Curtis v. Atlanta St. R.
This text of 56 F. 596 (Curtis v. Atlanta St. R.) is published on Counsel Stack Legal Research, covering U.S. Circuit Court for the Northern District of Georgia primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
NEWMAN, District Judge.
This is a case of an alleged infringement of a patent for what is known as a “street-railroad chair.” Speaking in general terms, the purpose of what is called a “street-railroad chair” is to elevate the rail on which the car runs above the cross-tie so as to make the paving blocks come, flush with the rail, to permit of lowering the ties, and to do away with the old wooden stringer which was formerly used. A patent; was granted to Curtis, the complaining party, February 17, 1885, on an application hied July 10, 1881; and the patent which is attacked in this proceeding as an infringement thereof was granted to one Moxham, May 5, 1885, on an application filed January 39, 1885. Moxham’s claim appears as follows:
‘■(1) To provide a chair for railroad rails of varying heights, and wide l»a®' of little comparativo weight. Chair to he rolled or forged metal. Chair to he spiked to cross-tics. (2) Oliair to he of hox form, constructed of rolled or forged metal, with diagonal lugs, formed as follows: Lips are first formed by cutting through or parting the metal in two lines at right angles. Said lips are then forced out into a die, and so shaped therein as to fit the two edges of the fiangos of the rail. In thus forming the lugs, they are punched out without any loss or displacement of the metal. It being difficult, if not impossible, to obtain any one positive measurement or shape of lug to fit the flanges of rails Lo be used, the reason being that said flanges are seldom, if ever, exactly similar, the lips or lugs of ordinary chairs are made of full size, — that Is, to fit the largest flanges, — and hence slip loosely over the smaller or lighter ones; also, being of wrought iron, less liable to injury from sledge hammers, when driving up the spikes, than a casting.”
The claim of Curtis, as contained in his application, is in the following language:
“(1) For the construction of a street-railroad chair, having l'or its object to provide a rail chair that, will securely hold tlie track rails of a street railroad in place without the use of wooden stringers. (2) Chair to be constructed of cast iron. Top of the chair is provided with a cheek at one ('lid, having an inwardly projecting flange which extends over the foot of the rail. The other end has a short cheek provided with vertical inner face, without, flange. Tlie Hanged cheek clamps the foot of the rail, and the cheek prevents rail from slipping from its place. Oliairs cast all alike, but placed on tlie ties in position, one the reverse of tlie other, i. o. cheeks having flanges will be outside of track rails, or furthest from each other. Chairs to be spiked to the tics."
In order to understand the improvement for which Curt,is was allowed a, patent it is necessary to examine wha.t is known as tin' “Johnson Patent,” the application for which was filed June 2, 1883. and patent allowed 'May 26, 1885. This application' it will be seen, was filed before either the Curtis or Moxham application. The Johnson claim is as follows:
“(1) To provide a rail chair for railroad rails, which shall be readily fitted to the bottom flanges of the rails at any points in their lengths. Chairs to be spiked to ordinary cross-ties. Principally designed for street-railroad tracks. Serves the purpose of permitting the sinking of the cross-ties to any desired depth below the surface of the street. (2) Invention consists of a [598]*598cast-iron or other cast-metal chair. Chair to have lugs placed diagonally npoh it's seat. Chair to he placed upon rail at any point, and skewed around until a perfect lock is made of the iianges of ihe rail under the lugs of the chair.”
It will be perceived that the difference between the Moxham and the Curtis claims is that the Moxham chair is to be of box form, constructed of rolled or forged metal with diagonal lugs. These two lugs are so arranged as to grasp the flange of the rail on either side, and also so arranged that the rail can be laid across it diagonally, and then turned so as to make a perfect fit, and be held securely, or the chair itself may be turned so as to secure the same results.
ocR9WVWyPXKYHz7CvFZJdChcn0KdpLU5d
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NEWMAN, District Judge.
This is a case of an alleged infringement of a patent for what is known as a “street-railroad chair.” Speaking in general terms, the purpose of what is called a “street-railroad chair” is to elevate the rail on which the car runs above the cross-tie so as to make the paving blocks come, flush with the rail, to permit of lowering the ties, and to do away with the old wooden stringer which was formerly used. A patent; was granted to Curtis, the complaining party, February 17, 1885, on an application hied July 10, 1881; and the patent which is attacked in this proceeding as an infringement thereof was granted to one Moxham, May 5, 1885, on an application filed January 39, 1885. Moxham’s claim appears as follows:
‘■(1) To provide a chair for railroad rails of varying heights, and wide l»a®' of little comparativo weight. Chair to he rolled or forged metal. Chair to he spiked to cross-tics. (2) Oliair to he of hox form, constructed of rolled or forged metal, with diagonal lugs, formed as follows: Lips are first formed by cutting through or parting the metal in two lines at right angles. Said lips are then forced out into a die, and so shaped therein as to fit the two edges of the fiangos of the rail. In thus forming the lugs, they are punched out without any loss or displacement of the metal. It being difficult, if not impossible, to obtain any one positive measurement or shape of lug to fit the flanges of rails Lo be used, the reason being that said flanges are seldom, if ever, exactly similar, the lips or lugs of ordinary chairs are made of full size, — that Is, to fit the largest flanges, — and hence slip loosely over the smaller or lighter ones; also, being of wrought iron, less liable to injury from sledge hammers, when driving up the spikes, than a casting.”
The claim of Curtis, as contained in his application, is in the following language:
“(1) For the construction of a street-railroad chair, having l'or its object to provide a rail chair that, will securely hold tlie track rails of a street railroad in place without the use of wooden stringers. (2) Chair to be constructed of cast iron. Top of the chair is provided with a cheek at one ('lid, having an inwardly projecting flange which extends over the foot of the rail. The other end has a short cheek provided with vertical inner face, without, flange. Tlie Hanged cheek clamps the foot of the rail, and the cheek prevents rail from slipping from its place. Oliairs cast all alike, but placed on tlie ties in position, one the reverse of tlie other, i. o. cheeks having flanges will be outside of track rails, or furthest from each other. Chairs to be spiked to the tics."
In order to understand the improvement for which Curt,is was allowed a, patent it is necessary to examine wha.t is known as tin' “Johnson Patent,” the application for which was filed June 2, 1883. and patent allowed 'May 26, 1885. This application' it will be seen, was filed before either the Curtis or Moxham application. The Johnson claim is as follows:
“(1) To provide a rail chair for railroad rails, which shall be readily fitted to the bottom flanges of the rails at any points in their lengths. Chairs to be spiked to ordinary cross-ties. Principally designed for street-railroad tracks. Serves the purpose of permitting the sinking of the cross-ties to any desired depth below the surface of the street. (2) Invention consists of a [598]*598cast-iron or other cast-metal chair. Chair to have lugs placed diagonally npoh it's seat. Chair to he placed upon rail at any point, and skewed around until a perfect lock is made of the iianges of ihe rail under the lugs of the chair.”
It will be perceived that the difference between the Moxham and the Curtis claims is that the Moxham chair is to be of box form, constructed of rolled or forged metal with diagonal lugs. These two lugs are so arranged as to grasp the flange of the rail on either side, and also so arranged that the rail can be laid across it diagonally, and then turned so as to make a perfect fit, and be held securely, or the chair itself may be turned so as to secure the same results.
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" width="1076"/>
In tbe Curtis claim there is only one lug or flange, (both, expressions seem to be used for the same contrivance,) while on the other [599]*599end of the chair there is what is called a "cheek,” and the manner of its nse is to place the chairs on opposite ends of the cross-ties, and reversed in their position.
The improvement in the Moxham patent, was in having a thin plate of wrought iron, which conld be pressed into the propel* shape, and then lugs cut out, and pressed into jiosition, as described in the. claim] and it is an improvement over the Curtis chair, in that it has two lugs which clamp the flange of the rails on both sides, and hold it squarely in position. An examination of the Moxham chair, one of which has been brought into court as an exhibit, (as well as one of the Johnson and Curtis chairs,) shows very clearly the advantage of the Moxham chair as to lightness and availibilitv for easy use, as well as simplicity of its construction] the same being of wrought iron, in[600]*600stead of a casting, and therefore not liable to break if inadvertently stricken when driving up the spikes. It is contended, in addition to this, and with apparent right, that it is so constructed' as to make it easy to pave up to, as-there is no projection except the lower portion, which is attached to the tie, which is more clearly understood by reference to a cut accompanying the application. The Johnson patent has two lugs so arranged as to clasp the flange of the rail on either side, and, so far as this feature of the chair is concerned, the Moxham chair could with more reason be claimed to be an infringement of the Johnson patent than that of Curtis. It seems perfectly clear that there is no infringement whatever by the Moxham chair of any improvement which Curtis made on the Johnson chair.
It is claimed on behalf of Curtis that his chair was in actual use on the street railroads in Atlanta before the application for the Johnson patent was filed, and that under the law he has priority, notwithstanding the Johnson application was filed first, Curtis having applied within two years. The evidence does not support this claim. At the most the evidence on this subject is uncertain. The evidence as to former use ought, undoubtedly, to be clear and convincing, and such is not the case here.
Under the authorities, Curtis must be held to the claim of improvement contained in his application, (see Keystone Bridge Co. v. Phoenix Iron Co., 95 U. S. 274; White v. Dunbar, 119 U. S. 47, 7 Sup. Ct. Rep. 72; Bragg v. Fitch, 121 U. S. 478, 7 Sup. Ct. Rep. 978;) and so considering it, in connection with the Moxham claim, and with the light thrown on both by the claim in Johnson’s application, it is evident that there is no infringement of the Curtis patent by the Moxham patent.
There must be a decree for defendant, with costs.
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Cite This Page — Counsel Stack
56 F. 596, 1892 U.S. App. LEXIS 2106, Counsel Stack Legal Research, https://law.counselstack.com/opinion/curtis-v-atlanta-st-r-circtndga-1892.