Problem on Galilean transformation

Thread starter arque
Start date Apr 29, 2013
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Galilean Galilean transformation Transformation

In summary, the Galilean transformation is a mathematical formula used to describe the relationship between coordinates of an event in one inertial reference frame to that of another inertial reference frame. It is important in predicting and understanding the behavior of objects in motion and forms the basis for classical mechanics. However, it has limitations in that it only applies to situations with small relative velocities and does not account for gravity or acceleration. It is widely used in physics, engineering, and technology applications. It cannot be extended to non-inertial reference frames and more complex models must be used for such cases.

Apr 29, 2013

arque

Help please. I can't find what am I missing. The solution is in the attachment.
Thanks in advance.

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Apr 29, 2013

arque

Solved. The thread can be removed.

1. What is the Galilean transformation?

The Galilean transformation is a mathematical formula that describes the relationship between the coordinates of an event in one inertial reference frame to the coordinates of that same event in another inertial reference frame that is moving at a constant velocity relative to the first frame.

2. Why is the Galilean transformation important?

The Galilean transformation is important because it allows us to understand and predict the behavior of objects in motion. It also forms the basis for classical mechanics and is a fundamental concept in special relativity.

3. What are the limitations of the Galilean transformation?

The Galilean transformation only applies to situations where the relative velocities between two frames are much smaller than the speed of light. It also does not account for the effects of gravity or acceleration.

4. How is the Galilean transformation used in physics?

The Galilean transformation is used in many areas of physics, including classical mechanics, electromagnetism, and fluid dynamics. It is also used in engineering and technology applications, such as in the design of airplanes and satellites.

5. Can the Galilean transformation be extended to non-inertial reference frames?

No, the Galilean transformation only applies to inertial reference frames. To describe the relationship between events in non-inertial reference frames, we must use more complex mathematical models, such as the Lorentz transformation in special relativity.