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The Nutcracker: Two Levers, a Link and an Even Spring
A nutcracker is the simplest machine on the table: two levers and a pivot. Where the nut sits between them decides how hard the hand has to squeeze.
Henry M. Quackenbush of Herkimer, New York, filed US 698,734 on 24 January 1902; it is dated 29 April 1902. His two handles are joined at their ends by a link pivoted to each, and a single piece of wire, looped over the link and seated in curved grooves in the handles, holds them open. Because the link is notched so the spring must act on both handles alike, they open and close evenly, without the "seesawing" of one handle against the other.
This rung works out the squeeze needed for different nuts and positions, and measures it.
Iniciante
About 2 hours
Instruções
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Lever ratio and cracking force
Lever ratio and cracking force
A carregar o notebook Jupyter…
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Force times distance
Force times distance
Every nutcracker is Archimedes' lever. The embedded blueprint balances weights on a beam to find the law.
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Read US 698,734
Read US 698,734
"The object of my invention is to provide a nut-cracker having a spring for holding the operating handles or levers thereof in an open or distended position, with means acting in conjunction with said spring for causing said spring to act equally upon both handles or levers."
Handles A and B each have a slot at the top, into which extends a cross bar or link C, pivoted to them at D and E. A cross groove F is cut in the inner face of each handle, and the link has a notch G whose walls are at right angles to its length. The spring is "a single piece of wire having a loop or head I and two divergent arms J"; the arms' ends bear in the grooves, the curved sections pass through the notch, and the loop bears on the other side of the link, so it is "put under slight compression, and consequently tends at all times to throw the handles or levers away from each other."
The square-walled notch "insures equal operation of both handles or levers and prevents any seesawing motion thereof", and "no fastening devices are necessary for the spring." Other figures show a sheet-metal spring and a link with a guiding projection instead of a notch.
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Crack nuts at three positions
Crack nuts at three positions
Measure the nutcracker's handle length from the pivot with the caliper. Crack walnuts and hazelnuts with each nut placed near the pivot, in the middle of the jaws, and near the tips. Hook the spring scale to the end of one handle while the other rests on the table, and pull until the shell cracks; note the reading.
Work out the force on the shell from the lever ratio and compare the three positions with the notebook. Watch whether the handles close evenly or one moves more than the other.
Ferramentas necessárias:
Quebra-nozes
Dinamómetro (balança de mola)
Paquímetro digital de 6 polegadas
Balança digital de cozinha5
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A nutcracker that crushes the kernel
A nutcracker that crushes the kernel
Nutcracker troubleshooting.
Flow
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History and honest limits
History and honest limits
**Henry M. Quackenbush** of Herkimer, New York, filed US 698,734 on 24 January 1902; it is dated 29 April 1902. Its claims cover the handles joined by a pivoted link, a spring that spreads them, and means on the link that make the spring act equally on both.
**Honest limits.** The cracking forces in the notebook are assumptions; shells vary with the variety, dryness and size.
Ferramentas necessárias
4- Referência
- Referência
- Referência
- Referência
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