Constant velocity of the mass center

In summary, the conversation discusses two problems, one where the velocity of the mass center is constant and the other where it is not. The person asks why gravity is considered in one problem but not the other, and it is explained that gravity is an external force and one problem takes place in outer space while the other occurs on Earth.
  • #1
cipotilla
31
0
I have attached two very simple problems with their solutions. In the first problem the velocity of the mass center is not constant while in the second it is.

From my understanding, the mass center of a object that explodes continues to move as if the object had not exploded and if there are zero forces acting on it the velocity of the mass center is constant.

In problem 14.1 (the second page) the object has zero external forces, so I understand why the velocity is constant but in problem 14.16 (second page) we use the gravity acceleration to calculate the velocity of the oject even though there are zero external forces. Why do you consider the gravity in one problem and not in the other one?

Thanks.
 

Attachments

  • Constant V for mass center.pdf
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  • #2
cipotilla said:
In problem 14.1 (the second page) the object has zero external forces, so I understand why the velocity is constant but in problem 14.16 (second page) we use the gravity acceleration to calculate the velocity of the oject even though there are zero external forces.
Gravity is an external force.

Why do you consider the gravity in one problem and not in the other one?
One explosion presumably occurs in outer space where there is no gravity, while the other occurs on the earth.
 
  • #3
That makes sense! Thanks!
 

Related to Constant velocity of the mass center

1. What is constant velocity of the mass center?

The constant velocity of the mass center refers to the motion of an object where the speed and direction of the object remain constant over time. This means that the object is moving at a steady pace in a straight line without changing its speed or direction.

2. How is the constant velocity of the mass center calculated?

The constant velocity of the mass center can be calculated by dividing the displacement of the object by the time taken for the displacement to occur. In other words, it is the change in position of the object divided by the time taken for that change to occur.

3. What factors can affect the constant velocity of the mass center?

The constant velocity of the mass center can be affected by external forces such as friction, air resistance, or the force of gravity. These forces can cause the object to accelerate or decelerate, thus changing its velocity.

4. Why is constant velocity of the mass center important in physics?

The concept of constant velocity of the mass center is important in physics because it is a fundamental principle of motion. It helps us understand the behavior of objects in motion and can be used to make predictions about their future motion.

5. How does constant velocity of the mass center differ from average velocity?

Constant velocity of the mass center refers to the velocity of an object at a specific moment in time, while average velocity is the overall velocity of an object over a period of time. In other words, constant velocity is the instantaneous velocity, while average velocity is the total displacement divided by the total time.

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