2006
DOI: 10.1242/jeb.02539
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Jumping performance of froghopper insects

Abstract: performance requires an energy output of 136·m m m mJ, a power output of 155·mW and exerts a force of 66·mN.

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Cited by 130 publications
(175 citation statements)
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“…The kinematic parameters in jumping insects, e.g. fleas, grasshoppers, froghoppers, planthoppers, leafhoppers, shore bugs, stick insects and snow fleas, vary in a broad range (values are given from minimum to maximum): take-off time 0.7-14.9 ms, velocity 0.5-5.5 m s −1 , acceleration 36-7000 m s −2 , kinetic energy 0.4-11,000 µJ, g-force 4-719 (from Burrows, 2006aBurrows, ,b, 2007aBurrows, , 2008Burrows, , 2009aBurrows, ,b, 2011Burrows and Morris, 2003;Burrows and Picker, 2010;Sutton and Burrows, 2011). As follows from Table 1, the kinematic parameters of flea beetles are comparable with those of other jumping insects.…”
Section: Functional Morphological Analysis Of the Jumping Mechanism Imentioning
confidence: 99%
See 1 more Smart Citation
“…The kinematic parameters in jumping insects, e.g. fleas, grasshoppers, froghoppers, planthoppers, leafhoppers, shore bugs, stick insects and snow fleas, vary in a broad range (values are given from minimum to maximum): take-off time 0.7-14.9 ms, velocity 0.5-5.5 m s −1 , acceleration 36-7000 m s −2 , kinetic energy 0.4-11,000 µJ, g-force 4-719 (from Burrows, 2006aBurrows, ,b, 2007aBurrows, , 2008Burrows, , 2009aBurrows, ,b, 2011Burrows and Morris, 2003;Burrows and Picker, 2010;Sutton and Burrows, 2011). As follows from Table 1, the kinematic parameters of flea beetles are comparable with those of other jumping insects.…”
Section: Functional Morphological Analysis Of the Jumping Mechanism Imentioning
confidence: 99%
“…specialized sclerites or various projections of the cuticle on the limbs or body) preventing the springs from premature recoiling (Burrows, 2006b). The jumping apparatus is so effective that it allows the insects to perform a jump at a distance that greatly exceeds its body length (up to 289 times), is at high velocity (up to 5.5 m s −1 ) and acceleration (from 70 to about 7000 m s −2 ), has a very short time to take-off (0.8-14 ms) and has a high g-force (up to 700 in the best jumpers; Brackenbury and Wang, 1995;Burrows, 2006aBurrows, , 2007aBurrows, , 2008Burrows, , 2009aBurrows, ,b, 2011Burrows and Morris, 2003;Schmitt, 2004;Burrows and Picker, 2010;Sutton and Burrows, 2011). This mechanism is a characteristic of insect orders as diverse as grasshoppers and locusts (Orthoptera) (Bennet-Clark, 1975;Burrows, 1995;Heitler, 1974; see 'How Grasshoppers Jump' by W. J. Heitler, http://www.st-andrews.ac.uk/~wjh/jumping/index.…”
Section: Introductionmentioning
confidence: 99%
“…Besides adjusting the centre of mass (CoM) close to the vector of propulsive thrust at take-off to avoid later body rotation [7,8], some jumpers actively use dynamic control for in-air stability. Two mechanisms have previously been proposed to counteract unwanted torque in the air: using the inertia of swinging appendages [9][10][11][12] and aerodynamic forces from flapping wings [6,7]. Take-off mechanisms and stability control that evolved in nature have led to significant progress in bioinspired designs for manoeuvrable jumping robots [11,13].…”
Section: Introductionmentioning
confidence: 99%
“…in these structures, allowing power to be amplified, and is then released suddenly as they unfurl and return to their original shape (Burrows, 2006;Burrows, 2007b;Burrows, 2009). To propel the body forwards, and without losing energy to spin, requires that hind legs both move at the same time.…”
Section: Research Articlementioning
confidence: 99%