General Radio Co. v. Watson
This text of 188 F. Supp. 879 (General Radio Co. v. Watson) is published on Counsel Stack Legal Research, covering District Court, District of Columbia primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
MORRIS, District Judge.
This is an action brought under 35 U.S.C. § 145 1 by the plaintiff, as the as-signee of an application for patent by one of its electrical engineers, Gilbert S. Smiley, for “Method of and Apparatus for Improving the Stability of Continuously Adjustable Transformers and the Like,” Serial No. 221,878, filed April 19, 1951, seeking to have the Court authorize the issuance to it of a patent. After the final rejection by the Patent Office exam[880]*880iner on February 15, 1955, of claims 15 and 23 through 33, the applicant filed on May 10, 1955, a proposed amendment substituting claim 34 for all such rejected claims. On May 17, 1955, the examiner refused allowance of claim 34, but entered it only for purposes of an appeal. The Board of Appeals (hereinafter referred to as the Board) on June 18, 1956, affirmed the examiner’s refusal of claim 34, the single claim before this Court, and which reads as follows:
“34. A variable-impedance auto-transformer having, in combination, a copper-wire single-layer substantially toroidal winding wound in successively disposed turns about an annular core to provide along the exterior of the winding a track extending across the successively disposed turns, there being bonded to the turns along the track coatings selected from the group consisting of gold, platinum, palladium, rhodium, silver and nickel, means for connecting the winding to a source of voltage, the winding being adapted to be connected also with a load circuit to exchange current with the load circuit at values not greater than a predetermined safe value above which the winding would become damaged by such exchange of current, and a carboniferous or graphitic resistive brush actuable along the track in contact with the coatings and adapted for connection with the load circuit, the width of the brush being greater than the distance between two successive turns of the winding in order that the brush may establish contact with the coating bonded to a turn before breaking contact with the coating bonded to the adjacently disposed turn with which it last contacted, thereby to prevent interruption of the current in the load circuit into the brush, means for connecting a point of the winding and the brush to the load circuit, and the brush being rotatable about the axis of the toroidal winding along the said track in engagement with the coatings of the successively disposed turns, the coatings maintaining the resistance between the brush and the track, during passage of the current of the predetermined safe value between them, substantially constant.”
The invention claimed herein consists of plating gold, platinum, palladium, rhodium, silver and nickel to the turns along the brush track of the device disclosed in application No. 2,009,013, of Karplus, et al., dated July 23, 1935 (of which plaintiff is also assignee, and which device has been manufactured and sold by it under the trade name of Variac, and by its licensees in this country and others under differing trade names, for many years), and of the discovery of the reason for the failure of the Karplus device, stated in the application as follows:
“It has been found, however, that when the apparatus is in continuous use, particularly at elevated temperatures and in regions where industrial vapors or other corrosive influences are present, the copper track detrimentally oxidizes, contaminates and corrodes, markedly and rapidly increasing, and thus rendering unstable, the resistance of the brush-to-copper-track interface. With long periods of continuous use, indeed, a progressively destructive cycle is often initiated in which the increasing oxidation, contamination and corrosion of the track during the use of the instrument increases the brush-to-track resistance which, [881]*881in turn, further increases the temperature at the contact between the brush and track, which still further increases the oxidation, contamination and corrosion, until failure or improper operation of the instrument results from the high temperature.”
The original autotransformer, on which Karplus was issued a patent, operated satisfactorily when used almost exclusively in laboratories, where the use was intermittent and the atmosphere clean. During and after World War II the transformer was employed more and more in industrial use, where the use was continuous and the atmosphere was contaminated. Then complaints became more and more frequent because the autotransformers were being burned out. Many methods were employed to eliminate or reduce these failures: The customers were instructed to keep the brush tracks cleaned by removing carbon particles and washing with carbon tetro-chloride, the brushes were redesigned, the heat radiators were redesigned, in 1946 a beryllium-copper brush spring was employed to obtain a uniform spring pressure on the brush, which lost tension under the “hot spot” temperature in the region of the brush, and which was substituted in 1949 with a stainless steel brush spring, efforts were made to cool the auto-transformer by blowing air on it, using a blower and a fan, and by oil cooling, pigtails, or conductors, were employed to carry the current from the block containing the carbon and to help carry the heat out of the block. All these efforts, it was testified, delayed the eventual burn-out of the tracks, but were not successful in preventing their ultimate destruction by such burn-out. In order to save face with its customers, plaintiff eventually supplied considerably larger instruments than the size indicated by the need of the customer. Mr. Smiley, whose assignee plaintiff is respecting the application here involved, testified that in 1948 (Tr. 86):
“ * * *■ we began to suspect that there was an action occuring that we hadn’t been able to explain by ordinary — these techniques that we said, the track got dirty from the brush, got dirty from contamination — but there seemed to be something more, and at that time I began to suspect that there was a formation of a high-temperature oxide, the cycle being initiated by some chance or haphazard occurrence, but once that cycle had been initiated it was a destuctive, a vicious circle of oxide forming, poor contact, more heat, more oxide, and this was the cause of burnout.
“So, the first thing we thought was to keep air away from the area around the brush and the track. At that time the Dow Corning Company announced a high-temperature silicone grease, and we tried it, and it seemed to help; it wasn’t perfect, but it certainly delayed burnout, and so we recommended it to our customers who were having burnout trouble.”
In addition to the above efforts to correct the apparent inherent destructive quality of the apparatus, attempted improvements in the iron core, around which the copper-wire forming the brush track was wound, were made in an effort to improve the thermoconductivity so as to lower the temperature of the “hot spot” and thereby reduce the total amount of heat generated in the transformer. This latter effort also failed to result in a solution of the problem. At this stage of developments, Mr. Smiley testified (Tr. 92-94):
“It occurred to me that since we— no matter what we tried to do we were getting this progressive high-temperature oxidation of the track, and this was a phenomena associated with copper, that if we could use some other metal than copper, it might be possible to find a metal that would work.
Free access — add to your briefcase to read the full text and ask questions with AI
MORRIS, District Judge.
This is an action brought under 35 U.S.C. § 145 1 by the plaintiff, as the as-signee of an application for patent by one of its electrical engineers, Gilbert S. Smiley, for “Method of and Apparatus for Improving the Stability of Continuously Adjustable Transformers and the Like,” Serial No. 221,878, filed April 19, 1951, seeking to have the Court authorize the issuance to it of a patent. After the final rejection by the Patent Office exam[880]*880iner on February 15, 1955, of claims 15 and 23 through 33, the applicant filed on May 10, 1955, a proposed amendment substituting claim 34 for all such rejected claims. On May 17, 1955, the examiner refused allowance of claim 34, but entered it only for purposes of an appeal. The Board of Appeals (hereinafter referred to as the Board) on June 18, 1956, affirmed the examiner’s refusal of claim 34, the single claim before this Court, and which reads as follows:
“34. A variable-impedance auto-transformer having, in combination, a copper-wire single-layer substantially toroidal winding wound in successively disposed turns about an annular core to provide along the exterior of the winding a track extending across the successively disposed turns, there being bonded to the turns along the track coatings selected from the group consisting of gold, platinum, palladium, rhodium, silver and nickel, means for connecting the winding to a source of voltage, the winding being adapted to be connected also with a load circuit to exchange current with the load circuit at values not greater than a predetermined safe value above which the winding would become damaged by such exchange of current, and a carboniferous or graphitic resistive brush actuable along the track in contact with the coatings and adapted for connection with the load circuit, the width of the brush being greater than the distance between two successive turns of the winding in order that the brush may establish contact with the coating bonded to a turn before breaking contact with the coating bonded to the adjacently disposed turn with which it last contacted, thereby to prevent interruption of the current in the load circuit into the brush, means for connecting a point of the winding and the brush to the load circuit, and the brush being rotatable about the axis of the toroidal winding along the said track in engagement with the coatings of the successively disposed turns, the coatings maintaining the resistance between the brush and the track, during passage of the current of the predetermined safe value between them, substantially constant.”
The invention claimed herein consists of plating gold, platinum, palladium, rhodium, silver and nickel to the turns along the brush track of the device disclosed in application No. 2,009,013, of Karplus, et al., dated July 23, 1935 (of which plaintiff is also assignee, and which device has been manufactured and sold by it under the trade name of Variac, and by its licensees in this country and others under differing trade names, for many years), and of the discovery of the reason for the failure of the Karplus device, stated in the application as follows:
“It has been found, however, that when the apparatus is in continuous use, particularly at elevated temperatures and in regions where industrial vapors or other corrosive influences are present, the copper track detrimentally oxidizes, contaminates and corrodes, markedly and rapidly increasing, and thus rendering unstable, the resistance of the brush-to-copper-track interface. With long periods of continuous use, indeed, a progressively destructive cycle is often initiated in which the increasing oxidation, contamination and corrosion of the track during the use of the instrument increases the brush-to-track resistance which, [881]*881in turn, further increases the temperature at the contact between the brush and track, which still further increases the oxidation, contamination and corrosion, until failure or improper operation of the instrument results from the high temperature.”
The original autotransformer, on which Karplus was issued a patent, operated satisfactorily when used almost exclusively in laboratories, where the use was intermittent and the atmosphere clean. During and after World War II the transformer was employed more and more in industrial use, where the use was continuous and the atmosphere was contaminated. Then complaints became more and more frequent because the autotransformers were being burned out. Many methods were employed to eliminate or reduce these failures: The customers were instructed to keep the brush tracks cleaned by removing carbon particles and washing with carbon tetro-chloride, the brushes were redesigned, the heat radiators were redesigned, in 1946 a beryllium-copper brush spring was employed to obtain a uniform spring pressure on the brush, which lost tension under the “hot spot” temperature in the region of the brush, and which was substituted in 1949 with a stainless steel brush spring, efforts were made to cool the auto-transformer by blowing air on it, using a blower and a fan, and by oil cooling, pigtails, or conductors, were employed to carry the current from the block containing the carbon and to help carry the heat out of the block. All these efforts, it was testified, delayed the eventual burn-out of the tracks, but were not successful in preventing their ultimate destruction by such burn-out. In order to save face with its customers, plaintiff eventually supplied considerably larger instruments than the size indicated by the need of the customer. Mr. Smiley, whose assignee plaintiff is respecting the application here involved, testified that in 1948 (Tr. 86):
“ * * *■ we began to suspect that there was an action occuring that we hadn’t been able to explain by ordinary — these techniques that we said, the track got dirty from the brush, got dirty from contamination — but there seemed to be something more, and at that time I began to suspect that there was a formation of a high-temperature oxide, the cycle being initiated by some chance or haphazard occurrence, but once that cycle had been initiated it was a destuctive, a vicious circle of oxide forming, poor contact, more heat, more oxide, and this was the cause of burnout.
“So, the first thing we thought was to keep air away from the area around the brush and the track. At that time the Dow Corning Company announced a high-temperature silicone grease, and we tried it, and it seemed to help; it wasn’t perfect, but it certainly delayed burnout, and so we recommended it to our customers who were having burnout trouble.”
In addition to the above efforts to correct the apparent inherent destructive quality of the apparatus, attempted improvements in the iron core, around which the copper-wire forming the brush track was wound, were made in an effort to improve the thermoconductivity so as to lower the temperature of the “hot spot” and thereby reduce the total amount of heat generated in the transformer. This latter effort also failed to result in a solution of the problem. At this stage of developments, Mr. Smiley testified (Tr. 92-94):
“It occurred to me that since we— no matter what we tried to do we were getting this progressive high-temperature oxidation of the track, and this was a phenomena associated with copper, that if we could use some other metal than copper, it might be possible to find a metal that would work. And, naturally, I think anybody who is familiar with metals knows that such materials as gold and platinum and silver might be expected to work. However, they [882]*882are extremely expensive materials. This is a commercial product. You wouldn’t expect to wind a transformer like this with gold or platinum or even silver wire, and be able to sell it for the same price that you sell one wound with copper wire.
******
“I finally thought if possibly [sic] we could apply some metal other than copper to the brush track, and brush' track only — that portion of the wire which was bared for contact with the brush — it might be possible to prevent this destructive cycle.
******
“ * * * We had thought that the brown copper oxide, the type that forms on a penny — an old penny— was a good thing because it interposed at this point where we want the resistance — it interposed a fairly stable uniform resistance. In fact, when we would manufacture these the insulation and part of the copper was [sic] removed by a grinding operation. When they were bright and shiny they very often would show on our tests too low a resistance, and we have a test that shows that at the brush-to-copper interface.
“Our standard procedure then was to put the transformer aside a week or two — sometimes a month. The track would oxidize with this normal, low-temperature oxide, and they would pass the test and we would ship them out.”
There can be no question but that the method discovered by Mr. Smiley, employed by plaintiff, and described in the application constitutes a marked improvement over the original patented device, especially when employed in industrial plants, and that it has completely overcome the failure difficulties inherent in the original device for such use. Depositions of a number of plaintiff’s customers were to this effect, as was testimony of employees and an officer of plaintiff. Plaintiff’s competitor licensees in this country and elsewhere have adopted and employed the method in their products, and plaintiff has been issued a British patent thereon. Indeed the Board did not deny the commercial acceptance and the obvious success of the method discovered by Mr. Smiley, and affirmed that “the problem of transformer failure under certain adverse conditions or operation was an illusive matter for some period of time,” and that the “problem of transformer failure was not found until an extensive research program was conducted.” The Board, however, thought the problem recognized and solved by plaintiff was basically the same as the problem recognized and solved by Sedgfield, British Patent No. 620,284, dated March 22, 1949, relating to “wire-wound potentiometers” and having “for its object the provision of means for preventing the development of contact irregularities due to corrosion or tarnishing of the contacting portions of such devices.” This object is accomplished in the patent by “plating with a metal which is both corrosion — or tarnish-resistant and hard enough to give a good wearing surface to the “winding of insulated resistance wire whose insulation is removed from adjacent turns to form a track for the wiper” of such potentiometer. The wire of the winding is disclosed as “resistance wire of any desired type.”
On July 17, 1956, plaintiff filed with the Board a motion to remand to the primary examiner and motion for reconsideration or rehearing, in which it was stated it had arranged by sending one of its attorneys to Europe to obtain an affidavit of Mr. Robert Hayes Nisbet, named in the British patent cited as a reference, which affidavit would be transmitted to the Board promptly upon its receipt. On October 22, 1956, the Board refused the request to remand because its rule that affidavits submitted after appeal will not be admitted without a showing of good and sufficient reasons why they were not earlier presented had not been satisfied.
[883]*883At the trial in the instant proceedings plaintiff introduced into evidence the deposition of the British patentee, Colonel Hugh Sedgfield, and that of his attorney who prepared the patent, Mr. Robert Nisbet. The Solicitor of the Patent Office was also present at the taking of such depositions and cross-examined Colonel Sedgfield.
The plaintiff has set forth in an appendix to its brief numerous dissimilarities in the devices involved in its application and in the Sedgfield patent, which are substantially reproduced below.2 [886]*886From this list of dissimilarities, it is readily discernible that, while the plating of the contact tracks of each device resolved the difficulty in each, and such plating in each instance was done to make the contact resistance (between resistive carbon brush and copper track in plaintiff’s autotransformer and between non-resistive metal wiper and metal track in the Sedgfield potentiometer) constant, there was quite a difference in the underlying problem in each which made such plating and constant resistance necessary. Plaintiff’s need for a constant resistance was to prevent high-temperature copper oxide, contamination and corrosion from causing a destructive burnout cycle which rapidly increased the resistance between brush and track by generating more high temperature, which generated further high temperature, high-resistance copper oxide, which generated more heat, et cetera, until burnout resulted. The need for a constant resistance in the Sedgfield device was to prevent low-temperature corrosion or tarnish or the like from causing “contact irregularities” or “bumps” which caused its delicate wire wiper, while moving back and forth along the track, to “chatter,” and make erratic electrical contact, and thus to provide erratic electric signals for correcting the flight of aircraft. The low-temperature oxide, which was detrimental to and the problem respecting the Sedgfield device, is beneficial in plaintiff’s autotransformer, which needs a bad or resistive contact of finite value to prevent short-circuiting. Only one of the metals, rhodium, found to be effective for plating the Sedgfield device is also effective for plating plaintiff’s auto-transformer, and the unqualified expert testimony was that Sedgfield’s teaching that rhodium would not tarnish or corrode at low- or room-temperature, while operated under controlled conditions, does not teach that rhodium will not corrode or oxidize under the high temperature created by the carbon-to-copper contact of plaintiff’s autotransformer while operated in industrial and other uncontrolled areas. I am of opinion that plaintiff’s method of solution, as set forth in its application, a very important part of which was the discovery of the problem inherent in the Karplus autotransformer when employed in industry as opposed to a laboratory, is patentable over the cited references of Karplus, et al., Shoemaker and Sedgfield.
[883]*883
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" width="1374"/>
[886]*886The Patent Office Solicitor introduced the additional reference of the prior art as taught by statements contained in the Hunt textbook, Electrical Contacts, published in May 1946.3 Out of context and [887]*887at first blush, these statements would appear to teach that plaintiff’s problem and solution would have been obvious to one skilled in the art. However, as explained by Mr. Smiley on cross-examination by the Solicitor of the Patent Office, and on redirect examination, all the statements relate to low-temperature, metal-to-metal contacts, such as the problems involved in the Sedgfield patent. At the trial, the Solicitor read yet another statement from Hunt dealing with rhodium (the only metal which works satisfactory in both plaintiff’s application and the Sedgfield patent):
“Rhodium is even more inert chemically to most reagents than platinum, but it may tarnish if heated to high temperatures in air.”
Hunt does not deal with autotransform-ers, copper-to-carbon resistive contacts, nor does Hunt disclose the cause of the burn-out difficulties experienced in the autotransformers. If Mr. Smiley had followed Hunt’s teachings that rhodium tarnishes “if heated to high temperatures in air,” that platinum is even less “inert” than rhodium, and that silver can only be used “where operation is not frequent,” he may never have tried these metals for the solution of the very high-temperature burn-out problem.
With reference to the Patent Office Solicitor’s characterization of Mr. Smiley’s testimony as self-serving, the Court was impressed with both the integrity and ability of the witness. If the Patent Office wishes to discredit expert or lay testimony, the obvious method would be to provide witnesses for that purpose.
For the reasons stated, I am of the opinion that there is lacking a rational basis for the finding by the Board, and the Commissioner of Patents will be authorized to issue to plaintiff a patent for the invention as specified in claim 34.
Counsel will prepare an appropriate order to carry into effect this decision.
Related
Cite This Page — Counsel Stack
188 F. Supp. 879, 125 U.S.P.Q. (BNA) 268, 1960 U.S. Dist. LEXIS 4908, Counsel Stack Legal Research, https://law.counselstack.com/opinion/general-radio-co-v-watson-dcd-1960.