Does acceleration due to gravity increase or decrease in an elevator?

[you too]

how does the acceleration used in the formula f=ma change when the acceleration changes. you start at 9.8 m/s2. you get in an elevator or you move upward, changing the acceleration. how does acceleration due to gravity change? increase or decrease?

thanks

 

[Office_Shredder]

the acceleration due to gravity stays the same.

You have two forces, the normal force, and the gravitational force. The force of gravity continues to press downard with the same magnitude, but the normal force increases. This is why you move up (Note the total force is the sum of the forces)

 

[you too]

so an upward acceleration of say, one m/s2 would just be added to g? meaning total acceleration for f=ma would be 10.8?

 

[Office_Shredder]

No. Here's how it works. Your object starts with two forces, f_g, force of gravity, and f_n the normal force. The force of gravity has a downward acceleration of 9.8 m/s², which we'll call negative because we defined the y-axis to be positive pointing upwards, while the normal force starts with an upward acceleration of 9.8 This is why you don't move, because the net force F_net = f_n + f_g which means:

ma = mg + m(-g) = 0 implies a=0

So if you accelerate upwards with a magnitude of 1 m/s², the normal force increases so the acceleration of that force is g+1. This means
F_net = f_n + f_g gives us

ma = m(g+1) + m(-g) = m(g+1-g) = m

So a=1 m/2², as expected.

I think you should talk to your physics teacher about this, because you seem to a bit confused as to what net force is

 

[you too]

that was beautiful. much thanks.