In a coolidge tube, the potential difference used to accelerate the electrons is increased from 12.4 kV to 24.8 kV. As a result, the difference between the wavelength of Kα -line and minimum wavelength increases two-fold. The wavelength (in Å) of the Kα line is (hce=12.4 kVA)

In a coolidge tube, the potential difference used to accelerate the el

1.	In a coolidge tube, the potential difference used to accelerate the electrons is increased from 12.4 kV to 24.8 kV. As a result, the difference between the wavelength of Kα -line and minimum wavelength increases two-fold. The wavelength (in Å) of the Kα line is (hce=12.4 kVA)
Answer» In a coolidge tube, the potential difference used to accelerate the electrons is increased from $12.4 kV$ to $24.8 kV$ . As a result, the difference between the wavelength of $K_{α}$ -line and minimum wavelength increases two-fold. The wavelength (in $Å$ ) of the $K_{α}$ line is $(\frac{h c}{e} = 12.4 kVA)$

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In a coolidge tube, the potential difference used to accelerate the electrons is increased from 12.4 kV to 24.8 kV. As a result, the difference between the wavelength of Kα -line and minimum wavelength increases two-fold. The wavelength (in Å) of the Kα line is (hce=12.4 kVA)

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