Two astronauts are conducting a repair mission in a zero-gravity vacuum environment. A massive 800 kg communication satellite is drifting in a straight line at a constant velocity of 1 m/s. An astronaut maneuvers in front of the satellite and attempts to stop it by pushing against it with her hands. She finds it extremely difficult to bring the satellite to a halt.
Based on the principles of mechanics, which of the following best explains why the weightless satellite is so difficult to stop?
- The satellite's significant mass provides a high degree of inertia, which strongly resists any changes to its constant velocity.Cevap
- BThe satellite's constant motion generates an active inertial force that continuously pushes against the astronaut to maintain its speed.
- CThe satellite is in a zero-gravity environment but retains its heavy weight, which creates the physical resistance the astronaut feels when pushing.
- DThe astronaut's push creates an equal and opposite reaction force from the satellite that cancels out her attempt to decelerate it.
Cevap
The satellite's significant mass provides a high degree of inertia, which strongly resists any changes to its constant velocity.
According to Newton's First Law, inertia is the property of an object that resists any change to its velocity. The amount of inertia an object possesses is directly proportional to its mass, regardless of gravitational pull. Therefore, an 800 kg satellite requires a significant force (or a prolonged period of time) to decelerate, purely because of its high mass and the resulting inertia.
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Newton's First Law (Inertia)