Introducing Classical Mechanics for Beginners

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Discussion Overview

The discussion revolves around finding introductory resources for classical mechanics, specifically focusing on the Lagrange and Hamilton formalism. Participants share their experiences and recommendations for suitable materials, considering the background knowledge of the original poster.

Discussion Character

  • Exploratory
  • Homework-related

Main Points Raised

  • One participant seeks recommendations for introductory resources on Lagrange and Hamilton formalism, expressing that existing materials are too advanced given their current knowledge of mathematics and physics.
  • Another participant provides a link to a PDF resource that may be helpful.
  • A third participant suggests a Harvard course document as a good starting point and mentions plans to develop a website on mechanics.
  • The original poster acknowledges the Harvard document as excellent but raises concerns about copyright issues with using materials from that site.
  • There is a mention of the mathematics section being less developed than the physics section in the Harvard resources.

Areas of Agreement / Disagreement

Participants generally agree on the usefulness of the Harvard document, but there is no consensus on the best resources available, as some materials are considered too advanced for the original poster.

Contextual Notes

Participants express varying levels of comfort with the mathematical prerequisites for understanding the recommended resources, indicating that some foundational knowledge may be necessary to fully engage with the materials.

Kalimaa23
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Greetings,

My academic year draws to an end. I was hoping to prepare some of my 2nd year courses. Especially classical mechanics.

So I was wondering if anyone could recommend a site that would allow me to get a good intoduction into the Lagrange/Hamilton formalism.

I already found a graduate course on the subject, but find it a bit out of my league. With no knowledge of partial differential equations it is rather hard to follow, especially if all these things are considered "trivial" :wink:

I have a good grasp of Linear Algebra (up to hermitian an symmetric operators), multivariable calculus and Newtonian mechanics, to give you an idea of the level I'm looking for.

-Thanks in advance
 
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Originally posted by Dimitri Terryn
Greetings,

My academic year draws to an end. I was hoping to prepare some of my 2nd year courses. Especially classical mechanics.

So I was wondering if anyone could recommend a site that would allow me to get a good intoduction into the Lagrange/Hamilton formalism.

I already found a graduate course on the subject, but find it a bit out of my league. With no knowledge of partial differential equations it is rather hard to follow, especially if all these things are considered "trivial" :wink:

I have a good grasp of Linear Algebra (up to hermitian an symmetric operators), multivariable calculus and Newtonian mechanics, to give you an idea of the level I'm looking for.

-Thanks in advance

I think this document

www.courses.fas.harvard.edu/~phys16/handouts/textbook/ch5.pdf

is a great place to start. Also - During the summer I plan on building the mechanics section to my web site

www.geocities.com/physics_world/

Feel free to e-mail me on anything at peter.brown46@verizon.net. It'll help guide me in deciding what to include and at what level etc. We can help each other in this respect.

Pete
 
Thank yoy both.

Tom, the one you found is exactly the one I already have. It is a bit out of my league, but I'll give it a shot anyway.

Pete, what you have seems just fine. I'll keep in tocuh.
 
I stand corrected, the Harvard one is EXCELLENT! Exactly what I was looking for.

Their whole server is packed with courses and textbooks like this...
The mathematics section does seem a little less developped than the physics one, but there are some interesting things there.

The trouble is, that just using their stuff on your site will probably violate half a dozen copyright regulations

I'll keep looking for more, and if anything else comes up I'll post it up on this thread.
 

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