How do you find the minimum height of a loop?

How do you find the minimum height of a loop?

u03b1 r.I.u03b1 / where u03b1 is the angular acceleration , I the moment of inertia , and r the radius .

What is the formula of minimum height?

u03b1 r.I.u03b1 / where u03b1 is the angular acceleration , I the moment of inertia , and r the radius .

How do you find the height of a loop?

This means that, in order for the ball to make it all the way around the loop, it must start at a height at least half a radius above the top of the loop, or 2.5 radii above the ground.

What is the minimum height required for the ball to make an entire loop?

Thus we have found the speed required to complete a loop the loop of radius r. For example, if the loop had a 4 metre diameter (2 metre radius) then the velocity required to complete the loop would be v sqrt{5times gtimes 2}sqrt{10g}approx 9.9.

What is the formula for minimum height?

u03b1 r.I.u03b1 / where u03b1 is the angular acceleration , I the moment of inertia , and r the radius .

What is the formula for height?

So, H/S h/s. For example, if s1 meter, h0.5 meter and S20 meters, then H10 meters, the height of the object.

How do you find the minimum height for a loop?

How to find the maximum height of a projectile?

  • if u03b1 90 then the formula simplifies to: hmax h + Vu2080xb2 / (2 * g) and the time of flight is the longest.
  • if u03b1 45 then the equation may be written as:
  • if u03b1 0 then vertical velocity is equal to 0 (Vy 0), and that’s the case of horizontal projectile motion.

How much height is needed to loop the loop?

This means that, in order for the ball to make it all the way around the loop, it must start at a height at least half a radius above the top of the loop, or 2.5 radii above the ground.

How do you find the loop in physics?

2 The circular vertical loop At any given part of the frictionless roller coaster, the centripetal acceleration is thus given by ac v2/r 2gh/r where h is the distance from the highest point of the roller coasters and r is the local radius of curvature.

How do you find the maximum height of an equation?

So, H/S h/s. For example, if s1 meter, h0.5 meter and S20 meters, then H10 meters, the height of the object.

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