2008
DOI: 10.1243/09544062jmes1232
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Design equations for binary shape memory actuators under dissipative forces

Abstract: An analytical procedure to design binary shape memory actuators is described. A generic actuator is considered where a cursor is moved against dissipative forces using an elastic system containing a primary shape memory spring and a bias (backup) element. Three typical cases are analysed and differentiated in the way the bias force is applied to the primary shape memory spring, using a constant force, a conventional spring, or a second shape memory spring. Dimensionless, closed-form relationships are developed… Show more

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Cited by 20 publications
(18 citation statements)
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“…The minimum value of s F can be determined by fixing the maximum allowable wire diameter, d 1 , of the SMA element. This maximum value can be determined, for example, using cooling time considerations, the bigger the wire, the slower the cooling, [8], [18]. Combining expression (11) with (1) and (3), the following relationship can be used to determine the minimum value of s F .…”
Section: Embodiment Of Sma Actuatormentioning
confidence: 99%
See 4 more Smart Citations
“…The minimum value of s F can be determined by fixing the maximum allowable wire diameter, d 1 , of the SMA element. This maximum value can be determined, for example, using cooling time considerations, the bigger the wire, the slower the cooling, [8], [18]. Combining expression (11) with (1) and (3), the following relationship can be used to determine the minimum value of s F .…”
Section: Embodiment Of Sma Actuatormentioning
confidence: 99%
“…Furthermore, the force delivered by shape memory actuators varies linearly with the displacement while the external load is usually constant. The design of a SMA actuator ensures that the minimum actuator force is sufficient to contrast the external load [18], providing an additional cause of stroke reduction.…”
Section: Design Of Compensated Sma Actuatorsmentioning
confidence: 99%
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