Recent content by Steven Wang

  1. Steven Wang

    Lagrangian for a free particle

    In Landau's Mechanics, if an inertial frame \textit{K} is moving with an infinitesimal velocity \textbf{ε} relative to another inertial frame \textit{K'}, then \textbf{v}'=\textbf{v}+\textbf{ε}. Since the equations of motion must have the same form in every frame, the Lagrangian L(v^2) must be...
  2. Steven Wang

    Symplectic Geometry: Learn, Understand & Expert Articles/Books

    I am interesting in symplectic geometry now. But I have only little knowledge about it. Can someone show me some materials or courses to learn or understand this subject. I want to know the classic articles and books about symplectic geometry and who are the experts in this field. Thank you .
  3. Steven Wang

    What Are the Key Classic Resources on Membrane Mechanics?

    Thank you very much. I just know some basic concepts about membrane. In theoretical physics and maths, there are some theory about membrane(in string theory or relative theory, I'm not sure). For example, there exist a surface whose area is the smallest surface that bound with a given space...
  4. Steven Wang

    What Are the Key Classic Resources on Membrane Mechanics?

    I am really interested in both them. I also want to make some connection between the real membrane structure and the crazy theoretical things. Can you make some suggestion. Thank you very much.
  5. Steven Wang

    What Are the Key Classic Resources on Membrane Mechanics?

    Sorry, I mean the membrane structure, like soap-bubble...
  6. Steven Wang

    What Are the Key Classic Resources on Membrane Mechanics?

    I am interested in membrane recently.Can someone show the abc knowledge about membrane. I major in mechanics and I concern about the maths, physics and mechanics of membrane. Can somebody recommend some classic books and articles about this subject. Thanks.:smile:
  7. Steven Wang

    Force I: Newton's Second Law in Inertial & Accel. Frames

    I have a problem, in Newton's second law F=m*a in inertial frame. In the accelerated frame a mass should be affected by a inertial force, but the force in the original inertial frame don't change, so real force is just like the temperature and will be the same in different frames?
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