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Health, Medicine, Nursing
Lab Report
English (U.S.)
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The MEMS Motion Sensor Three-Axis Digital Output Gyroscope (Lab Report Sample)


the report discusses the MEMS motion sensor three-axis digital output gyroscope.


MEMS Devices
In my report, I am discussing about the MEMS motion sensor three-axis digital output gyroscope. My device of discussion is from STMicroelectricals with a manufacturer part of A3G4250D. MEMS (Micro-electromechanical systems), is a technology that links computers to tiny mechanical devices embedded in semiconductor chips that senses and gives a report on the environmental properties and enable it to interact and actuate responses to the environment. MEMS are divided into two categories, sensors that gather information from the surrounding and actuators that execute given commands due to highly controlled movement. A gyroscope is a device that rotates on an axis on vibration. When vibration occurs, change in direction can be sensed thus used for sensory purposes. They have various applications in numerous fields that make them a part of everyday life. Among these include racing cars, motor bikes Segway scooters and monorail train. They act as stabilizers in most of these machines to indicate and prevent rolling due to shifts in speed, center of gravity, angular momentum or direction. Aircraft rely heavily on gyroscope on determining the position of a plane. Modern technology like computer hardware for pointing, virtual reality positioning as well as gyroscopic compasses borrow so much from this technology.
MEMS devices have a vast application in our day to day life as it enables the reliability of machinery like gyroscopes, optical and pressure devices, accelerometer and even chemical, biomedical and fluidic applications. They are used for their sole purpose of sensing, controlling and actuating actions to generate effects on the specific micro-scale impact and are dependent on their electronic and mechanical aspects for their reliability. This enables the automation of the functioning of most devices that cannot rely on the estimation of human resource. The sheer accuracy of the device revolutionized the various fields in which the gyroscope finds application.
The historical background of MEMS takes us back in the 19th century where Leon Foucault explored two types of angle measuring mechanical gyroscope that were either based on spinning or vibrating. Spinning gyroscope became dominant at the moment but was not a preference for MEMS this is because of technological limitation in manufacturing precisions and also its low friction bearing. In the market, it did not succeed due to its mechanical system instability and also the need for a sophisticated control system. The vibrating gyroscope was a mystery over the centuries until the early 20th century when Sperry introduced the first vibrating gyroscope which then laid the ground for more innovation of vibrating gyroscope-like tuning fork gyroscope by BEI Technologies in the late 20th century and the development of a silicon MEM CVG in the early 21st century that still reigns in the market today. The theoretical ingenuity of the pioneers was yet to match the mechanical advances of the time. However, with time, the gyroscope has been perfected to be a reliable, not to mention irreplaceable, instrument of measurement and safety. This has seen the gyroscope find application in various fields with proper understanding of the science behind it.
Prior Works
As discussed earlier in the history of MEMS devices, we clearly see that the pioneer scholar in discovering the gyroscope technology was Leon Foucault; later on, Sperry followed then the BEI Technologies and finally the silicon MEMS founder.
Gyroscopes are based on Coriolis Effect or precision principle. The diagrams below show the mechanicals of Coriolis Effect in gyroscopes. Mass m, is supported by two springs and dampers. Assuming; x-axis is the driving direction while y-axis is the sensory direction, when mass m, vibrates uniformly, the displacement along the x-axis will be expressed in the following equation: x (t) = Axcos (ωxt)
"Where Ax is the amplitude, ωx is the driving angular frequency.
Where an angular rate Ωz input rotating around the z-axis, it will cause Coriolis acceleration along y-axis: ay = 2Ωz × dx/dt = ‒2Ωz Axωx sin (ωxt). The angular rate can be calculated by detecting the y-axis displacement" (Xia, Yu and Kong 2012).
For optimum sensitivity and bandwidth, the sense mode and drive mode should be equal where the amplitude along the y-axis is at its maximum while bandwidth is minimal.
Figure 1
Coriolis Effect
Figure 2
Precision Principles
Motivation for the Current Work
The use of MEM devices is growing thus the need to study and understand the current technology that we have and get to know where the future of the technology is headed. Some of the inventions predicted or "under construction" are like the disposable chips blood and tissue samples, optical switching, and remote sensing products. The inventions are making the day to day life easier and not forgetting to give credit to the pioneers who started this technology and also the current innovators. By all means, the current generation should be involved in the revolution by making them...
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