User blog:GreyFang82/KCC:SP CryingGirls Stops A Speeding Bus

So your well known Latino Stand User Jose Cruz stops a bus going at "Highway speeds" from hitting a bunch of kids on the street. The KE is not gonna be impressive enough to warrant a calculation but this can scale to Crying Girl's lifting strength.

The most lightest bus used that is (Type C) has a curb weight of 14,910 lb from Blue Bird. Which is 6763.0622 kg.

Highway speeds tend to vary, but since this is being done intentionally by the driver we'll assume a 70 mph bus. 70 mph = 31.2928 m/s

Crying Girls from it's maximum range (10 meters) to almost hitting Jose himself is the distance it takes before the bus reaches a velocity of zero.

Initial Velocity = 31.2928 m/s, Final Velocity is 0 m/s, Distance at which the bus reaches final velocity = 10 meters.

Acceleration of the Bus needs to be found.

Equation needed is -> Final Velocity ^ 2 = (Initial Velocity ^ 2) + (2 x Acceleration) x (The Change in Distance)

We want the final velocity to be zero so we plug that in...

0 = (Initial Velocity ^ 2) + (2 x (Acceleration)) x (The Change in Distance)

We subtract the initial velocity on both sides...

- (Initial Velocity ^ 2) = (2 x (Acceleration)) x (The Change in Distance)

Keep in mind we want the acceleration by itself so we divide both sides by 2 x (The Change in distance)....

- (Initial Velocity ^ 2) / 2 x (The Change in Distance) = Acceleration

Plug in the values and we get...

- (31.2928) ^ 2 / 2 (10) = -48.9619666 m/s^2

Now the force needed to reduce the initial velocity to zero, is found with the equation...

Force = mass x acceleration

6763.0622 x -48.9619666 = -331132.826 newtons, this is the negative force being acted on the bus in order to stop it, so we can make the value positive and we find the force Crying Girls put on the Bus to stop it. Which is 331132.826 newtons or 33766.15 kg (3.376615 x 10^4) or Class 50 lifting strength.

This scales to Skullcrusher Mountain for being able to physically overpower Crying Girls.