Recent content by EmmaLemming

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    Use the density of the liquid to estimate the radius of a neon atom.

    Homework Statement Neon is a monatomic gas; Density = 0.900 kg.m-3 Pressure = 1 atm Temperature = 273K. Density of liquid neon = 1207 kg.m-3 (i) Calculate the volume occupied by one gram mole of neon at a temperature of 273 K and a pressure of 1 atm. (ii) Determine the atomic...
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    Atomic density of argon in liquid and gas form

    Yaaay :) Thanks very much for your help.
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    Atomic density of argon in liquid and gas form

    I did, 40/(6.02 x 1023) = 6.64 x 10-23 kg, to get the mass of one argon atom. Now that I think about it though should it be, 0.04/(6.02 x 1023) = 6.64 x 10-26 kg.
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    Atomic density of argon in liquid and gas form

    Hello :) Thanks for you're help So for part (a) could I just divide the atomic density by the mass? I've seen before that atomic mass, 40, can be written as 0.04kg however I thought, mass = M/avagadro = 6.64 x 10^-23kg Which mass do I use? :s
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    Atomic density of argon in liquid and gas form

    Homework Statement Argon (atomic weight 40) exists as a monatomic gas at room temperature and pressure. The density of liquid argon is 1784 kg m−3. (a) Calculate the atomic density (atoms m−3) in liquid argon. (b) Calculate the atomic density (atoms m−3) in gaseous argon at a pressure...
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    Finding the wavelength from the work function in photoemission

    Okay, so I assume that minimum energy is 0 and then write, hc/σ = λ I get, λ = 5.4 x 10-7 m That seems reasonable , right? I don't know the answer to your last question.
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    Finding the wavelength from the work function in photoemission

    Homework Statement a) Write down the formula that relates the maximum electron energy, Emax. to the frequency of the incident light in the photoelectric effect. b) Calculate the maximum wavelength of light for which photoemission occurs for light incident on a metal whose workfunction...
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    General solution to a 2nd order differential

    oh dear.. So do I have to find out what C and D are? ... How? And I put "= 1" on the RHS because ∂2f(x,t)/∂x∂t = xt I thought integration of 'xt' wrtx and then t equates to 1..? Is that incorrect?
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    General solution to a 2nd order differential

    Ahh is it really that simple? Awesome :) I thought there was more to it than that. I get, f(x,t) = 1/4(x2t2) + Ct + D = 1 Does that seem reasonable? Do I need to do anything else? Thank you for your help :)
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    General solution to a 2nd order differential

    General solution to a 2nd order differential :( Homework Statement What is the general solution of ∂2f(x,t)/∂x∂t = xt ? Homework Equations The Attempt at a Solution I have no idea, I tried to follow an example out of the book but it was quite different to this question. Do...
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    Advanced Vecor calculus - Cross Product

    I thought that but I don't know how to write it out like that.. Is my lecturer correct in his definiton of the x-component? and if so do you know how he got it to be that? and yes ^ means cross product I didn't want any confusion with multiplication.
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    Advanced Vecor calculus - Cross Product

    Homework Statement For arbitrary vector fields A and B show that; ∇ ^ (A^B) = (∇ . B)A - (∇.A)B + (B.∇)A - (A.∇)B Homework Equations where (A.∇)B = ((A.∇)Bx, (A.∇)By, (A.∇)Bz) and (A.∇)f = Ax δf/δx + Ay δf/δy + Az δf/δz = (Ax, Ay, Az)( δf/δx, δf/δy, δf/δz)f The Attempt at a...
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    Normalization of a wavefunction

    Sorry if I'm being slow and thanks for your help. but would one of the sections be an integral between a and -a ? Do I do that and then integrate between -∞ and ∞?
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    Normalization of a wavefunction

    I don't know. This is just a guess would it be, between 0 and a ∫ A sin (3∏x/a) dx This is where I get confused, because I thought to do this question all I have to do is square the wavefunction and integrate between -∞ and ∞. Is there another step before hand?
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    Normalization of a wavefunction

    Ah ok, I thought the wave function wouldn't exist outside of the square well so the wave function would be zero..? I got the sin (3∏x/a) wavefunction given to me in the question so I just took it as true.
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