A proton's potential energy as a function of distance x from an atomic nucleus, in nm, is given by the so called "Coulomb Potential" U(x) = 20 / x (keV). The proton is launched directly at the atom (assume the atom remains stationary) with kinetic energy 32 keV. Calculate how close the proton will get to the atom, in nm, before being reflected
A proton's potential energy as a function of distance x from an atomic nucleus, in nm, is given by the so called "Coulomb Potential" U(x) = 20 / x (keV). The proton is launched directly at the atom (assume the atom remains stationary) with kinetic energy 32 keV. Calculate how close the proton will get to the atom, in nm, before being reflected
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A proton's potential energy as a function of distance x from an atomic nucleus, in nm, is given by the so called "Coulomb Potential" U(x) = 20 / x (keV). The proton is launched directly at the atom (assume the atom remains stationary) with kinetic energy 32 keV. Calculate how close the proton will get to the atom, in nm, before being reflected
(Please answer to the fourth decimal place - i.e 14.3225)
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