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The elastic device consists of two pairs of leaf springs working in bending conditions under large displacements.
The problem has the following physical description: a thin flexible elastic beam of length 1 is clamped at its left end x = 0 and resting on an elastic device at its right end x = 1, which is given by g.
In theory, a certain degree of interspinous elastic device loosening may occur after bone resorption, which can result in a mild decrease of the lumbar stability and subsequent postoperative pain and discomfort due to the stimulation of inflammatory factors produced during friction and bone resorption [ 37].
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Conventional supplemental elastic devices (SEDs) such as elastomeric bearings placed in parallel with seismic isolators between the superstructure and substructures are used for this purpose.
That's why we shudder at the events on Wall Street and the campaign trail, but pause to drink in the promise of the New Wave and the underlying message that what we don't know will hurt us, and conversely that these elastic devices can keep us informed at the rate of speed that change requires for survival.
It is thus possible to consider the practical use of such elastic devices to increase the neuromuscular activation, for instance in specific rehabilitation settings where slow movements with minimal risk of injury are requested (post surgery rehabilitation, physical activity with elderly people or children).
These elastic devices (bands and tubes) are practical and low cost [ 18].
The damper is modelled as a single degree of freedom oscillating mass, running at the top of the block and connected to it by a linear visco-elastic device.
Similarly, it is also possible to create a very flexible device with high elastic modulus materials if the critical dimensions are very small.
The results presented in this work are useful for the design of the futuristic multi-functional nanoscale magneto-electro-elastic devices that make use of the axial wave propagation properties.
When the damping is produced by viscous or linear visco-elastic devices, we can, however, gain insight into the dynamic behavior of these structures using a convenient first-order formulation and frequency domain methods.
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