X-rays are produced in an X-ray tube at a giv | vedclass

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(B) In an $X$-ray tube,when electrons are accelerated through a potential difference $V$,they possess a maximum kinetic energy $K_{max} = eV$. When th

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$\lambda_{min}$ to $\infty$,where $\lambda_{min} > 0$

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(B) In an $X$-ray tube,when electrons are accelerated through a potential difference $V$,they possess a maximum kinetic energy $K_{max} = eV$. When these electrons strike the target,they produce continuous $X$-rays due to Bremsstrahlung radiation. The maximum energy of an emitted photon corresponds to the case where the electron loses all its kinetic energy in a single collision,given by $E_{max} = h
u_{max} = \frac{hc}{\lambda_{min}} = eV$. Thus,the minimum wavelength is $\lambda_{min} = \frac{hc}{eV}$. Since the electron can lose any amount of energy from $0$ to $eV$ in various collisions,the emitted $X$-ray photons can have any wavelength from $\lambda_{min}$ to $\infty$. Therefore,the range of wavelengths for continuous $X$-rays is $\lambda_{min}$ to $\infty$.

$X$-rays are produced in an $X$-ray tube at a given accelerating voltage. The wavelength of the continuous $X$-rays will be in the range of .......

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