How can I improve the legibility of my homework post for better responses?

In summary, the conversation is about a student asking for help on a problem related to Poisson bracket relations. However, the student's post is illegible and the expert suggests that they should make more effort in presenting their work clearly in order to receive helpful responses.
  • #1
Apashanka das
32
0

Homework Statement

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Homework Equations

The Attempt at a Solution

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From Poisson bracket relation I have arrived at this point
Can anyone please suggest to proceed further
 

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  • #2
You are probably not getting any meaningful responses because your post is illegible. You didn’t take care to write neatly, and you didn’t even bother to square up your camera to the pages.

FYI, the people helping you here are all volunteers. When they see a post like this, with no effort to make it legible, they tend to simply move on to help someone else who has shown a little more effort and is therefore more likely to benefit. Better still, they would prefer to see your work done in Latex so that they can easily read, quote, and edit.

It isn’t against the rules to make hard to read photos, but it also isn’t against the rules to choose to answer someone else’s question instead of yours. You are competing for expert attention with other students all of whom are equally deserving as you but some of whom are more considerate.

I am closing this thread. You are welcome to post with more consideration.
 
Last edited:
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Likes Orodruin

1. What is a canonical transformation?

A canonical transformation is a mathematical transformation that preserves the equations of motion of a system. It is used to transform one set of variables into another set that simplifies the description of the system.

2. What is the purpose of a canonical transformation?

The purpose of a canonical transformation is to simplify the description of a system by transforming it into a new set of variables that are easier to work with. It is often used in physics and engineering to simplify complex systems.

3. How is a canonical transformation different from other types of transformations?

A canonical transformation is unique in that it preserves the symplectic structure of a system, meaning it conserves the Hamiltonian and maintains the equations of motion. Other types of transformations may change the equations of motion or the Hamiltonian.

4. Can a canonical transformation be reversed?

Yes, a canonical transformation can be reversed. The inverse transformation can be used to go back to the original set of variables. However, the new set of variables may not always be as simple as the original set.

5. What are some applications of canonical transformation?

Canonical transformations are used in various fields such as classical mechanics, thermodynamics, and quantum mechanics to simplify complex systems. They are also used in the study of Hamiltonian dynamics and in the development of new mathematical techniques.

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