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CBSE Class 12-science Answered

Explain the principle of a Velocity Selector
Asked by Topperlearning User | 18 May, 2015, 02:11: PM
answered-by-expert Expert Answer

Let us consider an ion beam having charge +q and velocity begin mathsize 11px style straight v with rightwards arrow on top end style moving along x-direction under the combined influence of uniform electric field begin mathsize 11px style straight E with rightwards arrow on top end style acting along y-axis and a uniform magnetic field begin mathsize 11px style straight B with rightwards arrow on top end style along z-axis.

  

                                               

 

In other way we have,begin mathsize 11px style straight v with rightwards arrow on top space equals space straight v straight i with hat on top comma space straight E with rightwards arrow on top space equals space straight E straight j with hat on top space and space space straight B with rightwards arrow on top space equals space straight B straight k with hat on top end style

Due to electric field the ion beam experiences a force,

Due to magnetic field the ion beam experiences a force,              

Thus, electric and magnetic forces are in opposite directions.

 If the values of begin mathsize 11px style straight E with rightwards arrow on top end style and begin mathsize 11px style straight B with rightwards arrow on top end style are so adjusted that the magnitudes of the two forces are equal, the two equal and opposites forces will nullify each other. The result is that the net force acting on ion beam will become zero and the beam will travel along a straight line without suffering any deviation.

This happens when   q E = B qv

This condition can be used to select charged particle of a particular velocity out of a beam containing charges moving with different speeds. Because for a given pair of electric and magnetic field ions with a particular velocity will go undeviated and all other ions are deflected. Such an arrangement is called velocity selector.

Answered by | 18 May, 2015, 04:11: PM

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