If the incident electrons in Coolidge tube are accelerated through a potential of V volt, then the maximum frequency of continuous X-rays will be
V
hV
$\frac{e V}{h}$
$\frac{h}{e V}$

Question

If the incident electrons in Coolidge tube are accelerated through a potential of V volt- then the maximum frequency of continuous X-rays will beVhVdisplaystyle frac-eV-h-displaystyle frac-h-eV-

Toppr Admin · Accepted Answer

Energy gained by an electron by being accelerated by a voltage V-E-eVThis energy is completely used to generate X-rays-Energy of radiation is given by-E-h-x3BD-Comparing the two- we get-x3BD-eVh-xA0-

If the incident electrons in Coolidge tube are accelerated through a potential of V volt, then the maximum frequency of continuous X-rays will beVhVeVhheV

Energy gained by an electron by being accelerated by a voltage V:E=eVThis energy is completely used to generate X-rays.Energy of radiation is given by:E=hνComparing the two, we get:ν=eVh

If the incident electrons in Coolidge tube are accelerated through a potential of V volt, then the maximum frequency of continuous X-rays will be
V
hV
$\frac{e V}{h}$
$\frac{h}{e V}$

Energy gained by an electron by being accelerated by a voltage V:
$E = e V$
This energy is completely used to generate X-rays.
Energy of radiation is given by:
$E = h ν$
Comparing the two, we get:
$ν = \frac{e V}{h}$