Recent content by lepori

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    Reference Data Requirements: What Do I Need?”

    2 reference letters which should evaluate your scientific qualifications for a doctorate at ETH Zurich. Preferably hand in letters with original signatures and complete reference data of the authors. here is in german: 2 Empfehlungsschreiben in denen Ihre wissenschaftliche Qualifikation I am...
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    Reference Data Requirements: What Do I Need?”

    yes, it is original english..
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    Reference Data Requirements: What Do I Need?”

    I am requarid to submit reference letter with complite reference data (of my recomendator) could you tell me what dose reference data means? Is it just list of publications of something else? o_O
  4. L

    News Russian opposition leader, a Putin critic shot dead

    You can, If you kill enough :smile: In Sovie Union all public movement were stopped by killing leaders?.. :)
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    Calculating Time to Reach End of Tunnel in Earth's Centerless Tunnel

    Homework Statement suppose there is tunnel through the Earth which dose not cross center. If the drop object in this tunnel, how many time it takes to reach end of tunnel? earth is perfect sphere, there is no friction too Giving data: Earth mass and radius Homework EquationsThe Attempt at a...
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    Calculating Average of COS2X over a Sphere

    we have a function: G(t)=cos(x)^2+sin(x)^2*cos(wt) X is angle between two vector, if the vectors direction is random, then averaging over all directions would be yield G(t) = 1/3 +2/3*cos(wt) /////////// I just do not understand, how to get it :)
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    Calculating Average of COS2X over a Sphere

    in fact, my question is - how can I take average over sphere?..
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    Calculating Average of COS2X over a Sphere

    hi, how can I calculate average of cos2x ? I want to take average over a sphere I tried to do like this: <cos2X>= 1/2π ∫cos2xdx and I get 1/2 but in my books, wrote that average of cos2x , taken over a sphere, is 1/3
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    A 3D harmonic oscillator is thermal equilibrium

    I solved this problem like that: Molecules in thermal equilibrium have the same average energy associated with each independent degree of freedom of their motion and that the energy is 1/2*K*T A 3D harmonic oscillator has 6 degrees of freedom [3 - 3D movement , 2 - rotational, 1 vibrational]...
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    A 3D harmonic oscillator is thermal equilibrium

    Bruce, Bill thank you
  11. L

    A 3D harmonic oscillator is thermal equilibrium

    hay guys, A three-dimensional harmonic oscillator is in thermal equilibrium with a temperature reservoir at temperature T. Finde The average total energy of the oscillator I have no idea, how can I solve this problem, can you hint me please:rolleyes:
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