How does weight relate to force / power in a jump?
Extra weight will increase force because force = acceleration x mass, BUT more weight is harder to accelerate. What is the relationship between weight and actual force production? This gets even more confusing when considering power (power = force x velcoity).
The following two graphs show how mass related to mean force and power development in a single counter-movement jump, for roughly 500 tests in our database;
According to our database of tests and the pearson product correlation, athlete weight is somewhat related to force and power output in a jump.
I think that the relationship that is seen here is mostly due to the wide variety of groups in our testing database. We have tested a lot of high level athletes as well as some younger athletes, I see two main groups by looking at the above graphs and I'm not convinced that weight makes much difference within them - weight only makes a difference between them.
It would be more interesting to see this type of information with a homogenous group of athlete's. I'll work on that for another day.
The following two graphs show how mass related to mean force and power development in a single counter-movement jump, for roughly 500 tests in our database;

According to our database of tests and the pearson product correlation, athlete weight is somewhat related to force and power output in a jump.I think that the relationship that is seen here is mostly due to the wide variety of groups in our testing database. We have tested a lot of high level athletes as well as some younger athletes, I see two main groups by looking at the above graphs and I'm not convinced that weight makes much difference within them - weight only makes a difference between them.
It would be more interesting to see this type of information with a homogenous group of athlete's. I'll work on that for another day.


