take-off velocityuniform accelerationThe purpose of the present study was to investigate the effects of different methods to calculate vertical jump height in men and women. Fifty men and 50 women performed three countermovement vertical jumps for maximal height on a force platform, the highest of...
2) solve for the velocity. 3) explain why his velocity into the wind is not 5 m/s. Step 1: Calculate his force. First of all, we must calculate the amount of force that Joe is exerting when there is no wind That force is equal to the frictional drag of him ...
Microtubule-associated protein dissociation from a microtubule in a force-ramp optical trapping assay. (a) Schematic of a microtubule (redandorangecircles) bound to a stage that moves (with velocity,v,black arrow) and pulls a bead conjugated to a microtubule-associated protein (MAP,green) out o...
The force is given by: F → = -be ^ CV I where b is a positive constant (N units), and IA also a positive constant (units of s-1 m) and v is the velocity, the magnitude of the particle velocity (unit m · s -1). If t = 0, the particle moves with velocity v0. Find ...
Send Private MessageFlag post as spam Hello everyone, I am simulating a flapping body prescribed by a vertical velocity. It moves horizontally due to horizontal reaction force. Will there be any drag force for this reaction force? If so how to calculate? Please help me. I have calculated re...
The dynamic capillary force of different micro-tube radius can be obtained by using the Level-set method. Figure 13 presents the dynamic capillary force and the results from the static capillary force calculation under the conditions of different displacement velocities in the flow-velocity measuring ...
Jenny sits on a merry-go-round whose radius is 8 m, if the merry-go-round moves with a velocity of 4 m/s. Determine the centripetal force experienced by Jenny if her mass is equal to 45 kg. 2. Determine the centripetal force exerted on a stone of mass 2 kg which is...
For work that does not have a constant force Work = the definate intregral of ∫ f(x)dx, f(x) being the force. Acceleration = 9.8 m/s^2 Density of Water = 1000 kg/m^3 I put the bounds of my integral as being [0,12]. x is the depth of the bucket so x = 0 is the ...
velocity prior to disengagement from the pinion, said member so moving to mesh and unmesh the rack and pinion that said pivot of the rack moves approximately toward and from the point of cam and follower engagement of said device and rack to prevent substantial angular movements of the rack ...
position vector with respect to an origin on the axis of rotation (This axis is theτon the graphic). This is a vector with a magnitude of the distance from where the force is applied to the axis of rotation. It points from the axis of rotation toward the point where the force is ...