US1599904A - Calculating device in the form of a slide rule - Google Patents

Calculating device in the form of a slide rule Download PDF

Info

Publication number
US1599904A
US1599904A US722746A US72274624A US1599904A US 1599904 A US1599904 A US 1599904A US 722746 A US722746 A US 722746A US 72274624 A US72274624 A US 72274624A US 1599904 A US1599904 A US 1599904A
Authority
US
United States
Prior art keywords
slide
casing
prism
wheel
wheels
Prior art date
Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
Expired - Lifetime
Application number
US722746A
Inventor
Lotzbeyer Philipp
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
Individual
Original Assignee
Individual
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
Filing date
Publication date
Application filed by Individual filed Critical Individual
Application granted granted Critical
Publication of US1599904A publication Critical patent/US1599904A/en
Anticipated expiration legal-status Critical
Expired - Lifetime legal-status Critical Current

Links

Images

Classifications

    • GPHYSICS
    • G06COMPUTING; CALCULATING OR COUNTING
    • G06GANALOGUE COMPUTERS
    • G06G1/00Hand manipulated computing devices
    • G06G1/02Devices in which computing is effected by adding, subtracting, or comparing lengths of parallel or concentric graduated scales
    • G06G1/10Devices in which computing is effected by adding, subtracting, or comparing lengths of parallel or concentric graduated scales characterised by the graduation

Definitions

  • My invention relates to a calculating de vice in the form of a slide-rule of handy shape and with a large unit of measure.
  • This im roved calculating-device or sliderule is i] ustrated by way of example in the accompanying drawings in which Figure 1 is a plan thereof; Figure 2 is a section in line A-B of Fig. 1, seen from the right to the left; Figure 3 is a plan of a device for the simplied adjustin of a rotary body which forms a part 0 the slide-rule to the result of the calculation; Figure 4 is a section in the line GH of Fig. 3, seen from the left to the ri ht; Figures 5, (3, 7, 8 show a modification 0 the device shown in Figs.
  • Fig. 8 being a section in line EF of Fig. 6, seen from above;
  • Figures 9 and 10 are details of an adjusting and transferdevice which is illustrated in Figure 11 in plan, a part of the covering plate of the device being broken off at the upper left hand corner of the figure;
  • Figure 12 is a section in line C-D of Fig. 11, seen from the left to the right.
  • a regular prism 2 of hexagonal cross-section showning on its six surfaces the part-pieces of the logarithmic numerical scale or graduation with the logarithmic unit '50 cm.
  • the prism 2 extends *in the longitudinal direction of the casing of the device or rule, and the ends of the axle of the prism lie in guide-ways rovided at the sides of the casing where t ey cooperate with springs 3 and 4 in order to facilitate the step-wise rotation of the prism and to cause it to contact smoothly at its end with the covering-plate of the casin
  • the prism can be turned by means of a nob 5, but in connection with the lead-numbers mentioned later on it may be rotated nearly completely mechanically by means of cogwheels and an endless steel-band, as will be more full described hereinafter.
  • the prism which projects at its righthand end beyond the side-wall of the casing carries a counting-disk 6 which is also hexagonal and shows the numerals 05. It is pressed against the knob 5 by means'of a compression spring 7 and engages it with a plurality of projections so that it is turned together with the knob 5, but can'be turned also independently thereof after having been shifted to the left so as to be uncoupled from the knob and to compress the spring 7 Parallelly to the prism 2 extends the scaleor graduation-chamber in which tion position.
  • superposed slides 8 9 10 can be shifted in guide-ways 11 .12 13. Each slide is provided with a scale or graduation at both rims.
  • the upper slide 8 is shown'in its computa- Above the three slides and the prism is arranged a slide 14 which 0on sist of glass and is provided on its bottom slide with a line (not shown).
  • slide-rules of, for instance, a logarithmic unit-of '50 cm. (length 53 cm., width 4.3- cm., height 1.3 cm.) can be reduced to a length of from 11 to 1115 cm., a width of 5.2 cm., and a height of 1.2 cm.
  • the slide 8 is provided at its front with the logarithmic scaleof the numbers and at its rear with the scale of the reci rocal numbers (inverse scale or graduation); the slide 9 is provided at its front with the square numbers and at its rear with the cubic numbers; and the slide 10 is provided at its front with the sine scale or graduation and at its .rear with the tangent scale or graduation; each scale or graduation consists of six equal parts. It is possible to add in a convenient manner other scales or graduations, and if, as occurs oftentimes, transfers from one scale or graduation to another scale or graduation take place the slide-rule may have double the length.
  • the part-pieces of the scales or graduations show on the lefthand side the leading numbers from 0 to 5, and on the right-.
  • the lead-numbers from 1 to 6, partly in colored fields.
  • the lead-numbers on the left side are valid for adjustments on the left, and the leadnumbers on the right side are valid for adjustments on the right.
  • the rotary prism is turned until the partgraduation showing the quantity or magnitude 1.5 appears. Then this quantity or magnitude is adjusted by means of the cursor and thereafter the slide designated with 1 is adjusted in the same manner as in an undivided slide-rule. Now he cursor is adjusted on the number 4 of the slide and the prism is turned further for 3 graduations in conformity with the lead-number 3 of the left side. In order to obviate mistakes, the
  • counting-disk 6 is used for that adjustment.
  • the cursor is moved to the number 6.5 of the rotatory prism; the slide bearing the number is adjusted on the line of the cursor.
  • the prism is turned rearwards for 4 graduations (division) according to the lead-number 5 on the left. Reading-elf under the mark 1 left on the rotatory prism shows the result 1.3. a
  • This device is an adjusting and transfer-device, combined with an automatic device for ascertaining the number of the digits.
  • the device is intended for a comparatively largeunit of measure which forms a whole or total.
  • the casing is divided into three parts 15 16 17 at the righthand lower corner is provided a small by-chamber 18 in which are housed the means for ascertaining the number of the digits; the cover of the cas- 111g is broken away over this by-chamber, as well as at the upper left-hand corner of the main-casing.
  • the rotatory body or hexagonal prism 19 In the casing-part 15 is located the rotatory body or hexagonal prism 19, on the six surfaces of which the part-scales or graduations of a logarithmic scale or graduation are provided in their proper succession.
  • the body or prism 19 is also in this case, as in Figs. 1 and 2, supported elastically (at 20 and 21) for the purpose of facilitating, the adjustment of its individual surfaces, and is connected at its .ends with bevel-wheels 22 and 23.
  • a longitudinal sight slot 19' In the cover of the casing, above the prism, is a longitudinal sight slot 19', through which that prism side which is the uppermost at the time being can be seen.
  • the casing part 16 contains in its upper part the calculation plate or slide 25 which is shiftable in guideways 26 and 27 and bears the part-scales or graduations of a logarithmic scale or graduation like that of the prism 19.
  • a plate 28 hearing on its ends the lead-numbers or the limit numbers; a part of the plate is shown in Fig. 9.
  • two rollers 29 and 30 which lie crosswise in the easing and are connected with bevel-wheels 31 and 32 meshing with bevel-wheels 55 and 56 secured to a shaft 54 to which I shall revert later on.
  • shafts 33 and 34 of square section Parallelly to the rollers or cylinders 29 and 30 are arranged shafts 33 and 34 of square section, and on them are adjusting wheels 35 and 36 which can be shifted along said shafts by means of adjusting knobs 37 and 38, each of which is connected with a short horizontal fork-like member holding the appertaining adjusting-wheel (35, or 36 respectively) between its prongs.
  • Each fork-like member is provided with a hand 40 (Fig. 9), with the aid of which the appertaining adjusting-wheel (35, or 36 respectively) is adjusted to the scale or graduation required.
  • the square shafts 33 and- 34 project into the casing part containim the rotatory prism and are here provided with bevel-wheels 41 and 42 meshing with bevelwheels 22 and 23 connected with said prism.
  • a cog-wheel 43 (Fig. 11); another such wheel is located lefthand from the cylinder 30; it is covered by the cover of the casing and not visible from this reason. Both these cog-wheels mesh with a rack provided at the bottom-surface of the slide 25 and serving for, the fine-adjustment thereof.
  • Each cog-wheel 43 is secured to a shaft 46 which extends outwards, near the bevel-wheels 55 and 56, and is there provided with a small disk 44, or 45 respectively, serving as handle for turning the respective shaft (46).
  • a space or chamber 47 (Fig. 12) in which one or more-other, additional, calculation slides may be stored.
  • a cursor On the top of the casing is a cursor having one or more hair-lines 51, and guideways 48 and 49 are provided on which the cursor may be shifted laterally in either direction.
  • the casing-part 17 contains a driving mechanism consisting of a crank 52, a bevelwheel 53, and a beve wheel 57 which is made integral with the bevel-wheel 56 already mentioned.
  • the crank 52 can be turned in clock-wise direction (which means: in the additive sense), as well as in the reverse direction (which means: in the subtractive sense).
  • the first-mentioned direction is used for multiplications, the other for divisions, especially with uniform scales or graduations.
  • Means may be int I automatically when a rotation has provided to restrict two directions of rotation of the crank to one in order to prevent mistakes; besides, in order to cause that only complete revolutions can be made with the crank (52), there is provided at its rear surface a pin 58 (Fig/11), combined with a spring which can engage a notch n'ovided in a small stationary disk 59.
  • Tile spring can be disengaged from said notch by means of a small knob located on the upper side of the crank, the arrangement bein such, that this disengagement must ta 'e place before the crank can be turned, and the rotation is stopped een completed, the spring-end entering then said notch.
  • the calculation 1836x2165 must be made; then the cursor 50 is adjusted to the number 1836 of the rotary prism and the slide is so shifted that its first line coincides with the hair-line of the cursor and is, therefore situated over that adjusted number. Now the cursor is shifted again so that its hair-line is located on the number 2165 of the slide, and then the adjusting Wheel is shifted on its square shaft 33 by means of the knob 37, to that scale or raduation of the slide where there stands t e number 2165, which is the scale or graduation to which points the hand in Fig. 9.
  • Electric means may be provided for turning the transmission members mentioned (53 29), and known means maybe used to cause the resetting of the adjusting wheel to its initial position,
  • Fig. 10 The lop partof the casing 60 (Fig. 10) is omitted in Fig. 11.
  • the sight slot or hole 61 (Fig. 10) Through which the top-number of the disk 64 at the time bein can be seen.
  • This disk is connected wit 1 a cog-wheel 63 which is engaged atevery revolution of the cog-wheel 23 (Fig. 11 by a pin or other pro ection provided at a disk 62 connected with this cog-wheel.
  • the cog-wheel-63 is checked in every position by a sprin 89 Fig. 10) secured to the casing'60.
  • Tie w eel 62 rigidly mounted on the shaft of the rotar body 19 and provided in thisncase wit only one tooth or projection engages, after it has made a complete revolution, with the toothed wheel 63 which has, in the present case, ten teeth, for example, and is mounted on a shaft and rigidly connectedto a toothed wheel 64.
  • the blade spring 89 engages a gap between two teeth of the wheel 63 and compels it to advance only by one tooth or one number.
  • the casing 60 is attached to'the main casing by means of a lug (Fig.
  • a sleeve-like member 66 forming a part of the casing 60, the members 65 and 66 I being normally held. in engagement with each other by a spring (not shown).
  • a hollow branch-like projection 67 which is intended to serve as a handle and with the aid of which the members 65 and 66 can be disengaged so as to enable the operator to remove the casing 60 with the parts it carries from the main casing.
  • Said member 67 may, however, also be used for turning, i. e., adjusting, the disk 64 to another digit or number.
  • the apparatus may be employed also for making additions and subtractions, if, for instance, the slide 25 or another slide suited as equivalent for it, and on avsuitably devised and ar'rangedrotatory body, such as a prism or the like, scales of graduations with uniform division, are provided. With a unit of measure of 5 m. for the scales or graduations it is possible to reckon accurate ly, without any estimation, up to 99999.
  • the above-described device for ascertaining the number of the digits is now used for stating the ten thousands; it is preferably provided at the. left side of the apparatus.
  • the range of the calculations can be extended to more digits by enlarging the apparatus similarly to the manner known with calculating machines.
  • the device for ascertaining the number of the digits may be used in a corresponding manner also with calculating rollers and other calculating devices.
  • the apparatus is a combination of a calculating machine with a slide-rule and is distinguished by its affording the advantages of both machines and said rules. Apart from the great speed with which the result 73 on the left side and 69 and 74 on the '4 for the sake of distinctness.
  • the pin In the case of a multiplication the pin is inserted into that hole 72 which is located at the side of the scale or graduation concerned, and is moved in the direction to the abutment or 7(3) pertaining to the respective side of the device. In the case of a division the pin is inserted into one or the other band at the appertaining abutment and is then moved, with the" band, to the scale'or graduation concerned, that is to that scale or graduation which bears the number concerned. Whether the lefthand band etc. or the righthand band etc. is to be used is determined automatically by the number concerned,-as the length of the slide located above the scales or graduations is such that the two'bands are never accessible at a time, always only one thereof, either the left or the right.
  • the index line on the right side is adjusted to the quantity or magnitude 2.75 of the respective scale or graduation of the rotatory prism, and the cursor is so adjusted that its line coincides with the quantity or magnitude 4.4 of the slide.
  • T henthe pin is put into that hole of the band 71 which lies at the side of the end-number 4.64, whereafter the band is moved by the pin until this latter contacts witlrgthe abutment '76.
  • the result 12.1 can be read off at once on that scale or graduation; ofithe body 2 which is on the top at the tirtijbeing.
  • Each rack 80 is connected with two racks 82 and 83 (Fig. 6) which mesh with the before-mentioned cog-wheels 78 and 79 and are connected with tension springs 8d and 85 by which they are withdrawn into their former position.
  • the racks 82 83 and the cog-wheels 78 and 79 are provided with ratchet-teeth, and the teeth of the rack 82 and the wheel 78 are directed reversely to those of the rack 83 and the wheel 79, and an elastic pawl 86 (Fig. 5) is provided ,which co-operates with the wheel 78 and prevents it from being rotated in the wrong direction.
  • a similar pawl or, may be, a spring is provided also for the wheel 79.
  • the sleeve 77 with the two wheels in question is shifted in one or the other direction by means of the members 87 and 88 in Fig. 8. If the parts are shifted to the right, the driving gear is adjusted for the crforming of divisions, and if they are shi ed to the left, the driving gear is adjusted for making multiplications. In both cases the gear is operated by shifting-the rack 80 in the same direction, viz, in the direction to the abutment 81 where the path of the pin ends. In all other respects the manner in which the calculation is carried through is practically the same as has been described with reference to the other forms shown;
  • a calculating device comprising, in combination, an oblon casing; a rotary body arranged lon itn inally below an inspection slot provi ed in the oblong casing, and bearing a plurality of scales also ext-en in longitudinally; a longitudinally shiftab. e plate arranged in said casing parallel to said rotary body and bearingal'so a plurality of scales extending longitudinall thereon; bevel-wheels meshing with sai wheels; shafts of angular section connected.
  • a calculating device comprising, in
  • a -calculating device comprising, in
  • a longitudinallyshift ab e plate arranged in said casing parallel to said rotary body and bearing also a plurality. of scales extending longitudinally thereon; a device adapted to ascertain automat-ically the number of the digits, and com- "prising a disk connected rigidly with the said prismatic body; a projection on theieircumference thereof;'a cog-wheel arranged in the plane of said disk and adapted to be turned y said projection; a spring arranged partly.

Landscapes

  • Physics & Mathematics (AREA)
  • Engineering & Computer Science (AREA)
  • Theoretical Computer Science (AREA)
  • Mathematical Physics (AREA)
  • Computer Hardware Design (AREA)
  • General Physics & Mathematics (AREA)
  • Length-Measuring Instruments Using Mechanical Means (AREA)

Description

P. LOTZBEYER CALCULATING DEVICE IN THE FORM OF A SLIDE RULE r1154 June 27. 1924 a sgmzkshm. 1
FIG]
FIB.9
H., 1 .9 a n M V I 9 7w Sept; 14, 1929.
Sept. 14 1926. 1,599,904
P. LOTZBEYER CALCULATING DEVICE IN THE FORM OF A SLIDE RULE F'ilad June 27, 1924 2 Sheets-She et 2 Inventor.
flitorne y.
Patented Sept. 14,1926.
rmn'r Lorznamor IBEBLIN-NEU-COLOGNE, enmrm.
CALCULATING DEVICE'IN THE FORM OF A SLIDE RULE.
application filed June 27, 1924, Serial No. 722,746, and in Germany July 1, 1923.
My invention relates to a calculating de vice in the form of a slide-rule of handy shape and with a large unit of measure. This im roved calculating-device or sliderule is i] ustrated by way of example in the accompanying drawings in which Figure 1 is a plan thereof; Figure 2 is a section in line A-B of Fig. 1, seen from the right to the left; Figure 3 is a plan of a device for the simplied adjustin of a rotary body which forms a part 0 the slide-rule to the result of the calculation; Figure 4 is a section in the line GH of Fig. 3, seen from the left to the ri ht; Figures 5, (3, 7, 8 show a modification 0 the device shown in Figs. 3 and 4, Fig. 8 being a section in line EF of Fig. 6, seen from above; Figures 9 and 10 are details of an adjusting and transferdevice which is illustrated in Figure 11 in plan, a part of the covering plate of the device being broken off at the upper left hand corner of the figure; and Figure 12 is a section in line C-D of Fig. 11, seen from the left to the right.
In a casing 1 is arranged a regular prism 2 of hexagonal cross-section ,showing on its six surfaces the part-pieces of the logarithmic numerical scale or graduation with the logarithmic unit '50 cm. The prism 2 extends *in the longitudinal direction of the casing of the device or rule, and the ends of the axle of the prism lie in guide-ways rovided at the sides of the casing where t ey cooperate with springs 3 and 4 in order to facilitate the step-wise rotation of the prism and to cause it to contact smoothly at its end with the covering-plate of the casin The prism can be turned by means of a nob 5, but in connection with the lead-numbers mentioned later on it may be rotated nearly completely mechanically by means of cogwheels and an endless steel-band, as will be more full described hereinafter.
The prism which projects at its righthand end beyond the side-wall of the casing carries a counting-disk 6 which is also hexagonal and shows the numerals 05. It is pressed against the knob 5 by means'of a compression spring 7 and engages it with a plurality of projections so that it is turned together with the knob 5, but can'be turned also independently thereof after having been shifted to the left so as to be uncoupled from the knob and to compress the spring 7 Parallelly to the prism 2 extends the scaleor graduation-chamber in which tion position.
superposed slides 8 9 10 can be shifted in guide-ways 11 .12 13. Each slide is provided with a scale or graduation at both rims. The upper slide 8 is shown'in its computa- Above the three slides and the prism is arranged a slide 14 which 0on sist of glass and is provided on its bottom slide with a line (not shown).
In this way slide-rules of, for instance, a logarithmic unit-of '50 cm. (length 53 cm., width 4.3- cm., height 1.3 cm.) can be reduced to a length of from 11 to 1115 cm., a width of 5.2 cm., and a height of 1.2 cm.
In the constructional form shown by way of example the slide 8 is provided at its front with the logarithmic scaleof the numbers and at its rear with the scale of the reci rocal numbers (inverse scale or graduation); the slide 9 is provided at its front with the square numbers and at its rear with the cubic numbers; and the slide 10 is provided at its front with the sine scale or graduation and at its .rear with the tangent scale or graduation; each scale or graduation consists of six equal parts. It is possible to add in a convenient manner other scales or graduations, and if, as occurs oftentimes, transfers from one scale or graduation to another scale or graduation take place the slide-rule may have double the length.
The'manner of use of this slide-rule is practically the same as with an undivided slide-rule; anyhow, a' few particular points must be observed, viz:
The part-pieces of the scales or graduations show on the lefthand side the leading numbers from 0 to 5, and on the right-.
hand side the lead-numbers from 1 to 6, partly in colored fields. The lead-numbers on the left side are valid for adjustments on the left, and the leadnumbers on the right side are valid for adjustments on the right.
Example I 1.5 X 4.
The rotary prism is turned until the partgraduation showing the quantity or magnitude 1.5 appears. Then this quantity or magnitude is adjusted by means of the cursor and thereafter the slide designated with 1 is adjusted in the same manner as in an undivided slide-rule. Now he cursor is adjusted on the number 4 of the slide and the prism is turned further for 3 graduations in conformity with the lead-number 3 of the left side. In order to obviate mistakes, the
counting-disk 6 is used for that adjustment.
In the same manner such calculations as, for instance, 1.5 X 5, or 1.5 X 6, and the like, are carried through.
Example II: 6.5 X 5.
The cursor is moved to the number 6.5 of the rotatory prism; the slide bearing the number is adjusted on the line of the cursor. The prism is turned rearwards for 4 graduations (division) according to the lead-number 5 on the left. Reading-elf under the mark 1 left on the rotatory prism shows the result 1.3. a
It does not seem necessary to give further examples. But it is necessary to call attention to the feature that when square numbers or cubic numbers, as well as square roots and cubic roots, are read oil, and also when sine quantities or values or tangent quantities or values are read oil, the lead numbers of the art graduations of the slide and of the prisms must agree with each other.
Great accuracy can be obtained when the slide-rule is manufactured ot' a metal, and its applicability can be rendered multifarious by the provision of a large number ofslides. The manipulation can be si1n'- plified very much by the provision of mechanical turning devicesoperated in connection with the lead numbers.
I now proceed to describe the modified form illustrated in Figures 11 and 12, of which details are shown in Figures 9 and 10. This device is an adjusting and transfer-device, combined with an automatic device for ascertaining the number of the digits. In the example shown the device is intended for a comparatively largeunit of measure which forms a whole or total.
The casing is divided into three parts 15 16 17 at the righthand lower corner is provided a small by-chamber 18 in which are housed the means for ascertaining the number of the digits; the cover of the cas- 111g is broken away over this by-chamber, as well as at the upper left-hand corner of the main-casing.
In the casing-part 15 is located the rotatory body or hexagonal prism 19, on the six surfaces of which the part-scales or graduations of a logarithmic scale or graduation are provided in their proper succession. The body or prism 19 is also in this case, as in Figs. 1 and 2, supported elastically (at 20 and 21) for the purpose of facilitating, the adjustment of its individual surfaces, and is connected at its .ends with bevel- wheels 22 and 23. In the cover of the casing, above the prism, is a longitudinal sight slot 19', through which that prism side which is the uppermost at the time being can be seen. The casing part 16 contains in its upper part the calculation plate or slide 25 which is shiftable in guideways 26 and 27 and bears the part-scales or graduations of a logarithmic scale or graduation like that of the prism 19. Below the slide 25 is located a plate 28 hearing on its ends the lead-numbers or the limit numbers; a part of the plate is shown in Fig. 9. Below the plate 28 are arranged, near the lateral ends of the casing, two rollers 29 and 30 which lie crosswise in the easing and are connected with bevel- wheels 31 and 32 meshing with bevel- wheels 55 and 56 secured to a shaft 54 to which I shall revert later on.
Parallelly to the rollers or cylinders 29 and 30 are arranged shafts 33 and 34 of square section, and on them are adjusting wheels 35 and 36 which can be shifted along said shafts by means of adjusting knobs 37 and 38, each of which is connected with a short horizontal fork-like member holding the appertaining adjusting-wheel (35, or 36 respectively) between its prongs. Each fork-like member is provided with a hand 40 (Fig. 9), with the aid of which the appertaining adjusting-wheel (35, or 36 respectively) is adjusted to the scale or graduation required. The square shafts 33 and- 34 project into the casing part containim the rotatory prism and are here provided with bevel- wheels 41 and 42 meshing with bevelwheels 22 and 23 connected with said prism.
Ilighthand from the cylinder 29 is located a cog-wheel 43 (Fig. 11); another such wheel is located lefthand from the cylinder 30; it is covered by the cover of the casing and not visible from this reason. Both these cog-wheels mesh with a rack provided at the bottom-surface of the slide 25 and serving for, the fine-adjustment thereof. Each cog-wheel 43 is secured to a shaft 46 which extends outwards, near the bevel- wheels 55 and 56, and is there provided with a small disk 44, or 45 respectively, serving as handle for turning the respective shaft (46). Below the cylinders or rollers 29 is a space or chamber 47 (Fig. 12) in which one or more-other, additional, calculation slides may be stored.
On the top of the casing is a cursor having one or more hair-lines 51, and guideways 48 and 49 are provided on which the cursor may be shifted laterally in either direction.
The casing-part 17 contains a driving mechanism consisting of a crank 52, a bevelwheel 53, and a beve wheel 57 which is made integral with the bevel-wheel 56 already mentioned. The crank 52 can be turned in clock-wise direction (which means: in the additive sense), as well as in the reverse direction (which means: in the subtractive sense). The first-mentioned direction is used for multiplications, the other for divisions, especially with uniform scales or graduations. Means may be int I automatically when a rotation has provided to restrict two directions of rotation of the crank to one in order to prevent mistakes; besides, in order to cause that only complete revolutions can be made with the crank (52), there is provided at its rear surface a pin 58 (Fig/11), combined with a spring which can engage a notch n'ovided in a small stationary disk 59. Tile spring can be disengaged from said notch by means of a small knob located on the upper side of the crank, the arrangement bein such, that this disengagement must ta 'e place before the crank can be turned, and the rotation is stopped een completed, the spring-end entering then said notch.
Supposing, the calculation 1836x2165 must be made; then the cursor 50 is adjusted to the number 1836 of the rotary prism and the slide is so shifted that its first line coincides with the hair-line of the cursor and is, therefore situated over that adjusted number. Now the cursor is shifted again so that its hair-line is located on the number 2165 of the slide, and then the adjusting Wheel is shifted on its square shaft 33 by means of the knob 37, to that scale or raduation of the slide where there stands t e number 2165, which is the scale or graduation to which points the hand in Fig. 9. When thereafter the crank 52 is turned one time in the additive sense, the result 39.75 can be read off the rotary prism, the number of the digits being, of course, considered. By the rotation of the crank 52 the rollers or cylinders 29 and 20 have been rotated, but
the latter roller or cylinder has not become active as the appertaining adjusting wheel 36 was in its position of rest. The adjusting-wheel 35, however, is rotated by the transmitting members 53 57 54 55 31 29, and; the rotation of the shaft 33 is transmitted further by the bevel- wheels 41 and 42 to the prism 19 which latter is rotated corresponding to the adjustment previously made. i 1
Electric means may be provided for turning the transmission members mentioned (53 29), and known means maybe used to cause the resetting of the adjusting wheel to its initial position,
Of the device for the automat c ascertainment of the number oi the digits (is in Fig. 11) only an example is shown in Fig. 11. A
/ side-view of this device, partly, in section, is
shown in Fig. 10 and drawn to an enlarged scale. The lop partof the casing 60 (Fig. 10) is omitted in Fig. 11. In the top-part is the sight slot or hole 61 (Fig. 10) through which the top-number of the disk 64 at the time bein can be seen. This disk is connected wit 1 a cog-wheel 63 which is engaged atevery revolution of the cog-wheel 23 (Fig. 11 by a pin or other pro ection provided at a disk 62 connected with this cog-wheel. The cog-wheel-63 is checked in every position by a sprin 89 Fig. 10) secured to the casing'60. Tie w eel 62 rigidly mounted on the shaft of the rotar body 19 and provided in thisncase wit only one tooth or projection engages, after it has made a complete revolution, with the toothed wheel 63 which has, in the present case, ten teeth, for example, and is mounted on a shaft and rigidly connectedto a toothed wheel 64. The blade spring 89 engages a gap between two teeth of the wheel 63 and compels it to advance only by one tooth or one number. The casing 60 is attached to'the main casing by means of a lug (Fig. 11) provided at the front-wall of the main casing and engaing a sleeve-like member 66 forming a part of the casing 60, the members 65 and 66 I being normally held. in engagement with each other by a spring (not shown). At the disk 64 is provided a hollow branch-like projection 67 which is intended to serve as a handle and with the aid of which the members 65 and 66 can be disengaged so as to enable the operator to remove the casing 60 with the parts it carries from the main casing. Said member 67 may, however, also be used for turning, i. e., adjusting, the disk 64 to another digit or number.
Examples:
H (1) 2.4-:0.062; E=+ l; S 2 +2; re-
sult 38.7.
2 fi X00234; 11: S: 1;
sult 0.0833.
(3) 2 E: 1; S24; result 1024.
'ILhecounting-disk may be replaced by a The apparatus may be employed also for making additions and subtractions, if, for instance, the slide 25 or another slide suited as equivalent for it, and on avsuitably devised and ar'rangedrotatory body, such as a prism or the like, scales of graduations with uniform division, are provided. With a unit of measure of 5 m. for the scales or graduations it is possible to reckon accurate ly, without any estimation, up to 99999. The above-described device for ascertaining the number of the digits is now used for stating the ten thousands; it is preferably provided at the. left side of the apparatus. The range of the calculations can be extended to more digits by enlarging the apparatus similarly to the manner known with calculating machines. The device for ascertaining the number of the digits may be used in a corresponding manner also with calculating rollers and other calculating devices.
The apparatus is a combination of a calculating machine with a slide-rule and is distinguished by its affording the advantages of both machines and said rules. Apart from the great speed with which the result 73 on the left side and 69 and 74 on the '4 for the sake of distinctness.
right side, and of twoendless bands and 71 having each a row or plurality of holes 72. The distance between the holes of each band agrees with the distance between the scales or graduations, and said holes are engaged by pins provided around the circumference of the wheels 7 2-) and 74. These wheels are afiixed to the ends of the axle of the rotatory body 2, and the entire movable system (70 71 68 73 putting a pin into any one of the holes 72 having a suitable position at the time being, and by moving the respective band in one or the other direction. 7 5 and 76 are abutments. In the case of a multiplication the pin is inserted into that hole 72 which is located at the side of the scale or graduation concerned, and is moved in the direction to the abutment or 7(3) pertaining to the respective side of the device. In the case of a division the pin is inserted into one or the other band at the appertaining abutment and is then moved, with the" band, to the scale'or graduation concerned, that is to that scale or graduation which bears the number concerned. Whether the lefthand band etc. or the righthand band etc. is to be used is determined automatically by the number concerned,-as the length of the slide located above the scales or graduations is such that the two'bands are never accessible at a time, always only one thereof, either the left or the right. But both bands are covered when the slide is in its position of rest in which the casing of the device is closed. The slide is omitted in Figs. 3 and The plate 28 visible in Figs. 3 and 4 is an equivalent to the stationary plate 28 in Figs. 11 and 12, and it bears also in this case (Figs. 3 and 4:) the lead-number and the limit-numbers at its lefthand and right-hand rim.
Example: 2.75 4.4:12.1.
The index line on the right side is adjusted to the quantity or magnitude 2.75 of the respective scale or graduation of the rotatory prism, and the cursor is so adjusted that its line coincides with the quantity or magnitude 4.4 of the slide. T henthe pin is put into that hole of the band 71 which lies at the side of the end-number 4.64, whereafter the band is moved by the pin until this latter contacts witlrgthe abutment '76. The result 12.1 can be read off at once on that scale or graduation; ofithe body 2 which is on the top at the tirtijbeing.
(i9 74L) is actuated by Figs. 5.-8, there are, the endless bands, (70, laced by racks 80. It
Referring now to in this modification, 71, Figs. 3 and 4) re must be understood t kind shown in these figures. are combiner with the slide and plate etc. as in Figs. 3 and 4, one device being on the left, the other on the right of said other member of the apparatus. There is, therefore, of course, also a rotatory body such as 2, Fig. 3 and each of the projecting ends of the axle of this carries a sleeve 77 which is rotated with the axle and is shiftable on the respective axle-end. Each of the two sleeves is provided with two cog-wheels 78 and 79 (Figs. 6 and 8). There is also in this case an abutment (81, Figs. 5 and 7) for the pin by which one or the' other rack 80 is shifted in the direction to the respective abutment; Each rack 80 is connected with two racks 82 and 83 (Fig. 6) which mesh with the before-mentioned cog- wheels 78 and 79 and are connected with tension springs 8d and 85 by which they are withdrawn into their former position. But as the sleeve 77 with the cog- wheels 78 and 79 is shiftable on the appertaining axle-end, as already described, and as the distance between these wheels is less than the distance between the racks 82 and 83, either one or the other of these cog-wheels meshes with the rack pertaining to it, the arrangement being such that one of the racks in question (82 83) serves for turning the body 2 in one direction and the other serves for turning it in the other direction, but the movement, of the rack moving in the direction to the body 2 is effected by the pin or the like (Fig. 5) and the movement in the reverse is effected by the springs 84. and 85. The racks 82 83 and the cog- wheels 78 and 79 are provided with ratchet-teeth, and the teeth of the rack 82 and the wheel 78 are directed reversely to those of the rack 83 and the wheel 79, and an elastic pawl 86 (Fig. 5) is provided ,which co-operates with the wheel 78 and prevents it from being rotated in the wrong direction. A similar pawl or, may be, a spring is provided also for the wheel 79.
The sleeve 77 with the two wheels in question is shifted in one or the other direction by means of the members 87 and 88 in Fig. 8. If the parts are shifted to the right, the driving gear is adjusted for the crforming of divisions, and if they are shi ed to the left, the driving gear is adjusted for making multiplications. In both cases the gear is operated by shifting-the rack 80 in the same direction, viz, in the direction to the abutment 81 where the path of the pin ends. In all other respects the manner in which the calculation is carried through is practically the same as has been described with reference to the other forms shown;
iat two devices of the adapted to be moved transverely over said plate and said slot; and means supporting elastically the said rotary body at the ends of its axle, substantially as described;
2. A calculating device, comprising, in combination, an oblon casing; a rotary body arranged lon itn inally below an inspection slot provi ed in the oblong casing, and bearing a plurality of scales also ext-en in longitudinally; a longitudinally shiftab. e plate arranged in said casing parallel to said rotary body and bearingal'so a plurality of scales extending longitudinall thereon; bevel-wheels meshing with sai wheels; shafts of angular section connected.
with the other bevel-wheels; friction-disks arranged shiftably on said shafts, one on either thereof; members shifted together with these wheels; hands connected with these members, one with. either thereof; and being arranged to point to the ends of g the scales on the plate; friction-rollers ar- -ranged to contact with. said friction-wheels and located below the said plate; and means for rotating said rollers simultaneously and uniformly substantially as set forth.
' 8. A calculating device, comprising, in
combintion,. an oblong casing; a rotary body arranged lon 'itudinally elow an inspection slot provi ed in the oblong casing,
and bearing a plurality of scales also exten in longitudinally; a longitudinally shiftab e plate arranged in said casing parallel to sa1d rotary body and bearing also a plurality of scales extending longitudinally thereon; and a device adapted to ascertain automatically the number of the digit, as set forth.
4. A -calculating device, comprising, in
body arranged longitu inally below an in- 50. combination, an' oblon casing; a rotary spcction'slot provided in the oblong casing, I
and bearing a plurality of-scales also exten in longitudinally; a longitudinallyshift ab e plate arranged in said casing parallel to said rotary body and bearing also a plurality. of scales extending longitudinally thereon; a device adapted to ascertain automat-ically the number of the digits, and com- "prising a disk connected rigidly with the said prismatic body; a projection on theieircumference thereof;'a cog-wheel arranged in the plane of said disk and adapted to be turned y said projection; a spring arranged partly. to hold this cog-wheel 1n proper-position relatively to said disk; another disk connected firmly with the cog-wheel and hearing on its circumference the numbers of the digits; a casing enclosing this, device and having a si t-hole located over the digit-number disi' forth.
In testimony whereof I aflix my signature.
DR. PHIL'IPPLOTZBEY'EB. 1
, substantially as set,
US722746A 1923-07-01 1924-06-27 Calculating device in the form of a slide rule Expired - Lifetime US1599904A (en)

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
DE1599904X 1923-07-01

Publications (1)

Publication Number Publication Date
US1599904A true US1599904A (en) 1926-09-14

Family

ID=7736853

Family Applications (1)

Application Number Title Priority Date Filing Date
US722746A Expired - Lifetime US1599904A (en) 1923-07-01 1924-06-27 Calculating device in the form of a slide rule

Country Status (1)

Country Link
US (1) US1599904A (en)

Cited By (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
US2415415A (en) * 1944-08-24 1947-02-11 Keuffel & Esser Co Calculator
US2998916A (en) * 1956-08-13 1961-09-05 Andrew D Frankenfield Two-dimension slide rule

Cited By (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
US2415415A (en) * 1944-08-24 1947-02-11 Keuffel & Esser Co Calculator
US2998916A (en) * 1956-08-13 1961-09-05 Andrew D Frankenfield Two-dimension slide rule

Similar Documents

Publication Publication Date Title
US1971238A (en) Average speed computing means
US1599904A (en) Calculating device in the form of a slide rule
US2024115A (en) Variable gearing
US1746516A (en) Registering and printing device
US1503742A (en) Assigtos to- bacon multiplies
US1877801A (en) britten
Roegel A Mechanical Calculator for Arithmetic Sequences (1844-1852): Part 1, Historical Context and Structure
US2661900A (en) Mileage calculator
US823219A (en) Calculating-machine.
US1974239A (en) V gorbatchewsky
US1752766A (en) Andebs eirikson vethe
US2159109A (en) Liquid dispensing apparatus
US1215219A (en) Calculating-machine.
US1219261A (en) Calculating-machine.
DE723084C (en) Device for the electrical remote display of measured values by means of a rotating contact roller and a contact spring that slides on it and is controlled by a measuring device
US2302989A (en) Scoring device for the game of bridge
US1221653A (en) Calculating-machine especially devised for geodetic measurements.
US1878789A (en) Check writer
US1315576A (en) prasca
US2268374A (en) Calculating machine
US1006062A (en) Computing-scale.
GB396812A (en) Improvements in and relating to fabric measuring machines
US1279798A (en) Slide-rule.
US573228A (en) Said mackenzie and said
US1051827A (en) Calculating-machine.