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a hot metal of mass m specific heat cp and temperature t is immersed in a cooler liquid of mass m specific heat
1 do electron diffraction experiments give different information about crystals than can be obtained from x-ray
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1 could a differential scattering cross section defined as in 4-8 be used to describe very small angle a-particle
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a tv tube manufacturer is attempting to improve the picture resolution while keeping costs down by designing an
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a hydrogen atom is excited from a state with n 1 to one with n 4a calculate the energy that must be absorbed by the
a hydrogen atom in a state having a binding energy this is the energy required to remove an electron of 085 ev makes a
1 why is it necessary to use a differential operator in calculating the expectation value of p2 are there other
1 why does schroedinger quantum mechanics provide only statistical information in your opinion does this reflect a
1 why does the probability density function have to be everywhere real non-negative and of finite and definite value2
1 can there be solutions with e2 why is it never possible in classical mechanics to have e lt vx why is it possible in
1 if the eigenfunctions of a potential have definite parities the one of lowest energy always has even parity explain
1 in the n 3 state the probability density function for a particle in a box is zero at two positions between the walls
1 why do finite square wells have only a finite number of bound eigenvalues what are the characteristics of the unbound
exactly what is meant by the statement that the reflection coefficient is one for a particle incident on a potential
1 if a potential function has a discontinuity at a certain point do its eigenfunctions have discontinuities at that
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a from qualitative arguments make a sketch of the form of a typical unbound standing wave eigenfunction for a finite
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1 what is the fundamental reason why the size of the hydrogen atom in its ground state has the value it does2 for a
1 if a hydrogen atom were not at rest but moving freely through space how would the quantum mechanical description of