Grier v. Wilt
This text of 120 U.S. 412 (Grier v. Wilt) is published on Counsel Stack Legal Research, covering Supreme Court of the United States primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Mr. Justice Blatchford
delivered the opinion of the court.
This is a suit in equity brought in the Circuit Court of the United States for the District of Delaware, by John F. Wilt against George S. Grier, for the infringement of letters-patent No. 190,368, granted to Asa Quincy Reynolds, May 1, 1877, for an “ improvement in automatic fruit-driers.” The specification, drawings, and claims of the patent are as follows:
“ Figure 1 [p. 414] is a partial section and elevation of my improved fruit-drier, showing the same as being located over an ordinary stove, and illustrating a simple means of elevating the machine. Fig. 2 [p. 415] is a similar view, -showing the drier as located over a large furnace, as in the. most extensive .dry-houses. Fig. 3 [p. 416] is a perspective view, illustrating the improved drier in a position removed from over an ordinary cooking-stove. Fig. 4 [p. 417] is a perspective view of a fragment of a square tray or section, -showing more plainly the metallic lining and the sockets and pins, which may be conveniently used in this form of tray. Fig. 5 [p. 418] is a similar view of a fragment of a round tray or section, showing also the tin or metallic lining. Like letters of reference in all tho figures indicate corresponding parts.
“ The object of my invention is to simplify the construction of the fruit-driers in common use, both for domestic and factory purposes, reducing the cost, increasing the efficiency, and rendering them easier to be manipulated, and at the same time fire-proof, and capable of being enlarged or contracted at the pleasure of the operator; to accomplish all of which it (the invention) consists in certain details of construction and combination of parts, as will be hereinafter fully described, and then pointed out in the claims.
“ In Fig. 1, N is an ordinary stove or heating-drum, over which is located the drier, consisting of a number of trays so constructed as that any one will receive a similar one above
*414
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Mr. Justice Blatchford
delivered the opinion of the court.
This is a suit in equity brought in the Circuit Court of the United States for the District of Delaware, by John F. Wilt against George S. Grier, for the infringement of letters-patent No. 190,368, granted to Asa Quincy Reynolds, May 1, 1877, for an “ improvement in automatic fruit-driers.” The specification, drawings, and claims of the patent are as follows:
“ Figure 1 [p. 414] is a partial section and elevation of my improved fruit-drier, showing the same as being located over an ordinary stove, and illustrating a simple means of elevating the machine. Fig. 2 [p. 415] is a similar view, -showing the drier as located over a large furnace, as in the. most extensive .dry-houses. Fig. 3 [p. 416] is a perspective view, illustrating the improved drier in a position removed from over an ordinary cooking-stove. Fig. 4 [p. 417] is a perspective view of a fragment of a square tray or section, -showing more plainly the metallic lining and the sockets and pins, which may be conveniently used in this form of tray. Fig. 5 [p. 418] is a similar view of a fragment of a round tray or section, showing also the tin or metallic lining. Like letters of reference in all tho figures indicate corresponding parts.
“ The object of my invention is to simplify the construction of the fruit-driers in common use, both for domestic and factory purposes, reducing the cost, increasing the efficiency, and rendering them easier to be manipulated, and at the same time fire-proof, and capable of being enlarged or contracted at the pleasure of the operator; to accomplish all of which it (the invention) consists in certain details of construction and combination of parts, as will be hereinafter fully described, and then pointed out in the claims.
“ In Fig. 1, N is an ordinary stove or heating-drum, over which is located the drier, consisting of a number of trays so constructed as that any one will receive a similar one above
*414
*415
*416 and also fit over a similar one below. For the lighter forms of driers I .propose to make these trays of the ordinary sieves, or build them in the same manner, with’ perhaps two or more braces beneath the foraminated bottom, to give it sufficient
strength to support the weight of fruit. K is the main body of the tray, having a surrounding hoop, Li The several trays being .of one size (save the uppermost, to be hereinafter described), it will be ■ observed that each one will form a section of the wall of the drier,, no matter what its position, and that this wall may be increased in height as much as desired or found necessary.
*417 “ A is a crane and B a rope or chain running over it and controlled by the windlass O. From the cross-bars C the ropes or chains G depend, and these are made to suspend the drier through the medium of the handles H II, &c., upon each tray. In order to prevent the drier from tipping when elevated, three or more handles should be employed in connection with a corresponding number of chains or ropes, G.
“ At M is shown an iron ring, supported slightly above 'the top of the stove N, and upon which the lower tray rests. The drier is built-up as follows: Fruit having been suitably disposed ■ in a tray, the hooks upon the lower ends of the ropes G are-placed under two or more of the handles II II, on- the lowermost tray of the drier already over the stove, and the whole is elevatéd, by means of the windlass O, a trifle more than the depth of one tray. The fresh tray is then placed upon the ring M, and those above lowered upon it, being so guided by the hands that the hoop of the one to which the ropes are attached-will fit over the top of the one placed thereunder. In this way the drier may be built as high as desired by the successive-introduction of trays below. The swinging crane and windlass combined is regarded as the simplest means likely to be employed for' elevating the drier.
“ As the drying progresses and the trays are elevated, the fruit therein becomes more and more compact or shrivelléd up, leaving' a comparatively free passage for the heated air through the body of the drier, in consequence of which very *418 much of said air would pass off without accomplishing the work intended, and, the partially-cured fruit occupying considerably less space than the fresh, it is desirable that one or anOre smaller-sized, trays be provided for its reception. Upon the top' of the uppermost of the main series- of trays I place a flange, F, having a circular opening, with upwardly-projecting collar, over which flange is located the tray E, made in all respects similar to those below save as to its size. This flange serves to contract the flue formed by the series of trays below, and, if the partially-dried fruit be placed in the tray
E, it will partially retard the flow of the air, and thus utilize ' so much thereof as would otherwise be wasted in the completion of the drying process. Above the flange F any number of small trays, E, may be placed, being matched one upon the other in a manner.similar to those below.
“ Within each tray I propose to place a metallic lining, 11, (preferably of bright tin,) the object of which is to protect the wood of the trays from heat and prevent moisture from penetrating the same.
“ In Fig. 2 the series of trays forming the dry-house is shown as located over a large furnace placed below-the flooring Q. This form is intended for the larger sizes of dry-houses, and is not different in principle or construction from that already described, except in that no hoops are illustrated as being placed upon the trays. These may be connected or matched with each other by any desirable and appropriate means.
*419 “ It may' be found advantageous to construct -¿he trays in other forms., than circular, as indicated in-jFig. 4,.'wherein the ■ pin p and socket P are secured at'suitable points upon the outside, and arranged to engage with similar sockets and pins upon the trays above and below, after the manner adopted in ‘ molders’ flasks ’ and .the like.
“ With the swinging crane the drier may be removed from . over the stove, as shown at Fig. 3, when the ordinary cooking operations may he- performed and .the drier returned at pleasure ; or, if desirable, the drier may 'be " elevated above the stove, leaving sufficient space between the two for the cooking utensils, and thus the drying and cooking processes be conducted simultaneously.
“At D, Figs.'l and 2, is a.swivel connection, by means of which the series of trays may be revolved, and thus the dry- ■ ing equalized throughout..
“As fast as the fruit is thoroughly cured the trays are removed from the top, and - may. then be inserted at bottom, after having been charged with a fresh-Supply.
“ In all fruit-driers it is observed that the material is liable to' contract or shrivel in such a manner as to open passages for the -heated air, in consequence of which the fruit in the trays is unequally dried, the air passing off through these passages without coming in- contact with, the surrounding fruit. This difficulty has given rise to numerous inventions calculated tó obviate it, among the most noticeable of which are revolving ■ trays and .revolving covers or shields for said trays. These are found- in practice expensive to build,- difficult to handle and move, and liable to. get out of order; and it. is a very important feature of the present invention to -do away with all these-objections. This I accomplish by the introduction of a fan-wheel calculated to retard the ascending currents of heated air, and to distribute them uniformly across the whole area of the fruit-containing tray. In Fig. 1, the wheel W, composed of a series of .inclined blades, is pivoted .between the two bars g g, which are attached to the metallic lining t, before -alluded to. It is sufficiently elevated above the foraminated bottom, I, as not, to - interfere with the placing of fruit *420 upon said bottom, if desired. The inclined blades cause the wheel to be rapidly revolved by the ascending currents of air, and these, meeting with a resistance, are compelled to pass by the blades in a uniform manner, said blades being so cut or separated as that they shall permit the passage of an equal quantity of air at every point below the bottom of the tray placed ,next above. Any number of these fans may be placed in the series of trays, as is apparent from the construction above described. They are automatically operated, not liable to get out of repair, and they are found to be very efficient for the purposes intended. If the currents of air be very rapid and strong, the revolutions of the wheels are correspondingly rapid, and thus, under all circumstances, the currents are automatically regulated and always evenly distributed. For the larger-sized driers the wheel W may advantageously be placed immediately over the funnel-mouth S, conducting the heated air from the furnace below, as in Fig. 2. It may be pivoted in any desirable way, and other fans may be distributed throughout the .series of trays. When the trays are made in square form, one fan, occupying as much space therein as possible, will be found to work satisfactorily. If the trays be made oblong, then two fans might be introduced, the better to occupy the necessary space. They should, of course, be made to work upon the same- level These wheels have now come to be' denominated ‘flutter-wheels,’ and I desire to be understood as not limiting my invention to any particular number to be employed, to any specified location of said wheels in the drier, or to any particular method of suspending the same, so long as they are made to revolve independently of the trays, and to accomplish the results intended.
“Having thus fully described my invention, what I claim as new and desire to secure by letters-patent is —
“ 1. In combination with a series of fruit-drying trays, located one above the other, a second or supplementary series smaller than the first, and adapted to operate as and for the purposes explained.
“ 2. The plate F, adapted to cover the flue formed by the lower series of trays, and to receive and hold the upper series, *421 the whole being arranged and combined substantially as set forth.
“3. In combination with a fruit-drying tray, a fan-wheel operated by the ascending currents of heated air, movable independently of said tray, and adapted to equalize the currents of air, in the manner set forth.
“ 4. In combination with a fruit-drier, the outer wall of which is made up of the frames of the several trays, as explained, a suspending device, operating substantially as described,. and supporting said drier from a point in or on the lowermost tray thereof, for the objects named.
“ 5. In combination with a fruit-drier adapted to be elevated, in the manner described, and suspended above a stove or furnace, a suspending device, substantially as shown, provided with a swivel-connection, as and for the purposes set forth.”
Infringement of the 4th claim only is alleged, the defendant’s apparatus being that described in letters-patent No. 221,056, granted to him October 28, 1819, for an “improvement in fruit-driers.” The description and drawings of that apparatus, in the specification of that patent, are as follows :
“ The nature of my invention consists in the construction and arrangement of a fruit-evaporator, as will be hereinafter more fully set forth. In order to enable others skilled in the art to which my invention appertains to make and usé the same, I will now proceed to describe its construction and operation, referring to the annexed drawings, in which Figure 1 [p. 422] is a side elevation of my improved fruit-evaporator. Fig. 2 [p. 423] is a sectional view of the same. Fig. 3 [p. 423] shows the bottom of the drier. Fig. 4 [p. 423] is a vertical section of the roof. Fig. 5 [p. 422] shows one of the boxes with removable trays.
“ A represents a bed-frame, of suitable dimensions, provided with four upright posts, B B, between which the boxes are placed for forming the walls of the evaporator and holding the trays. In the bottom frame, A, are two straight bars, C C, crossing éach other at right angles, in the centre, and dividing the .bottom of the evaporator into four equal divisions. In each division is arranged a series of inclined slats, a a, and the
*422 Opinion, of the Court.
*423
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" width="1244"/>
*424 four series of said slats are inclined outward in the four different'directions, whereby, when the evaporator is set over the furnace, the current of hot air, as it ascends, is directed to the sides of the machine. D D represent the boxes which go to form the walls of the evaporator, and which are open at top and bottom. Each box contains one or more removable trays, 5, which rest upon cleats cl on the inside of the box. The upper edges of the side bars of each box D are made Y-shaped, while in their under edges are made corresponding grooves, so that the boxes will fit close together and can easily be moved back and forth. The outer sides of these side bars of the boxes have two or more horizontal notches, % as, at each end, into which take pivoted pawls h h. These pawls are pivoted to verticaliy-movable posts or uprights 11, which are connected to the stationary corner-posts B. B by means of rods or bars, m, attached to each post I, and passing vertically through eyes i in a groove on the stationary post B. Each movable upright I is provided with a rack-bar, n, and the two rack-bars on the same side of the evaporator are operated .by pinions ¶ on a • horizontal shaft, II. The two shafts H TI, on opposite sides of the evaporator, are operated- by worms J J on a shaft, K, at one end of the evaporator, said worms taking into gearwheels L L on the ends of the shafts IT H. The shaft K is provided with hand-wheels M M for turning the same.
“ In operation, the first box, having its tray or trays filled with fruit, is pushed in over the heater or furnace, and after being there, say about, ten minutes, more or less, as desired, it is raised up by the gearing and the. pawls h, attached to the movable uprights I, and another or second box similarly filled with fruit pushed in under the first, and the first lowered down on the second, and so on until twenty or more boxes with trays have been arranged to form the evaporator. It will be noticéd that with my mechanism. I lift each box independently of the others, so that I can lift a portion above, leaving the boxes of the lower part stationary, by disengaging - the pawls below. This enables the operator to examine any one or more of. the boxes by sliding them out while those above are suspended.
*425 “N represents the cover with central stack O. This cover is put on- the first box to cause a draft, and it is raised by resting ■ bn the top or first box, so that the evaporator 'is complete at all times, whether one or twenty, or more, boxes are inserted.
“In the cover N is a bottom, P, which does not extend to the outer edges of the cover, thereby causing the vapor and heated air to be drawn from the middle to the sides to dry evenly; and it also aids in carrying off the fumes of the sulphur, when such is used to bleach the fruit.
“ I am aware that a fruit-evaporator' has been made with upright sliding bars or posts provided with Spring-pawls, which pass under the trays to support the same, but in such case the ■ pawls are inaccessible, and none of them can be thrown out of the way; whereas in my case the Operator can easily disengage any one or more pawls on each post, so as to lift any one or moré boxes, or all" the boxes together, as may be desired.”
The case 'was brought to a hearing on pleadings and proofs, the main- issue raised by the answer, and contested, being that of infringement. The Circuit Court entered a decree in favor of the plaintiff,, awarding a perpetual injunction and a reference as to profits and damages, in pursuance of which a final decree was rendered against the defendant .for $1918.91, with interest -and costs,..from which he has appealed.
The Circuit Court, in,its-decision, (5 Fed. Eep. 450,) .said: “ This patent ” (the plaintiff’s) “ is for an improvement in automatic fruit-driers, and its peculiarity and novelty consist in ■mechanical arrangements 'and devices by which a stack of trays, fitting into each other, the outer edges of which constitute the outer side of the stack of trays or drying-house, are moved upwards, and suspended by attachments to the lower tray in order that a fresh tray of fruit can be inserted at the bottom, and the process repeated at -pleasure, thus building up the drying-house or stack from the bottom. It is not .contended that the patentee is the inventor of the movable 'trays, the outer walls of which constitute the drying-house. It is admitted that the existence of such trays, for such purpose, is old in the art; but the complainant contends that the patentee is the originator of an idea, which is a novel and useful *426 one, of raising the stack of trays from a point on the lowermost tray of the stack, thus making an opening for the insertion of a fresh tray containing fruit, and in this manner building the stack up from the bottom instead of from the top; . . . the object and value of the patent consisting- not in the usq; of any special machinery for elevating the stack for the purposes intended, but the elevation and opening of the said stack at the bottom, for those purposes, by any machinery best calculated to attain that end. . . . The court is, therefore, of the opinion, that any attempt by defendant, or any other person, to elevate the stack of trays so constructed as aforesaid, and from a point at or -on the lowermost tray thereof, so as to insert new trays at the bottom successively, by anyymechanism whatever, adapted to accomplish that purpose, and which -is a mechanical equivalent, to the means employed by the complainant, is ‘an infringement of his patent. ...
“ The two machines, as will' be manifest upon reference to the specifications and drawings in the respective patents, are alike in principle, having a stack in each case composed of sections of trays, fitting upon and into each other, the outer wall of which makes up and forms ,the exterior of said stack or drying-house;, and they are also alike in their purpose and capacity of being moved upward from a point in or on the lowermost tray, and of being suspended in that position, so as to admit the insertion of fresh trays in succession. They are unlike in their respective appliances and devices by which these objects are accomplished, and also in the facility by which intermediate trays bétween the top and bottom .can be removed. The devices by which the trays in the complainant’s patent are elevated in the manner described, for the purposes mentioned, are the cord and pulley passing over an upright crane, regulated by a windlass, or wheel and axle, with its ratchet and pawls, . . . -the point of suspension .... being directly over the centre of the stack; and from the ends of the cross-bars to which the rope passing through the pulley is attached, depend ropes or chains, which are attached by hooks to handles upon the lowermost tray to be removed, thus contributing both a *427 lifting and suspending device. . , . The machine embodying the defendant’s invention . . . exhibits the following means for effecting the elevation of the stack of-trays, and their suspension, for the purpose of allowing new trays to be inserted at -the bottom,- to wit, four movable uprights, each' having a series of pivoted pawls, and arranged to slide in four stationary posts, secured in a frame, in combination with a series of boxes, or trays, having notches in their sides, whereby the boxes may be lifted independently of each other, or. all together. The power is applied through the medium of two worms, situated at each end of a drum, or shaft, extending along the side of, and -at least the width of, the stack to be .lifted. These worms engage into appropriate cog-wheels, affixed • to two other drums, or shafts, running at right angles to the first-named shaft, on opposite sides of the stack, and-extend horizontally the length of the same. Upon each of these last-mentioned shafts are geared, at the ends of the same, small' cog-wheels, which, in turn, gear into vertical rack-bars on the four sliding-posts of the machine. The power is applied by means of a crank at the end of the first-named drum or shaft.
“Now, here is undoubtedly a contrivance and device by ' which the novel and useful invention, first patented.in the Reynolds patent, ... of elevating the stack of trays from a point in or on the lowermost tray thereof, so as to permit the insertion of a fresh tray at the .bottom, is accomplished. It matters not whether this device has the capacity of lifting the upper trays in the'series, so as to open the same for inspection or for any other purposes. So long as it accomplishes the purpose, or possesses the capacity, of moving up the whole series of trays from a point on the lowermost tray of the same, so as to permit the introduction of a fresh tray, it is, in that respect, an infringement of the complainant’s patent; nor is this conclusion altered because of any supposed advantages gained by the greater facility afforded by the Grier patent in opening the stack at any point above the lowermost tray, for purposes of inspection, or otherwise. . . . The court, upon the best consideration it can give to this subject, has come to the con-elusion that the defendant in this cause has used, in the eleva *428 tion and suspension of the stack of trays in this drier; mechanical appliances and contrivances which, while they differ somewhat in form from those used by the complainant, are mechanical substitutes and equivalents for the same; and in the use of the same for the accomplishment of the same results as those produced by the complainant’s invention, the defendant has infringed upon the exclusive rights secured to the complainant.”
The specification of the plaintiff’s patent states that the invention “ consists in certain details of construction and combinations of parts.” The existence in a fruit-drier of movable trays, the outer walls of which constitute the drying-house, being old, the subject of the fourth claim is the arrangement, in a fruit-drier with such trays, of a suspending device connected with the drier in or on the lowermost tray, so as .to raise that tray, with all the trays above it, and allow the insertion, underneath all, of a fresh tray, and then lower the trays above it, and couple the suspending device again to the lowermost tray, and so on. This is the effect or result of the mode of operation of the devices. The claim, however, is not for a process, but is only for mechanism. The decision of the Circuit Court seems to be based on the viewy that the claim covers all methods of raising the lowermost tray with those above it, if opportunity is given to. insert a fresh tray finderneath; and that, while the appliances and devices of the plaintiff and defendant are unlike each other, the defendant infringes because he attains the same result, of inserting a fresh tray underneath, while the trays before inserted are moved up and held up by a force imparted to the lowermost one of them. The decision describes the invention as consisting in “elevating the stack of trays from a point in or on the lowermost tray thereof, so as to permit the insertion of' a fresh tray at the bottom; ” and it, in effect, regards all mechanism for causing such elevation in such manner as a mechanical equivalent for the patented mechanism, because the result is to allow a fresh fray to be inserted underneath. And this is the view urged heie by the appellee.
The defendant introduced in evidence three United States *429 patents — one to Adam Snyder, No. 48,733, July 11, 1865, for a' “fruit-drier”; one to Joseph 13. Okey and Ferdinand A. Lehr, No. 108,289, October 11, 1870, for an “improvement in fruit-driers ” ,H and one to Joel Orlando Button, No. 155,286, September 22, 1874, for an “improvement in fruit-driers.” Their introduction was objected to by the plaintiff, because they were not set up in the answer. 33ut they were receivable . in evidence to show the state of the art, and to aid in the construction of the plaintiff’s claim, though not to invalidate that claim on the ground of want of novelty, when properly construed. Vance v. Campbell, 1 Black, 427, 430.; Railroad Co. v. Dubois, 12 Wall. 47, 65; Brown v. Piper, 91 U. S. 37, 41; Eachus v. Broomall, 115 U. S. 429, 434.
The Snyder patent and the Okey and Lehr patent show, each of them, in a fruit-drier, a series of trays, arranged one above another, so that the frames of the trays form the wall-,, of the drier. The Button patent shows a fruit-drier, within which is a movable frame, which carries racks that rest upon each other. The racks are inserted through a door immediately above the frame, one by one, and each one is separately elevated on the frame by cam levers till it is held by spring-catches, which move back while a rack is being elevated, and as soon as it passes spring out and support it, while the frame is being lowered for another rack. Each rack goes up with the frame, and, having been inserted at the extreme bottom, it carries up the racks above it, when it reaches them, and so on until they can be successively taken' out at the top. The frames of the trays, which thus, rest on each other, constitute, in a measure and to a degree, the walls of a chamber in which-the drying takes place.
Movable trays, the outer walls of which constituted the drying chambers, being old, and apparatus having existed before to raise a tray or rack, and a column of racks above it, and insert a fresh one at the bottom, and the two having been used in connection, the fourth claim of the plaintiff’s patent must be limited to the mechanism described and shown. The Circuit Court made no reference to the Button patent.'
The plaintiff’s patent describes and claims “a suspending *430 device, operating substantially as described.” The defendant has no such suspending device. The plaintiff has a crane, with suspended ropes, and his lowermost tray, while being raised, necessarily carries on it the weight of all the tivys and fruit above it. In the defendant’s apparatus each tray can be lifted independently of the others, and each tray is supported independently, so that the weight of the series of trays, and of the fruit on them, need not rest entirely on the lowermost tray. This result being different from that in the plaintiff’s device, the mechanism is different and is not an equivalent of that of the plaintiff any more 'than the plaintiff’s is the equivalent. of Button’s. The -fourth claim of the patent, if valid, cannot be construed so as to cover the' defendant’s apparatus.
The decree of the Ci/rcuit Court is reversed, <md the case is rema/nded to that court, with a direction to dismiss the bill of convplai/nt, with costs.
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Cite This Page — Counsel Stack
120 U.S. 412, 7 S. Ct. 718, 30 L. Ed. 712, 1887 U.S. LEXIS 1987, Counsel Stack Legal Research, https://law.counselstack.com/opinion/grier-v-wilt-scotus-1887.