Recent content by Rick2015

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    Heat Transfer maximum current a wire can carry

    The thickness is the critical radius of insulation r_critical = k/h. Heat = amp x volt
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    Heat Transfer maximum current a wire can carry

    It heats the wire. Friction is involved but to this problem it is not take in consideration. The length of the wire determine the current flow.
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    Heat Transfer maximum current a wire can carry

    Homework Statement A copper wire has a diameter of 204.3 mil (1 mil = 0.001 in) and a resistance per unit length of 8.31x10^-4 ohm/m. The wire is coated with plastic insulation with thermal conductivity k = 0.20 W/(m K). The upper temperature limit of the plastic is 400 K. The air surrounding...
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    HCl Energy and Angular Momentum ?

    B = hbar^2 / 2 I
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    HCl Energy and Angular Momentum ?

    Ok. Thanks So B = hbar/2I And for the angular momentum: Lz = Mj hbar but if J = 1 ; M = -1, 0, 1 right? lost again? because if I just use 1 I will have Lz = hbar
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    HCl Energy and Angular Momentum ?

    The bond distance for HCl is 1.29 A. At the lowest rotational state the energy is zero. What is the energy and angular momentum Lz corresponding to the first nonzero rotational state? I m not sure if I am approaching this problem right. first I did 1.2 A = 8.3 x 10^7 cm^-1 Then I used this...
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    Wavelength, period of vibration in seconds

    yes. it is the wavelength. But I am getting m^2
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    Wavelength, period of vibration in seconds

    < Mentor Note -- thread moved to HH from the technical physics forums, so no HH Template is shown > Okay, I am having trouble with the units. I have the values for the wavenumber and I am trying to find the period. These are the formulas that I am trying. T = 1/f ; f = c/lambda example...
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    Energy Eigenstates inside a one-dimension box

    Thank you! That is what I thought but wasn't sure if the "fit" was a trick statement.
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    Energy Eigenstates inside a one-dimension box

    How many energy eigenstates can "fit" inside a one-dimension box of length L?
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