US1207439A - Calculator. - Google Patents

Calculator. Download PDF

Info

Publication number
US1207439A
US1207439A US10854016A US10854016A US1207439A US 1207439 A US1207439 A US 1207439A US 10854016 A US10854016 A US 10854016A US 10854016 A US10854016 A US 10854016A US 1207439 A US1207439 A US 1207439A
Authority
US
United States
Prior art keywords
disks
transparent
disk
divisions
core
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
US10854016A
Inventor
Lucien Emile Picolet
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
Priority to US10854016A priority Critical patent/US1207439A/en
Application granted granted Critical
Publication of US1207439A publication Critical patent/US1207439A/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
    • G06G1/04Devices in which computing is effected by adding, subtracting, or comparing lengths of parallel or concentric graduated scales characterised by construction

Definitions

  • An object of the invention is to provide a simple and inexpensive calculator in which the divisions of the scales are protected from injury, although clearly visible.
  • a further object of the invention is to provide a disk calculator, easy of manipulation and certain in action, with which various arithmetic operations, such as addition, multiplication and evolution, may be performed according to the nature of the graduations inscribed thereon.
  • Figure 1 is an elevation of a calculator embodying my invention, certain parts, of which are broken out to show the details of construction;
  • Fig. 2 is a cross section on line 2-2, Fig. 1; and
  • Fig. 3 is a fragmentary inside elevation new of a transparent member.
  • each face of the disk supports a reflector disk 6, made of paper.
  • the paper disk is covered by a transparent disk 7
  • the back face of each transparent disk 7 is translucent, while the upper faces thereof are transparent.
  • the divisions of the scales are printed.
  • the paper disks 6 are white, forming a background for the divisions ,of the scales printed on the back surface of the transparent member and rendermg the divisions clear and distinct on the translucent surface of the transparent disks.
  • the transparent disks are 'of a diameter greater than the paper disks, and the marpheric conditions, and to prevent their gripp1ng the periphery of the core 5, each of said disks is provided with a plurality of radial notches 9, preferably triangular with apices remote from the center of the disk. By forming these notches the gripping power of the transparent disks upon the core is greatly reduced and the disks are allowed to contract and expand without prejudicially increasing the frictional contact between the transparent disks and core.
  • each transparent disk 7 Mounted over each transparent disk 7 is a paper disk 10 the diameter of which is such as to expose a portion of the division of the scales formed on the transparent disks 7.
  • a transparent disk 11 Mounted over each paper disk is a transparent disk 11 of material similar to that of the disk 7 and of a diameter equal to the corresponding paper disks.
  • the upper surface of the transparent disks 11 is trans parent while the bottom surface is translucent. The translucent surfaces carry the divisions ofthe scales which cooperate with the corresponding scales'on the transparent member 7.
  • the transparent disks 11, as well as the paper disks 10. have central apertures with'which they fit snugly on the core 5.
  • the transparent disks 11 are secured to the core by paper binders 12, the diameters of which binders are greater than that of the core, so that the margins of the binders engage thev transparent disks 11 and can be' cemented thereto by any suitable means, as well as to the core.
  • the paper disk 10 is also secured to the disks 11.
  • Each transparent disk 11 supports a metal disk 13, each of which metal disks has diametrically opposite protuberances 14 which pierce the paper binder 12 and enter the core 5, so that the core 5 is keyed to the metal disks 13.
  • the rotation of the metal disks is controlled by an indicating arm 15 which embraces the two faces of' the calculator;
  • a washer 17 is interposed between the ends of the arm 15 and the head of the rivet I at one side, and the end of the arm and the I formed by the core, the metal disks 13 the paper disks '10 and the transparent disks 11, will rotate with the arm.
  • the arm 15 is of celluloid and carries a radial line which serves for the purpose of reading divisions off the scale during the computation.
  • the calculator is formed of two independent units.
  • the larger one has visible sealed scales so that the divisions. thereof are protected from any injury.
  • the divisions are protected from injury by extensive use of the scale by the provision of the paper disks between the transparent disks 11 and 7
  • the said paper disks 10 serve, therefore, .two purposes, they prevent the rubbing off of the divisions on the disks 11 during the use of the calculator and also serve as a background for the divisions to render the'same more distinct, as has been previously pointed vout.
  • the provision of the radial notches in the trans parent disks 7 allows a free rotation to the core and, therefore, prevents the arm 15 from turning. normally independently of the second or smaller unit.
  • a central metallic disk presenting white surfaces, a transparent disk on each side of the metallic disk and of a diameter larger than said metallic disk, means binding the margins of said transparent disks whereby the metallic disk is sealed therein, said ti'ansparent disks having a translucent back or lower surface, scale divisions formed on said translucent surfaces, a core on which said disks are mounted to rotate, a transparent disk on each of the first mentioned transparent disks and mounted to "revolve with the core, said second mentioned transparent disk being of smaller diameter than the first mentioned, and each having a translucent back or lower surface, scale divisions on said translucent surfaces for cooperating with the scale divisions of the first mentioned transparent disks, means backing the second mentioned transparent .disksto prevent injury to the scale divisions thereon by the relative movement ofthe disks, an arm embracing all of said disks, and means securing said arm to the core to revolve with the core or relative thereto when the core is prevented from turning, substantially as and for the purpose set forth.
  • a central metallic disk presenting white surfaces, transparent disks sealingvthe metallic disk at the margin, said transparent disks having a translucent back or lower surface, scale divisions upon said translucent surfaces of the disk,v a core on which said transparent and metallic disks aremounted to rotate, said transparent disks having triangular radial notches at the core, the apex of each notch being remote-from the center of the disk, transparent disks of a smaller ,diameter on each of the first mentioned transparent disks, means securing said second mentioned transparent disks to the'core to revolve' therewith, each of said second mentioned transparent disks having scale divisions on the lower surface thereof, means backing the lower surface of each of the second mentioned transparent disks, an arm, and means securing the arm to the core to revolve therewith and relative thereto when the core is prevented from rotationr 3.
  • a metallic disk In a pocket calculator of the class described, a metallic disk, a reflector di'sk sll ported on each surface ofthe metallic di transparent disks sealing the reflector. and metallic disks at the margin, each of said transparent disks presenting a translucent back surface, scale divisions formed on the translucent surfaces of the disk, all of above. mentioned disks having a central opening said trans.
  • a central disk having scale divisions, a core on which said disk is mounted to rotate, a transparent disk on each side of the central disk, means binding the transparent disks to the core, scale divisions on the under side of the transparent disks cooperating with the divisions of the central disk, means backing the under side of the trans parent disks, a metallic disk for each transparent disk and secured to the adjacent end of the core, an indicating arm embracing. all of the above mentioned disks, and means for securing frictionally the ends of the arms to the metallic disks so that said arm revolves with the metallic disks or relative thereto when said metallic disks are prevented from revolving. r 5.
  • a pair of transparent relativelymovable members, scale divisions on said members adapted to cooperate,- each of said transparent members having the lower surface thereof translucent, said scale divisions being formed on said translucent surfaces whereby the divisions are rendered more prominent and are protected from injury or contact during the manipulation of the cal culator.
  • a pair of transparent relativelymovable members scale divisions on each of said members adapted to coo rate, each of said members having atrans ucent back or lower surface on which the scale divisions are formed whereby the scale divisions are rendered clearer and protected from contact when the calculator is manipulated, and a non-transparent light-reflecting member in contact with each of the translucent surfaces of the transparent members for rendering-said scales more prominent and for protecting the divisions of said scales from injury during the relative movement of said members.
  • adisk calculator 'of the class described a pair of transparent disks mounted to revolve on a common axis relative to one another, scales onveach of said disks adapted to cooperate with one another, the divisions of said scales being formed on the lower'or back surfaces ofthe disks, whereby the divisions or the scale are protected from contact during the manipulation of the calculator, the lower or back surfaces of said disks being translucent to make the divisions more prominent, a reflector backing the translucent surface of each disk to render the scale divisions more distinct and to prevent injury to said divisions during the relative displacement of the disks, an indicating arm for cooperating with the scale divisions of thetwo disks, and meansconnecting the arm to one of the disks to revolve therewith and relative to said disk when said disk is prevented from t 8..
  • a central disk having scale divisions on each side, smaller transparent disks revolubly mounted on each side of the central disk, scale divisions on the under side of the second-mentioned disk for cooperating with the scale divisions on the corresponding side of the central disk, members backing the under side of each of the transparent disks to render said divisions more distinct and to revent injury tosaid divisions when said dis are moved relative to the central disk, a metallic disk of smaller diameter than the transparent disk associated with each of said transparent disks and constrained to revolve therewith, an indicating arm adapts ed to cooperate with the divisions on the transparent and central disks, and means to frictionally secure the indicating arm to the metallic dlSkS SO as to revolve therewith or relatively thereto when said metallic'd sks are prevented from revolving.

Description

L. E. PICOLET.
CALCULATOR.
APPLICAHON FILED JULY n. 1916.
' 1,207,439. Patented Dec. 5,1916.
IN VEN TOR ,4 TTORNEYS LUCIEN' EMILE PICOIJET, OF PHTLADELPHIA, PENNSYLVANIA.
CALCULATOR.
Specification of Letters Patent.
Patented Dec. 5, 1916.
Application filed July 11, 1916. Serial No. 108,540.
To all whom it may concern:
Be it known that I, LUCIEN EMILE Proo- LET, a citizen of the United States, and a resident of Philadelphia, in the county of Philadelphia and State of Pennsylvania,
, have invented a new and Improved Calcustructed.
An object of the invention is to provide a simple and inexpensive calculator in which the divisions of the scales are protected from injury, although clearly visible.
A further object of the invention is to provide a disk calculator, easy of manipulation and certain in action, with which various arithmetic operations, such as addition, multiplication and evolution, may be performed according to the nature of the graduations inscribed thereon.
With the above and other objects in view, the nature of which will more fully appear as the description proceeds, the invention consists in the novel construction, combination and arrangement of parts as herein fully described, illustrated and claimed.
In the accompanylng drawings, forming part of the application, similar characters of reference indicate correspondingparts in all the views.
Figure 1 is an elevation of a calculator embodying my invention, certain parts, of which are broken out to show the details of construction; Fig. 2 is a cross section on line 2-2, Fig. 1; and Fig. 3 is a fragmentary inside elevation new of a transparent member.
Referring to the drawings, 4 is the central steel disk or plate which is apertured centrally to fit snugly a central laminated core 5. Each face of the disk supports a reflector disk 6, made of paper. The paper disk is covered by a transparent disk 7 The back face of each transparent disk 7 is translucent, while the upper faces thereof are transparent. On thetranslucent faces (see Fig. 3), the divisions of the scales are printed. The paper disks 6 are white, forming a background for the divisions ,of the scales printed on the back surface of the transparent member and rendermg the divisions clear and distinct on the translucent surface of the transparent disks.
The transparent disks are 'of a diameter greater than the paper disks, and the marpheric conditions, and to prevent their gripp1ng the periphery of the core 5, each of said disks is provided with a plurality of radial notches 9, preferably triangular with apices remote from the center of the disk. By forming these notches the gripping power of the transparent disks upon the core is greatly reduced and the disks are allowed to contract and expand without prejudicially increasing the frictional contact between the transparent disks and core.
Mounted over each transparent disk 7 is a paper disk 10 the diameter of which is such as to expose a portion of the division of the scales formed on the transparent disks 7. Mounted over each paper disk is a transparent disk 11 of material similar to that of the disk 7 and of a diameter equal to the corresponding paper disks. The upper surface of the transparent disks 11 is trans parent while the bottom surface is translucent. The translucent surfaces carry the divisions ofthe scales which cooperate with the corresponding scales'on the transparent member 7.
. In cases where the calculator has scales on both of its faces the divisions will be formed on all the transparent disks. In cases where the scales are formed on only one side, on the opposite sides the transparent members are without any divisions. But the structure of the calculator in both cases is identical. The transparent disks 11, as well as the paper disks 10. have central apertures with'which they fit snugly on the core 5. The transparent disks 11 are secured to the core by paper binders 12, the diameters of which binders are greater than that of the core, so that the margins of the binders engage thev transparent disks 11 and can be' cemented thereto by any suitable means, as well as to the core. The paper disk 10 is also secured to the disks 11. Each transparent disk 11 supports a metal disk 13, each of which metal disks has diametrically opposite protuberances 14 which pierce the paper binder 12 and enter the core 5, so that the core 5 is keyed to the metal disks 13. The rotation of the metal disks is controlled by an indicating arm 15 which embraces the two faces of' the calculator;
The ends of the arms are secured to the disks by a tubular rivet 16 which passes through the axes of the core and disks. A
' A washer 17 is interposed between the ends of the arm 15 and the head of the rivet I at one side, and the end of the arm and the I formed by the core, the metal disks 13 the paper disks '10 and the transparent disks 11, will rotate with the arm. I
When it is desired to revolve the arm relative to the second or smaller unit, the smaller unit is gripped andthe arm rotated, whereby the tubular rivet is caused to rotate within the core. The arm 15 is of celluloid and carries a radial line which serves for the purpose of reading divisions off the scale during the computation.
From the above description it will be seen' that the calculator is formed of two independent units. The larger one has visible sealed scales so that the divisions. thereof are protected from any injury. In the second unit the divisions are protected from injury by extensive use of the scale by the provision of the paper disks between the transparent disks 11 and 7 The said paper disks 10 serve, therefore, .two purposes, they prevent the rubbing off of the divisions on the disks 11 during the use of the calculator and also serve as a background for the divisions to render the'same more distinct, as has been previously pointed vout. The provision of the radial notches in the trans parent disks 7 allows a free rotation to the core and, therefore, prevents the arm 15 from turning. normally independently of the second or smaller unit.
I claim:
1. In a disk calculator of the class described, a central metallic disk presenting white surfaces, a transparent disk on each side of the metallic disk and of a diameter larger than said metallic disk, means binding the margins of said transparent disks whereby the metallic disk is sealed therein, said ti'ansparent disks having a translucent back or lower surface, scale divisions formed on said translucent surfaces, a core on which said disks are mounted to rotate, a transparent disk on each of the first mentioned transparent disks and mounted to "revolve with the core, said second mentioned transparent disk being of smaller diameter than the first mentioned, and each having a translucent back or lower surface, scale divisions on said translucent surfaces for cooperating with the scale divisions of the first mentioned transparent disks, means backing the second mentioned transparent .disksto prevent injury to the scale divisions thereon by the relative movement ofthe disks, an arm embracing all of said disks, and means securing said arm to the core to revolve with the core or relative thereto when the core is prevented from turning, substantially as and for the purpose set forth.
2. In a pocket calculator of the class described, a central metallic disk presenting white surfaces, transparent disks sealingvthe metallic disk at the margin, said transparent disks having a translucent back or lower surface, scale divisions upon said translucent surfaces of the disk,v a core on which said transparent and metallic disks aremounted to rotate, said transparent disks having triangular radial notches at the core, the apex of each notch being remote-from the center of the disk, transparent disks of a smaller ,diameter on each of the first mentioned transparent disks, means securing said second mentioned transparent disks to the'core to revolve' therewith, each of said second mentioned transparent disks having scale divisions on the lower surface thereof, means backing the lower surface of each of the second mentioned transparent disks, an arm, and means securing the arm to the core to revolve therewith and relative thereto when the core is prevented from rotationr 3. In a pocket calculator of the class described, a metallic disk, a reflector di'sk sll ported on each surface ofthe metallic di transparent disks sealing the reflector. and metallic disks at the margin, each of said transparent disks presenting a translucent back surface, scale divisions formed on the translucent surfaces of the disk, all of above. mentioned disks having a central opening said trans. arent'diskshaving radial triangular notc es at the opening, a core fitting snugly into the central opening of the disks and on which said disks are free to turn in a unit, a transparent disk of smaller diameter mounted to revolve on each of the first menr tioned transparent disks, means securing the second mentioned transparent disks to the core whereby they are bound to participate in the movement of the core, each of said. second mentioned transparent disks having a translucent back surface, scale divisions on said translucent surfaces, means backing the translucent surfaces of said second mentioned transparent disks whereby 1 30 the divisions thereupon are protected from injury and Wear, an indicating arm, and means securing the indicating arm to the core to revolve therewith and relative to the core when the core is prevented from rotation.
4. In a disk calculator of the class described, a central disk having scale divisions, a core on which said disk is mounted to rotate, a transparent disk on each side of the central disk, means binding the transparent disks to the core, scale divisions on the under side of the transparent disks cooperating with the divisions of the central disk, means backing the under side of the trans parent disks, a metallic disk for each transparent disk and secured to the adjacent end of the core, an indicating arm embracing. all of the above mentioned disks, and means for securing frictionally the ends of the arms to the metallic disks so that said arm revolves with the metallic disks or relative thereto when said metallic disks are prevented from revolving. r 5. In a disk calculator of theclass described, a pair of transparent relativelymovable members, scale divisions on said members adapted to cooperate,- each of said transparent members having the lower surface thereof translucent, said scale divisions being formed on said translucent surfaces whereby the divisions are rendered more prominent and are protected from injury or contact during the manipulation of the cal culator.
6. In a disk calculator of the class described, a pair of transparent relativelymovable members, scale divisions on each of said members adapted to coo rate, each of said members having atrans ucent back or lower surface on which the scale divisions are formed whereby the scale divisions are rendered clearer and protected from contact when the calculator is manipulated, and a non-transparent light-reflecting member in contact with each of the translucent surfaces of the transparent members for rendering-said scales more prominent and for protecting the divisions of said scales from injury during the relative movement of said members.
7. In adisk calculator 'of the class described, a pair of transparent disks mounted to revolve on a common axis relative to one another, scales onveach of said disks adapted to cooperate with one another, the divisions of said scales being formed on the lower'or back surfaces ofthe disks, whereby the divisions or the scale are protected from contact during the manipulation of the calculator, the lower or back surfaces of said disks being translucent to make the divisions more prominent, a reflector backing the translucent surface of each disk to render the scale divisions more distinct and to prevent injury to said divisions during the relative displacement of the disks, an indicating arm for cooperating with the scale divisions of thetwo disks, and meansconnecting the arm to one of the disks to revolve therewith and relative to said disk when said disk is prevented from t 8.. In a disk calculator of the class described, a central disk having scale divisions on each side, smaller transparent disks revolubly mounted on each side of the central disk, scale divisions on the under side of the second-mentioned disk for cooperating with the scale divisions on the corresponding side of the central disk, members backing the under side of each of the transparent disks to render said divisions more distinct and to revent injury tosaid divisions when said dis are moved relative to the central disk, a metallic disk of smaller diameter than the transparent disk associated with each of said transparent disks and constrained to revolve therewith, an indicating arm adapts ed to cooperate with the divisions on the transparent and central disks, and means to frictionally secure the indicating arm to the metallic dlSkS SO as to revolve therewith or relatively thereto when said metallic'd sks are prevented from revolving.
LUCIEN EMILE PICOLETQ
US10854016A 1916-07-11 1916-07-11 Calculator. Expired - Lifetime US1207439A (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
US10854016A US1207439A (en) 1916-07-11 1916-07-11 Calculator.

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
US10854016A US1207439A (en) 1916-07-11 1916-07-11 Calculator.

Publications (1)

Publication Number Publication Date
US1207439A true US1207439A (en) 1916-12-05

Family

ID=3275357

Family Applications (1)

Application Number Title Priority Date Filing Date
US10854016A Expired - Lifetime US1207439A (en) 1916-07-11 1916-07-11 Calculator.

Country Status (1)

Country Link
US (1) US1207439A (en)

Cited By (8)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
US2418933A (en) * 1947-04-15 Navigational calculating instrument
US2494172A (en) * 1950-01-10 Adjustable calculating chart
US2564227A (en) * 1947-06-16 1951-08-14 Paul M Pepper Calculating device
US2634913A (en) * 1950-10-20 1953-04-14 Jr Herbert A Sawyer Circular slide rule
US2637497A (en) * 1953-05-05 Vest-pocket type calculator
US2642224A (en) * 1949-01-21 1953-06-16 Gen Mills Inc Feed calculator
US2808991A (en) * 1953-05-19 1957-10-08 Humphriss Eric Lewis Enoch Device for use during the preparation of mix batch recipes or formulae for comestibles
US4026463A (en) * 1975-10-02 1977-05-31 Salvia-Werk Gesellschaft M.B.H. Circular slide rule suitable for use in determining the electrolyte deficiency in infusion therapy

Cited By (8)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
US2418933A (en) * 1947-04-15 Navigational calculating instrument
US2494172A (en) * 1950-01-10 Adjustable calculating chart
US2637497A (en) * 1953-05-05 Vest-pocket type calculator
US2564227A (en) * 1947-06-16 1951-08-14 Paul M Pepper Calculating device
US2642224A (en) * 1949-01-21 1953-06-16 Gen Mills Inc Feed calculator
US2634913A (en) * 1950-10-20 1953-04-14 Jr Herbert A Sawyer Circular slide rule
US2808991A (en) * 1953-05-19 1957-10-08 Humphriss Eric Lewis Enoch Device for use during the preparation of mix batch recipes or formulae for comestibles
US4026463A (en) * 1975-10-02 1977-05-31 Salvia-Werk Gesellschaft M.B.H. Circular slide rule suitable for use in determining the electrolyte deficiency in infusion therapy

Similar Documents

Publication Publication Date Title
US1207439A (en) Calculator.
GB1525472A (en) Teaching aid
US3760519A (en) Golf score counter
US2234896A (en) Trigonometric identifier
GB1294511A (en) An educational aid
GB428308A (en) A device for teaching music
US1738558A (en) Odometer mechanism
CN210722033U (en) Teaching aid display device for mathematics education
US1422235A (en) Maturity calendar
US2650763A (en) Tax calculator
GB395904A (en) Improvements in perpetual calendars
US940546A (en) Tellurian.
US884532A (en) Perpetual calendar.
CH521242A (en) Self-adhesive blackboard film that can be written on with chalk
US2486874A (en) Compensation selector
GB280004A (en) Improvements to date indicators
ES180238U (en) Calendar of discoidal spheres. (Machine-translation by Google Translate, not legally binding)
GB1196941A (en) Currency Calculator
ES113927U (en) Plug with valve. (Machine-translation by Google Translate, not legally binding)
GB1291598A (en) Perpetual calendar
CH556076A (en) PERPETUAL CALENDAR WITH ROTATING INDICATOR DISCS.
CH203744A (en) Machine tool with rotatable tool carrier head and in this tool spindles rotatably mounted radially to its axis.
Argyle et al. Solar activity in October.
ES186309U (en) Disc indicator poster, to mark multiple numbers or references. (Machine-translation by Google Translate, not legally binding)
ES3042U (en) Calendar-clock. (Machine-translation by Google Translate, not legally binding)