is screwed upon each of the'contraeting ends of the drill pipe, using the threads with which the pipe is ordinarily provided; that one of the collars has a pipé or pin with a steep taper and coarse threads and the other collar having a box into whieh this pipe or pin is threaded; that it is the common practice to set up these tool joints by the use of the power driven rotary table so that the friction on the threads between the box and the pin is very great, sometimes causing the box to spread so that it is not an uncommon thing for the joints to become loose or even unscrewed. The objects of the patent in suit as stated by appellant in his specifications are “to provide a novel form of tool joint in whieh the friction on the threads is not entirely depended upon to hold the joint together but supplemental frictional means are provided for this purpose” and “to provide auxiliary means of insuring a tight joint at all times.”
The following drawing, being Fig. 1 in the patent, shows a form of appellant’s device most nearly like that of the appellees:
dt.
graphs, the first showing the couplings connected and the second showing them separated:
[5]*5
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WILBUR, Circuit Judge.
' This is an appeal from a final decree of the District Court in favor of appellees in a suit in equity for infringement of letters patent No. 1,474,905 issued to appellant on November 20, 1923, for a new and useful improvement in tool joints used in rotary drilling of oil wells.
In his patent specifications appellant explains that in rotary drilling the bit cutting the formation is carried at the lower end of the string of drill pipe; that in order to withdraw the bit for sharpening or replacement, it is necessary to pull up the drill pipe, uncoupling it at intervals usually of three or four lengths of the pipe, for convenience in handling; that it is therefore necessary to provide a tool joint at such intervals to prevent injuring the threads of the pipe by frequent coupling and uncoupling; that one of the operations in rotary drilling is to pump a stream of mud laden fluid down through the drill pipe and through the bit, and to do this it' is necessary to apply considerable pressure at the upper end of the drill pipe so that in the ordinary type of tool joint it is difficult to insure tight joints which will withstand the pressure necessarily applied; that tool joints as ordinarily constructed, consist of a pair of steel collars, one of whieh is screwed upon each of the'contraeting ends of the drill pipe, using the threads with which the pipe is ordinarily provided; that one of the collars has a pipé or pin with a steep taper and coarse threads and the other collar having a box into whieh this pipe or pin is threaded; that it is the common practice to set up these tool joints by the use of the power driven rotary table so that the friction on the threads between the box and the pin is very great, sometimes causing the box to spread so that it is not an uncommon thing for the joints to become loose or even unscrewed. The objects of the patent in suit as stated by appellant in his specifications are “to provide a novel form of tool joint in whieh the friction on the threads is not entirely depended upon to hold the joint together but supplemental frictional means are provided for this purpose” and “to provide auxiliary means of insuring a tight joint at all times.”
The following drawing, being Fig. 1 in the patent, shows a form of appellant’s device most nearly like that of the appellees:
dt.
graphs, the first showing the couplings connected and the second showing them separated:
[5]*5
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" width="1582"/>
[6]*6In appellant’s patent he describes his device with reference to Fig. 1 as follows:
“In the form shown in Fig. 1, 11 and 12 are ¿the adjacent ends of two strings of drill pipe, the pipe 11 having a collar 13 and the pipe 12 having a collar 14 screwed thereon. Formed on the collar 13 is a projection 15 which is externally threaded with a coarse tapered thread as shown. Surrounding the projection 15 is a groove 16 and outside the groove is a shoulder or lip 17 which is provided with a conical opening. The collar 14 has an external conical surface 18 which is of proper taper and size to fit into the groove 16 inside the lip 17 as the joint is screwed home. The collar 14 is also provided with an internal threaded recess 19 info which the projection 15 may be threaded. * * * The parts are so proportioned that when the collars are screwed home, there is still a little space there between on all surfaces which are at right angles to the axis of the pipe.' (Italics ours.)
“In this preferred form of my invention, it is possible to obtain a very tight joint between the collars 13 and 14 due to the tapered lip 17 which cooperates with its complementary part on the collar 14. This tapered surface not only acts to produce a tight joint 'independent of the threads between the parts, but it also tends to increase the friction between the two collars 14 gnd 13, thus preventing the joints from coming unscrewed and the attendant expensive fishing jobs that often result from such unscrewing.”
The claims of the patent are as follows:
“1. A tool joint comprising: a primary collar adapted to be secured to a joint of pipe and having an opening therethrough, said opening being in open communication with the interior of said pipe; a secondary collar adapted to be secured to a joint of pipe and having an opening therethrough, said opening being in open communication with the interior of said pipe; a lip formed on the outer edge of said primary collar and enclosing a groove; a projecting portion of said secondary collar fitting inside said groove and inside said lip; and threaded means for forcing said collar towards each other in an axial direction.
“2. A tool joint as in claim 1 in which the interior surface of said lip is conical and the projecting portion of said secondary collar fitting inside said 'conical surface is also coned to fit in fluid tight relationship therein”
“5. A tool joint comprising: a primary collar adapted to be secured to a joint of pipe and having an opening therethrough in open communication with the interior of said pipe a secondary collar adapted to be secured to a joint of pipe and having an opening in said primary collar: a lip formed on the outer edge of said primary collar and enclosing a groove; a projecting portion of said secondary collar fitting inside said groove and inside said lip; a conical projection having an external thread and formed centrally on said primary collar; and an internally threaded portion on said secondary collar into which said projection fits and is threaded.” (Italics ours.)
The other claims are not here involved.
Although appellant’s patent drawings show a space (16") and the specifications refer to it, nowhere in the patent is the purpose thereof explained, nor is such space made the subject of a claim, unless, as appellant contends, the claim of a “fluid tight relationship” necessarily carries with it as a part of the claim the showing in the specifications and drawings- as to such space and the idea of. the wedging action. Rev. St. § 4888, 38 Stait. 958, 35 USCA § 33, provides as follows: “Before any inventor or discoverer shall receive a patent for his invention or discovery he shall make application therefor * * * and he shall particularly point out and distinctly claim the part, improvement, or combination which he claims as his invention or discovery.”
The law is well settled that, although the claims of a patent may be construed and interpreted by reference to the drawings and specifications, they may not thereby be enlarged. Yale Lock Mfg. Co. v. Greenleaf, 117 U. S. 554, 6 S. Ct. 846, 29 L. Ed. 952; White v. Dunbar, 119 U. S. 47, 7 S. Ct. 72, 30 L. Ed. 303; Howe Machine Co. v. National Needle Co., 134 U. S. 388, 10 S. Ct. 570, 33 L. Ed. 963; McCarty v. Lehigh Valley R. Co., 160 U. S. 110, 16 S. Ct. 240, 40 L. Ed. 358.
We agree with the trial court that claim of the patent for a joint, parts of which are coned “to fit in fluid tight relationship,” cannot reasonably be said to cover the feature of wedging the “nose” into the groove by leaving a little space between all the surface that is at right angles' to the axis. However that may be, we do not think that such an idea., even if properly claimed, is patentable, in view of the prior art.
[7]*7"We therefore turn to a consideration of the prior art to determine that question. Ap-pellees contend that the claims in issue were anticipated by the prior art. In so far as said claims of the patent in suit depend upon the idea of the tapered or conical pin of the primary collar threading into the box of the secondary collar, it was anticipated by patent No. 964,353 issued to M. H. Whittier on July 12, 1910, for a rotary well boring box and pin, which contains the following claim: “I claim: A rotary well-boring box and pin comprising the combination with sections of pipe having externally screw-threaded ends, of boxes tightly screw-seated upon the ends of the pipe, those on one end having tapered internally coarsely screw-tlireaded sockets and longitudinal perforations, and those on the opposite ends having tapered externally coarsely screw-threaded pins and longitudinal perforations; so that the sections of pipe may be screwed together to form a hollow stem of the desired length by screwing the pins into the sockets, and so that the lengths of pipe may be connected and disconnected by operating the pins in the sockets thereby saving the threads of the pipe-sections from wear.”
Appellant's claims based upon a lip formed on the outer edge of the primary collar and inclosing a groove, the interior surface of said lip being beveled or cónica.]* and the projecting portion of the secondary col-la r fitting inside said lip, said projecting portion being also comal to fit in fluid tight relationship, were anticipated by patent No. 47,554 issued to R. II. Leckv on May 2, 1865, and patent No. 646,597 issued to Bullock on April 3, 1900. In each of these patents for joints in drill stems there is a disclosure of the idea of the beveled nose of the secondary part of’ the joint fitting inside the hoveled 1 ijj of the primary part forced together by means of screw threads. The testimony in the record is to the effect that the function of the complementary beveled nose and lip is to prevent the secondary part from spreading and the joint becoming loosened when the joint is in use. Whether or not they would fit in fluid tight relationship would somewhat depend on the degree of precision with which the parts were machined. The evidence also shows that the combination of the tapered pin and the beveled lip or annular groove has no new functional relationship. This being so, merely combining the tapered pin and the beveled or conical lip in one device would not constitute invention and therefore would not be patentable. It is well settled that where two old devices are combined, something new and useful in the combination must -be found to make the patent valid. Ray v. Bunting Iron Works (C. C. A. 9) 4 F.(2d) 214, and cases there cited; Thomas Day Co. v. Doble Laboratories (C. C. A. 9) 42 F.(2d) 6; Knowles v. 138 West Forty-Second Street Corp. (C. C. A. 2) 43 F.(2d) 929; Everlasting Furniture Brace Co. v. Wittliff (C. C. A. 7) 44 F.(2d) 129. Thus the lower court correctly decided that as to these elements of the patent in suit there was no invention.
The claim of infringement is based upon the proposition that the width of the flattened end of the nose of appellees’ device is 3/32" while the width of the; base of the groove into which it fits is 1/16" (2/32), as shown by the following drawings made by appellees as guides in manufacturing their device, as well as the testimony in the record, thus providing for a wedging effect when the joint is tightened. It is also contended by appellant that the altitude of the frustum of the cone in the pin in appellees’ device is slightly less than the socket or groove, thus leaving a little space and giving an opportunity for said wedging effect, which appellant claims is covered by his patent. Wo think it is clear that appellant’s device in this regard is the result of mere mechanical skill and does not involve invention, ft requires no inventive ingenuity for one skilled in the art to hit upon the idea of wedging the projection into the groove formed by the lip, or to allow a space therefor, in order to remove a pa.rt of the strain from the threads and better insure a fluid-tight joint, if a fluid-tight joint was found to be desirable.
In the ease of Burt v. Alexander F. Evory, 133 U. S. 349, 358, 10 S. Ct. 394, 397, 33 L. Ed. 647, the court said:
“It is well settled that not every improvement in an article is patentable. The test is that ihe improvement must, be the product of an original conception, (Pearce v. Mulford, 102 U. S. 112, 118 [26 L. Ed. 93]; Slawson v. Grand Street Railroad, 107 U. S. 649, 2 S. Ct. 663 [27 L. Ed. 576]; Munson v. New York City, 124 U. S. 601, 8 S. Ct. 622 [31 L. Ed. 586], and many other eases;) and a mere carrying forward or more extended application of an original idea — a mere improvement in degree — is not invention. In Smith v. Nichols, 21 Wall. 112, 118, 119 [22 L. Ed. 566], Mr. Justice Swayne, delivering the opinion of the court, said: ‘A patentable invention is a mental result. It must be new, and shown to be of practical utility. Everything within the domain of the conception [8]*8belongs to Mm who conceived it. The machine, process, or product is but its material reflex and embodiment. A new idea may be .ingrafted upon an old invention, be distinct from the conception which preceded it, and be an improvement. In such case it is patentable. The prior patentee cannot use it without the consent of the improver, and the latter cannot use the original invention without the consent of the former. But a mere carrying forward or new or more extended application of the original thought, a change only in form, proportions, or degree, the substitution of equivalents, doing substantially the same thing in the same way, by substantially the same means, with better results, is not such invention as will sustain a patent. These rules apply alike, whether what pre- ' ceded was covered by a patent or rested only in public knowledge and use. In neither ease can there be an invasion of such domain, and an appropriation of anything found there. In one ease everything belongs to the prior patentee; in the other, to the public at large.’
“Neither is it invention to combine old devices into a new article without producing any new mode of operation. Stimpson v. Woodman, 10 Wall. 117 [19 L. Ed. 866]; Heald v. Rice, 104 U. S. 737 [26 L. Ed. 910]; Hall v. Macneale, 107 U. S. 90, 2 S. Ct. 73 [27 L. Ed. 367].”
In the ease of Klein v. City of Seattle, 77 F. 200, 204, this court said:
“A patent must" combine utility, novelty, and invention. It may, in fact, embrace utility and novelty in a high degree, and still be only the result of mechanical skill, as distinguished from invention. A person, to be entitled to a patent, must have invented or discovered some new and useful art, machine, manufacture, or composition of matter, or some new and useful improvement thereof. In the language of the supreme court: ‘It is not enough that a thing shall be new, in the sense that, in the shape or form in which it is produced, it shall not' have been before known, and that it shall be useful, but it must, under the constitution and statute, amount to an invention or discovery.’ Hill v. Wooster, 132 U. S. 693, 701, 10 S. Ct. 228, 231 [33 L. Ed. 502], and authorities there cited.
“A mere difference or change in the mechanical construction in the size or form of the thing used, in order to obviate known defects existing in the previous devices, although such changes are highly advantageous, and far better and more efficacious and convenient, does not make the improved device patentable. In order to be patentable, it must embody some new idea or principle not before known. It must, as before stated, be a discovery, as distinguished from mere mechanical skill or knowledge. Atlantic Works v. Brady, 107 U. S. 192, 200, 2 S. Ct. 225 [27 L. Ed. 438]; Hollister v. Benedict, 113 U. S. 59, 5 S. Ct. 717 [28 L. Ed. 901]; Thompson v. Boisselier, 114 U. S. 2, 11, 5 S. Ct. 1042 [29 L. Ed. 76]; Busell Trimmer Co. v. Stevens, 137 U. S. 423, 433, 11 S. Ct. 150 [34 L. Ed. 719]; Andrews v. Thum, 15 C. C. A. 67, 67 F. 911.”
The principles stated in these decisions are well settled and require no further discussion. It seems clear that what appellant has done in providing for the “little spaces” and the wedging action does not constitute invention and is, therefore, not patentable.
Decree affirmed.
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Cite This Page — Counsel Stack
59 F.2d 3, 13 U.S.P.Q. (BNA) 427, 1932 U.S. App. LEXIS 3294, Counsel Stack Legal Research, https://law.counselstack.com/opinion/keszthelyi-v-doheny-stone-drill-co-ca9-1932.