1. Technical Field
The present disclosure relates to scales, and particularly, to a scale having a linear displacement sensor.
2. Description of the Related Art
Many scales are marketing common everyday use, for example, electronic scales utilizing pressure sensors, capacitive sensor, and others.
A typical scale includes a stationary bracket, a movable bracket, a capacitive sensor, a plurality of springs, an integrated circuit processor and a display. The stationary bracket and the movable bracket are fixedly connected via the springs. The capacitive sensor includes a grid electrode, an emitting electrode and a receiving electrode. The grid electrode is fixed to the movable bracket. The emitting electrode and the receiving electrode are fixed to the stationary bracket. The integrated circuit processor and the display are electrically connected to the receiving electrode. When an object to be weighed is centered on the movable bracket, compression deformation of each spring equals a displacement ΔS between the emitting electrode and the grid electrode. The receiving electrode receives a signal of the displacement ΔS. The integrated circuit processor processes the signal and sends corresponding weight information to the display, which displays a corresponding weight value G. When the object is placed on the movable bracket in an off-center position, the movable bracket may tilt to one side of the stationary bracket. The compression of the springs will not all be equal so as to produce an inconsistent displacement ΔS, and an erroneous weight value G is then generated.
Therefore, there is room for improvement within the art.
The components in the drawings are not necessarily drawn to scale, the emphasis instead being placed upon clearly illustrating the principles of the present disclosure. Moreover, in the drawings, like reference numerals designate corresponding parts throughout several views, and all the views are schematic.
Referring to
In the illustrated embodiment, the linear displacement sensor 30, fixed to the stationary bracket 20, is an infrared linear displacement sensor, a laser linear displacement sensor, a capacitive linear displacement sensor, or other.
Referring to
The sleeve 41 includes a hollow cylindrical body 412, a fixing plate 413 and a plurality of ball bearings 415. The fixing plate 413 is fixed to an end of the cylindrical body 412. The ball bearings 415 are seated in two channels 414 defined in the inner wall of the cylindrical body 412.
The limiting shaft 42 includes a shaft portion 421, a resisting portion 423 and a fixing portion 425. The shaft portion 421 is slidably received in the sleeve 41. The ball bearings 415 can roll relative to the shaft portion 421, such that the friction therebetween is eased. The resisting portion 423 is arranged at a sidewall of the shaft portion 421 adjoining the fixing portion 425. The fixing portion 425 is fixed at an end of the shaft portion 421. The fixing portion 425 is threaded into the movable bracket 10.
The resilient member 43 is a substantially cylindrical compression spring with a diameter approximately equaling the inside diameter of the cylindrical body 412 of the sleeve 41. The fixing member 45 is fixed to a free end of the fixing plate 413 of the sleeve 41, such that the resilient member 43 is limited therein. The fixing member 45 is substantially the same shape as the fixing plate 413.
Referring to
When an object to be weighed is placed on the movable bracket 10 of the scale 100, the limiting shaft 42 is slidably fixed in the sleeve 41, and resists the resilient member 43, such that the resilient member 43 is compressed. The linear displacement sensor 30 registers a displacement ΔS of the movable bracket 10. The displacement ΔS equals the compression deformation of the resilient member 43 of the resilient mechanisms 40. F represents an elastic force of each resilient member 43. N represents the number of resilient members 43. Based on the principle of mechanical equilibrium, the weight value G of the member equals the total elastic force N×F of the resilient members 43, as expressed in the following:
G=N×F (1)
A deformation of each resilient member 43 conforms to Hooke's law, whereby the elastic force F is determined by the following formula:
F=K×ΔS (2)
wherein K is a spring force constant/rigidity factor of the resilient members 43.
According to formulae (1) and (2), the weight value G is determined by the following:
G=N×K×ΔS (3)
therefore, the weight value G is generated by the displacement ΔS.
The sleeves 41 receive the limiting shafts 42 to prevent the movable bracket 10 from tilting to one side of the stationary bracket 20, such that the compression deformations of the resilient members 43 are equal to one another. The resilient members 43 are received in the sleeves 41, such that the resilient members 43 are not deformed. Thus, the accuracy of the weight value G is increased. Furthermore, when the object is excessively heavy, the resisting portions 423 of the limiting shafts 42 resist the sleeves 41 such that the resilient member 43 is not overly deformed.
It is to be understood that the linear displacement sensor 30 can be fixed to the movable bracket 10. The resilient mechanisms 40 can be fixed to the movable bracket 10, with the limiting shaft 42 correspondingly fixed to the stationary bracket 20.
Referring to
Finally, while the present disclosure has been described with reference to particular embodiments, the description is illustrative of the disclosure and is not to be construed as limiting the disclosure. Therefore, various modifications can be made to the embodiments by those of ordinary skill in the art without departing from the true spirit and scope of the disclosure as defined by the appended claims.
Number | Date | Country | Kind |
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2009 1 0311052 | Dec 2009 | CN | national |
Number | Name | Date | Kind |
---|---|---|---|
2742278 | Carleton, Jr. | Apr 1956 | A |
4438823 | Hussels et al. | Mar 1984 | A |
5096007 | Burkhard | Mar 1992 | A |
5714694 | Diessner | Feb 1998 | A |
5721398 | Balsen et al. | Feb 1998 | A |
5777240 | Lefebvre et al. | Jul 1998 | A |
7317167 | Burkhard et al. | Jan 2008 | B2 |
20020194922 | Schaefer et al. | Dec 2002 | A1 |
Number | Date | Country | |
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20110132107 A1 | Jun 2011 | US |