Independent Pneumatic Tool Co. v. Chicago Pneumatic Tool Co.
This text of 96 F. Supp. 70 (Independent Pneumatic Tool Co. v. Chicago Pneumatic Tool Co.) is published on Counsel Stack Legal Research, covering District Court, N.D. Illinois primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
HOLLY, District Judge.
Plaintiff’s complaint asks for a declaratory judgment finding that claim 7 of Fitch patent No. 2,219,865 and claims 6, 8, 14, 18 and 30 of Amtsberg patent No. 2,219,883 are invalid and that said claims of the Fitch and Amtsberg patents have not been infringed by plaintiff.
Defendant in its answer and counterclaim averred that it is the owner of the Amtsberg and Fitch patents, that the patents are valid and that plaintiff was engaged in the sale of impact wrenches which infringed the claims of said patents, mentioning particular wrenches known as Thor Models 4, 6, 10, 12 and 20. Plaintiff filed an answer to the counterclaim again charging that the patents were invalid and denying the infringement.
An impact wrench and its method of operation are described as follows in defendant’s brief.
“An impact tool is a device which is used to deliver a series of rotary blows or impacts in seating or releasing a screw, nut or bolt, and is to be distinguished from the ordinary direct drive power tool which applies a smooth torque rather than a rotary blow. The effect produced by the use of an impact tool is similar to that produced when a wrench having been applied to a nut and the nut tightened to the maximum extent possible by rotation of the wrench, the wrench handle is then repeatedly struck with a hammer to produce the final tightening action. * * *
“An impact wrench or tool of any type requires a blow to be delivered, and the part struck has come to be referred to in the art as an anvil, and the part carrying the striking elements as a hammer. The tool, usually either a wrench socket or a screw driver, is connected to the anvil and the motive power to the hammer. The hammer is released from engagement with the anvil between blows, and the mechanism which accomplishes this result is known as the impact clutch. * * *
“The impacting action of the tool does not start until the nut or screw meets considerable resistance. Prior to this time the nut is ‘run up’ on the bolt under the torque exerted by the motor, the hammer being in engagement with the anvil. Upon meeting such resistance the hammer disengages from the anvil, rotates through a predetermined arc, and re-engages, providing a rotary blow which tightens the nut. These rotary blows are delivered in rapid succession until the nut is as tight as desired. In loosening a tight nut of course the impacts occur first and the ‘run-off’ after it is broken loose.”
Before the impact wrench was devised the common method of loosening stay bolts was by means of a wrench with a long handle operated by several men, it being necessary frequently to use a sledge hammer against the wrench handle in order to loosen the stay bolt caps. The average time required for taking down a locomotive boiler by the manual method, says defendant in its brief, was two to three days. With defendant’s impact wrench, operated by one man, the boiler can be taken down, on the average, in two or three hours.
While plaintiff attacks the validity of the Amtsberg and Fitch patents counsel stated during the trial and repeated in their [72]*72reply brief that it relies primarily on the defense of non-infringement. This problem requires us to examine the claims of defendant’s patents alleged to be infringed and the construction and operation of the Thor wrenches manufactured and sold by plaintiff.
First as to the Amtsberg patent. Claims 6, 8, 18 and 30 are as follows:
Claim 6. “In a tool of the character described, a rotatable driven shaft, a rotatable hammer, releasable clutch mechanism interposed between said hammer and shaft, said clutch mechanism comprising striking and stricken impact surfaces arranged to prevent relative rotation between said hammer a nd shaft when said impact surfaces are in engagement and comprising automatic means for disengaging said impact surfaces upon termination of an impact, and a rotary motor for driving said hammer,' said motor having a stator and a rotor and fluid pressure means for driving said rotor, said rotor having a rigid driving connection with the hammer, whereby said rotor and hammer rotate in unison and the angular momentum of the hammer is supplemented by that of the rotor.”
Claim 8. “An impact clutch comprising a hammer rotatable in either direction, a rotatable anvil having a jaw provided with impact receiving surfaces on its opposite sides, a dog pivoted to the hammer and having impacting surfaces on its opposite sides, centrifugal means for moving the dog into the orbital path of the jaw, and automatic means for moving the dog out of the orbital path of the jaw, whereby to cause the dog to deliver a succession of rotary impacts to said anvil jaw, said dog being secured against movement relative to the hammer in the direction of rotation of the hammer.”
Claim 18. “An impact clutch comprising a rotatable hammer, a rotatable anvil having spaced jaws provided with impact receiving surfaces, impact dogs carried by the hammer and movable into the annular path of the jaws in response to centrifugal force to deliver a succession of impacts to said jaws, automatic retracting means operable upon termination of an impact to move the dogs out of the annular path of the anvil jaws, each of said dogs being guided on the hammer for relative movement only in a plane coincident with the axis of rotation of the hammer, whereby the hammer is positively locked against rotation ahead of the jaws.”
Claim 30. “In a device of the character described, the combination of a driving head having rotation imparted thereto in either direction, a rotatable driven head, stationary clutch jaws on said driven head, rotation transmitting clutch jaws pivotally carried by said driving head centrifugally movable, into operative engagement with said stationary jaws irrespective of the direction of rotation of said driving head and capable of release to enable relative rotation between said heads, said clutch jaws arranged and disposed in a manner causing each operative engagement thereof to transmit a rotative impact to said driven head, and means automatically effecting said release upon a predetermined reduction in the rotary speed of said driving head.
The term “means” is indefinite, and when used in a claim must be limited to the means set forth in the specifications or their equivalents. Other means not equivalent are not covered by the patent. Charles Peckat Mfg. Co. v. Jacobs, 7 Cir., 178 F.2d 794. And see Halliburton Oil Well Cementing Co. v. Walker, 329 U.S. 1, 67 S.Ct. 6, 91 L.Ed. 3.
Following is shown a drawing of the Amtsberg device as shown in Figures 1 and 2 of the patent.
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HOLLY, District Judge.
Plaintiff’s complaint asks for a declaratory judgment finding that claim 7 of Fitch patent No. 2,219,865 and claims 6, 8, 14, 18 and 30 of Amtsberg patent No. 2,219,883 are invalid and that said claims of the Fitch and Amtsberg patents have not been infringed by plaintiff.
Defendant in its answer and counterclaim averred that it is the owner of the Amtsberg and Fitch patents, that the patents are valid and that plaintiff was engaged in the sale of impact wrenches which infringed the claims of said patents, mentioning particular wrenches known as Thor Models 4, 6, 10, 12 and 20. Plaintiff filed an answer to the counterclaim again charging that the patents were invalid and denying the infringement.
An impact wrench and its method of operation are described as follows in defendant’s brief.
“An impact tool is a device which is used to deliver a series of rotary blows or impacts in seating or releasing a screw, nut or bolt, and is to be distinguished from the ordinary direct drive power tool which applies a smooth torque rather than a rotary blow. The effect produced by the use of an impact tool is similar to that produced when a wrench having been applied to a nut and the nut tightened to the maximum extent possible by rotation of the wrench, the wrench handle is then repeatedly struck with a hammer to produce the final tightening action. * * *
“An impact wrench or tool of any type requires a blow to be delivered, and the part struck has come to be referred to in the art as an anvil, and the part carrying the striking elements as a hammer. The tool, usually either a wrench socket or a screw driver, is connected to the anvil and the motive power to the hammer. The hammer is released from engagement with the anvil between blows, and the mechanism which accomplishes this result is known as the impact clutch. * * *
“The impacting action of the tool does not start until the nut or screw meets considerable resistance. Prior to this time the nut is ‘run up’ on the bolt under the torque exerted by the motor, the hammer being in engagement with the anvil. Upon meeting such resistance the hammer disengages from the anvil, rotates through a predetermined arc, and re-engages, providing a rotary blow which tightens the nut. These rotary blows are delivered in rapid succession until the nut is as tight as desired. In loosening a tight nut of course the impacts occur first and the ‘run-off’ after it is broken loose.”
Before the impact wrench was devised the common method of loosening stay bolts was by means of a wrench with a long handle operated by several men, it being necessary frequently to use a sledge hammer against the wrench handle in order to loosen the stay bolt caps. The average time required for taking down a locomotive boiler by the manual method, says defendant in its brief, was two to three days. With defendant’s impact wrench, operated by one man, the boiler can be taken down, on the average, in two or three hours.
While plaintiff attacks the validity of the Amtsberg and Fitch patents counsel stated during the trial and repeated in their [72]*72reply brief that it relies primarily on the defense of non-infringement. This problem requires us to examine the claims of defendant’s patents alleged to be infringed and the construction and operation of the Thor wrenches manufactured and sold by plaintiff.
First as to the Amtsberg patent. Claims 6, 8, 18 and 30 are as follows:
Claim 6. “In a tool of the character described, a rotatable driven shaft, a rotatable hammer, releasable clutch mechanism interposed between said hammer and shaft, said clutch mechanism comprising striking and stricken impact surfaces arranged to prevent relative rotation between said hammer a nd shaft when said impact surfaces are in engagement and comprising automatic means for disengaging said impact surfaces upon termination of an impact, and a rotary motor for driving said hammer,' said motor having a stator and a rotor and fluid pressure means for driving said rotor, said rotor having a rigid driving connection with the hammer, whereby said rotor and hammer rotate in unison and the angular momentum of the hammer is supplemented by that of the rotor.”
Claim 8. “An impact clutch comprising a hammer rotatable in either direction, a rotatable anvil having a jaw provided with impact receiving surfaces on its opposite sides, a dog pivoted to the hammer and having impacting surfaces on its opposite sides, centrifugal means for moving the dog into the orbital path of the jaw, and automatic means for moving the dog out of the orbital path of the jaw, whereby to cause the dog to deliver a succession of rotary impacts to said anvil jaw, said dog being secured against movement relative to the hammer in the direction of rotation of the hammer.”
Claim 18. “An impact clutch comprising a rotatable hammer, a rotatable anvil having spaced jaws provided with impact receiving surfaces, impact dogs carried by the hammer and movable into the annular path of the jaws in response to centrifugal force to deliver a succession of impacts to said jaws, automatic retracting means operable upon termination of an impact to move the dogs out of the annular path of the anvil jaws, each of said dogs being guided on the hammer for relative movement only in a plane coincident with the axis of rotation of the hammer, whereby the hammer is positively locked against rotation ahead of the jaws.”
Claim 30. “In a device of the character described, the combination of a driving head having rotation imparted thereto in either direction, a rotatable driven head, stationary clutch jaws on said driven head, rotation transmitting clutch jaws pivotally carried by said driving head centrifugally movable, into operative engagement with said stationary jaws irrespective of the direction of rotation of said driving head and capable of release to enable relative rotation between said heads, said clutch jaws arranged and disposed in a manner causing each operative engagement thereof to transmit a rotative impact to said driven head, and means automatically effecting said release upon a predetermined reduction in the rotary speed of said driving head.
The term “means” is indefinite, and when used in a claim must be limited to the means set forth in the specifications or their equivalents. Other means not equivalent are not covered by the patent. Charles Peckat Mfg. Co. v. Jacobs, 7 Cir., 178 F.2d 794. And see Halliburton Oil Well Cementing Co. v. Walker, 329 U.S. 1, 67 S.Ct. 6, 91 L.Ed. 3.
Following is shown a drawing of the Amtsberg device as shown in Figures 1 and 2 of the patent.
[73]*73
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" 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[74]*74Figure 1 shows on the right hand side an air motor of the usual type. The hammer 18 is integral with the rotating cylinder 13. The striking elements 23 are mounted on pivots 24 in longitudinal slots in the hammer. These striking elements are referred to in the patent as hammer dogs. They move outwardly through centrifugal force pivoting around the pivots until the left hand edges of the dogs come in contact with the jaws 25 of the anvil 6. This contact is shown more clearly in Figure 2. In moving outwardly the dogs compress the spring 27 through the links 31 and the slidable collar shown at 29 in Figure 2. Figure 2 of the drawing also shows the dogs in striking position, the flat faces of the dogs then being in contact with the flat faces of the anvil 25 R.
The features of the device which in the opinion of the patent office showed invention were, as stated by counsel for defendant, (1) that the hammer dogs were centrifugally mounted, (2) that the hammer momentum was supplemented by the momentum of the rotor, (3) that there was no relative rotation of the anvil and the hammer when the impact surfaces were in flat face engagement, (4) that the hammer dogs were guided for movement relative to the hammer in a plane coincident with the axis of rotation to the hammer to lock the hammer against rotation ahead of the anvil jaws and (5) that means were provided for automatically effecting release of the driving and driven head upon a predetermined reduction in the speed of the driving head.
But what counsel calls “features” were, mostly results of a method of construction, not operative results which were unpatentable. If the same results are obtained by a construction which is not an equivalent of the patented device the accused structure does not infringe. It is an abuse of the term equivalency to employ it to cover every combination which is used to accomplish the same result. Beach v. Hobbs, 1 Cir., 92 F. 146, 150, 151. In Burr v. Duryee, 1 Wall. 531, 17 L.Ed. 650, the court said that to constitute equivalency there must be a “copy of the thing described in the specification of the pat-entee, either without variation, or with such variations as are consistent with its being in substance the same thing. * * * ” That two machines produce the same effect will not justify the assertion that they are substantially the same, or that the devices used are therefore mere equivalents for those of the other”. This language was quoted by the Supreme Court in Westinghouse v. Boyden Power Brake Co., 170 U.S. 537, 569, 18 S.Ct. 707, 723, 42 L.Ed. 1136.
Here we do not find equivalency as defined in these cases.
Defendant secured the allowance by the patent office of thirty claims. Each claim, in theory of law, covers a separate invention. In Leeds & Catlin v. Victor Talking Machine, 213 U.S. 301, 319, 29 S.Ct. 495, 501, 53 L.Ed. 805, the court said, “Claims are independent inventions. One may be infringed, others not * * * One * * * may be valid, all the rest invalid.” To the same effect is Stumpf v. A. Schreiber Brewing Co., 2 Cir., 252 F. 142. Plaintiff in his device did not have thirty inventions but only one, a novel combination of old elements. That he did have, but he has greatly complicated the work for the court by the multitude of claims and the ambiguity of some of them. The allowance of a large number of claims for single inventions has been condemned by the Supreme Court in Carlton v. Bokee Baker, 17 Wall. 463, 84 U.S. 463, 471, 21 L.Ed. 517, where the court said: “We think it is proper to reiterate our disapprobation of these ingenious attempts to expand a simple invention of a distinctive device into an all embracing claim calculated by its wide generalizations and ambiguous language to discourage further inventions in the same department of industry * *
As stated above, many of the claims 'here are caused to be rather ambiguous by the use of the term “means”. Of course the only “means” protected by a patent are the “means” described in the specifications and their equivalent. Other [75]*75means of an entirely different character, though they bring about the same result, do not infringe. It is not an idea that is patentable, nor the results of a mechanism but a novel device or combination understandably disclosed in the specifications.
In the present case Amtsberg states that the usual impact wrench comprises a tool head, an anvil integral with the head, a rotatable hammer for delivering impacts to the anvil, a rotary motor and reduction gearing for driving the hammer, a tor-sionally resilient coupling between the gearing and the hammer and torque responsive means for causing successive de-clutching of the hammer with respect to the anvil and that among the objects of his invention is to simplify the construction and reduce the manufacturing and maintenance expense by obviating the necessity of the usual torsional coupling, governor and reducción gearing.
Features of the invention are described as a rotary air motor having a cylinder revolving around the stator, the cylinder being integral with or directly connected to the hammer to be rotated as a unity and a centrifugal speed responsive clutch.
In operation live air is continually delivered to the archiate groove 41 from whence it is conveyed through slots to the inlet side of the chamber. The difference in pressure on opposite faces of the blades tend to cause counter clockwise rotation of the cone 10 and clockwise rotation of the cylinder 15. As the hammer 16 starts to rotate the elements are in the Figure 1 position with the dogs 23 held out of the orbital path of the anvil jaws 25 by means of the declutching spring 17. The speed of the motor and hammer increases rapidly to cause the dogs 23 to be thrown into mesh with the anvil in response to centrifugal force whereupon torque is delivered through the registering impact sources 23 and 25 R on the dogs and anvil jaws respectively. Assuming that the tool head 4 is driving a right hand bolt or screw which at this time offers relatively light resistance to rotation the cylinder 15, hammer 16, anvil 6 and tool head 4 rotate as a unit. When the driven element becomes seated and its resistance to rotation increases the speed of the motor and consequently the centrifugal force on the dogs diminishes until the centrifugal force is overpowered by the spring 27 and the dogs are then restored to the Figure 1 position. As soon as the dogs are declutched the motor is relieved from the load on the tool head and is permitted to speed up throwing the dogs forwardly. Movement of a dog relative to the hammer may begin when the former passes out of rotative alignment with the bevelled face of one jaw 25 and ends when the dog strikes the end pin 26 which usually occurs before the dog has revolved far enough to strike the succeeding jaw. Continued rotation of the rotor cause a succession of rotary hammer blows each followed by sudden stoppages, or abrupt reductions of the speed of the rotor, declutching of the dogs by the spring, release of the load on the motor, sudden acceleration of the latter, forward movement of the dogs under centrifugal force and a succeeding impact to complete the cycle.
The above described method of operation is used in tightening a nut or bolt, but the operation may be reversed when it is desired to loosen the nut.
Both Amtsberg and plaintiff use old elements. Amtsberg does not show any novel features, nothing that has not been used before but depends upon a new combination for patentability, and this it seems to me he has. The problem presented is whether plaintiff’s wrench, which was referred to throughout the trial as the Thor is substantially the same combination.
Plaintiff introduced in evidence a colored chart showing the construction and [76]*76illustrating the operation, of its Thor wrench.. The chart without the coloring is shown below.
ACCUSED THOR
An anvil at the forward end of the wrench has two curved slots on opposite sides of the axis. A spindle having a- can at the. upper ■ or rearward end extends downwardly through the center' of the jiammer and jn,tq a central bore in the anvil so as to maintain those parts in alignment. The anvil and hammer can rotate •relative to the spindle. Two impact rods are slidably mounted in the hammer and move into and out of the anvil slots so as to strike against the curved ends thereof. The upper ends of the rods are engaged by forked ends of a cross member or lifter plate which is axially slidable on the spindle and rotatable relative thereto, The lifter plate has two side grooves- into which are projected tongues -of two fly weights pivoted to the hammer on opposite sides of the hammer axis. The fly weights do not have, impacting faces as they do not engage the anvil. Only the rods engaged the anvil, and the fly weights as they turn on their pivots project or withdraw the rods. The upper ends of the fly weights are formed with lugs which are provided with rounded cam surfaces engageable with [77]*77cam surfaces on each side of the driving cam. The driving cam has a square opening in its upper side into which fits the square end of the. lower shaft of the rotor of a pneumatic moter.
The mounting rods in the hammer in relation to the anvil slots is such that the rods can strike an impact not more than once every revolution and present diiferent impacting faces on each impact. To this end the rods are positioned at different distances from the axis of the hammer and can only engage in their respective anvil slots which are also positioned at correspondingly different distances from the anvil axis.
Much is said by counsel for plaintiff of the superiority in operation of -its Thor wrench but I am concerned only with the question whether in its construction it is the same as that shown in the Amtsberg patent, or the equivalent thereof. They have many features in common, it is true, as they have with many other forms of impact wrenches, but the description of the two wrenches show important differences. Among them, these may be noted, that Amtsberg uses a spring to bring about clutching and declutching. Thor does not have the rigid driving connection between the rotor and the hammer which Amtsberg considered important. The Thor wrench does not infringe claims 6, 8, 14 18 or 30 of the Amtsberg patent.
The Fitch Patent.
Defendant contends that plaintiff infringes Fitch patent No. 2,219,865 in that it provides a cam separate from the clutch to effect release of the clutch.
The Fitch device is quite like the Amts-berg except that the declutching is caused by cams separate from the clutch and an-yil teeth rather than by spring action as in Amtsberg. A copy of the drawing attached to the patent is shown on page 78.
The operation of the Fitch patent is described by counsel in their briefs as follows:
Referring now to the drawings of the Fitch patent, Figure 1 shows the impacting clutch, the drive motor for which is not shown. The shaft 16 is driven by the motor and drives the- spindle 17 at a substantially constant speed. While the wrench socket 23 of Figure 1 offers no substantial resistance to rotary movement, that is while the nut is being run up, the parts assume the position in Figure 1. The weights 38 pivoted on lugs 36, integral with the shaft 17, move outwardly under, centrifugal force and bear against the plate 40 which in turn causes the hammer member 25 to move axially downwardly as shown in Figure 1 until the teeth thereof engage with the teeth or jaws on the anvil member 21. The hammer 25 is driven by the spindle 17 through balls 20.
The parts remain in this position until the resistance of the nut to tightening increases, at which time the axial component of the force transmitted from the balls 30 upward to the hammer 25, correspondingly increases. Since the resistance of the anvil 21 to rotation increases abruptly and spindle 17 continues to turn while the hammer is locked against further rotative movement, the spindle necessarily moves relative to the hammer and assumes the position shown in Figure 2 causing the hammer to be lifted out of engagement with the anvil as a result of the camming action of the helical groves 31 R, Balls 30 and spiral shoulders 32 R. As the hammer moves axially, that is, upwardly in Figures 1 and 2, the centrifugal weights are caused to be retracted and, upon freeing of the driving connection between the hammer teeth 27' and' anvil teeth 28, the hammer is released for rotary movement and begins to accelerate, starting from a condition in which the hammer is substantially at rest and continuing until the instantaneous speed of the hammer becomes considerably greater than the speed of the driving spindle. The greater speed of the hammer with respect to the driving spindle results from the fact that during the acceleration period the hammer is driven by the spindle through the balls 30 and the hammer exceeds the speed of the spindle due to the action of the centrifugal weights which force the hammer forwardly under the action of the cam-ming slots and balls.
[78]*78
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" width="1585"/>
[79]*79In my opinion while there are some similarities between the Fitch and plaintiff’s device (as there are between Fitch and Amtsberg patent in suit) the differences between them are such that plaintiff’s Thor does not infringe Claim 7 of Fitch.
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Cite This Page — Counsel Stack
96 F. Supp. 70, 88 U.S.P.Q. (BNA) 527, 1951 U.S. Dist. LEXIS 2401, Counsel Stack Legal Research, https://law.counselstack.com/opinion/independent-pneumatic-tool-co-v-chicago-pneumatic-tool-co-ilnd-1951.