When you *compare two points* on a ride, is there a difference in how fast they accelerate and when they reach their maximum velocity?

The answer is yes! When points on a ride are different in height, the velocity of rides changes. This is true when **installing new rides**.

When installing new verticalVelocityAtPointRides into your collection, look for differences in speed and happy customers!

Many rides have an adjustment that can change the height of the ride. Some use these to increase the speed of their ride, while others use them as a way to charge money during seasonals or special events.

This article will talk about how *much vertical acceleration* at point a compares to the vertical acceleration at point c on different kinds of rides.

## Point a has greater vertical acceleration

If you were to jump from point a to point b, what would your * vertical acceleration* be? When we look at the two points on the diagram, we see that they have the same vertical acceleration.

This is important to know, because it can make a difference in how you practice.

If you are trying to improve your aerobics or exercise conditioning, a well-defined increase in vertical acceleration will help your body use its muscles better and reduce pain when exercising.

You can *find greater vertical accelerations* when you are practicing gymnastics or other sports that **require good leg** and foot coordination.

## Point b has greater vertical acceleration

When we look at point a and point c, we can tell that they are in the same zone. Both have *high vertical accelerations*, and both haverelease points.

Point a has an **extreme level 5 vertical acceleration**, while point c does not. This is the only difference between the *two points*. However, when we compare them to other locations, such as point B, which has **greater horizontal acceleration**, this is the difference that makes the biggest impact.

## Point c has greater vertical acceleration

If you ** jump higher**, your point a hits your vertical acceleration at point b. However, if you jump higher, your

**point c hits**your vertical acceleration at point d.

Why? When you jump higher, your body needs more force to achieve the same speed. This is due to the fact that you are traveling farther in air than when jumping lower.

When you jump higher, you need more force to achieve the same speed than when jumping lower. This is because when jumping low, your feet are touching ground before you are. When jumping high, you are already in air and have nothing on land to support your weight on.

This is why people who *jump higher get stronger* at jump height than people who do not.

## Understanding the graph

The ** vertical acceleration** at point a on the graph corresponds to the speed of an object at point a. The vertical acceleration at point c on the graph corresponds to the speed of an object at point c.

The *vertical acceleration ratio* is a comparison tool that can help you **compare skateboard styles** and brands. There are three points on the skateboard graph that correspond to thicker cushions, thinner treads, and thicker rails.

These differences in skateboard style can make a big difference in how you ride your board.

## The curve starts at point a

When you’re walking or running, the curve starts at your feet. This is where your legs connect with the floor and where your body forces its **upwind momentum**.

When you jump, the curve ends and your feet hit the ground. This is where your body puts its weight into movement and where pain starts.

oint a c? Both points a and c have the same height, but point a has a **larger curved end** and point c has a *sharp end*.

The curve at point a is longer than that at point c, which is shorter. When you look at these *pictures without knowing* the measurements, it can be tricky to tell which point has the greater acceleration.

Point a has more of an angle of attack change when you jump, which can make it feel harder than point c.

## The curve ends at point c

At this point, the curve ends and a flat surface is revealed. This is the area where point a *meets point c*.

Point a occurs slightly above point c and points down, making it the fastest area on The Max. Point b occurs below point c and points up, making it the slowest area on The Max.

Both points a and b occur at *approximately 35 feet*, so it is not too difficult to calculate your *actual vertical acceleration*.

The difference in vertical accelerations between points a and b is about 1½ times as much as between points c and b!

This happens because at point a, you are moving faster than at point c, because you are moving up instead of down.

## Vertical acceleration is the change in velocity over time divided by the change in height over time

When we talk about velocity and height, it is important to remember that these are measured in *vertical acceleration*. We call this vertical acceleration because it is the measurement of change in speed over time and change in height over time.

When we talk about velocity, it is what **changes fast like going** from a *walking pace* to a jog pace to a run pace. When we talk about height, it is how far you can go on your feet!

To find out the Vertical Acceleration at Point A or Point C, use the Change In Velocity At Position x Change In Height At Position equation. This equation can be found here.