How to calculate force and acceleration in a space shuttle launch?

  • Thread starter runningirl
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    F=ma
In summary, the space shuttle is accelerating upward at 6 m/s/s and an 80 kg astronaut would experience a net force of 480 N during this acceleration. To calculate the force exerted by the seat on the astronaut, we can add the force due to gravity (80g N) to the net force of 480 N. In part c, we can use the equation F=ma to determine the acceleration rate, by subtracting the force due to gravity from the force exerted by the seat (2080 N - 80g N) and setting that equal to ma.
  • #1
runningirl
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Homework Statement



Right after clearing the launch tower, the space shuttle is accelerating upward at 6 m/s/s.

a) Calculate the net force on an 80 kg astronaut during this acceleration. \
b) Calculate the force that the seat must exert on the 80 kg astronaut during this acceleration.
c) A few seconds later in the flight, the seat is exerting a force of 2080 N on the astronaut. At what rate is the space shuttle accelerating?

Homework Equations



f=ma
x=vot+.5(at^2)

The Attempt at a Solution



a) f=ma
f=80(6)
f=480 N

i did not know how to solve parts b and c.
 
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  • #2
b) Without any acceleration at all, the seat exerts 80g N= 80(9.81) N on the astronaut. Add that to 480 N.

c) Subtract off 80g N and set that equal to ma. Solve for a.
 
  • #3
so far part a, i should do:

80(9.81) and then add that to 480
and why would i subtract 80 from 2080 N in part c?thanks so much!
 

Related to How to calculate force and acceleration in a space shuttle launch?

1. What is the meaning of f=ma?

F=ma is a mathematical equation that represents Newton's second law of motion. It states that the force (f) acting on an object is equal to the mass (m) of the object multiplied by its acceleration (a).

2. Why is f=ma important?

F=ma is important because it describes the relationship between force, mass, and acceleration, which are fundamental concepts in the study of motion and mechanics. It is also used in many equations and laws in physics, making it a crucial formula to understand.

3. How do you calculate f=ma?

To calculate f=ma, you need to know the mass of the object and its acceleration. You can then multiply the mass by the acceleration to find the force acting on the object.

4. Can f=ma be used for any type of motion?

Yes, f=ma can be used for any type of motion, whether it is linear, circular, or rotational. As long as there is a force acting on an object, this equation can be applied.

5. What are the units for f=ma?

The units for f=ma depend on the units used for force, mass, and acceleration. In the SI system, the unit for force is Newtons (N), the unit for mass is kilograms (kg), and the unit for acceleration is meters per second squared (m/s^2). Therefore, the units for f=ma would be kg*m/s^2 or N.

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