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Introduction to Health Physics: Fourth Edition - Ruang Baca FMIPA UB

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20 CHAPTER 2<br />

energy of the electron with respect <strong>to</strong> the anode is<br />

W = qV =−1.6 × 10 −19 C × (−1 V)<br />

= 1.6 × 10 −19 J<br />

This amount of energy, 1.6 × 10 −19 J, is called an electron volt and is symbolized by eV.<br />

Since the magnitude of the electron volt is convenient in dealing with the energetics<br />

of a<strong>to</strong>mic and nuclear mechanics, this quantity of energy is taken as a unit and is<br />

frequently used in health physics. Multiples of the electron volt are the keV (10 3 eV),<br />

the MeV (10 6 eV), and the GeV (10 9 eV).<br />

W EXAMPLE 2.7<br />

How many electron volts of energy correspond <strong>to</strong> the mass of a resting electron?<br />

Solution<br />

E = mc 2<br />

= 9.11 × 10 −31 kg ×<br />

= 81.99 × 10 −15 J<br />

<br />

3 × 10<br />

Since there are 1.6 × 10 −19 J<br />

eV ,<br />

8 m2<br />

E = 81.99 × 10−15 J<br />

1.6 × 10−19 = 0.51 × 10<br />

J<br />

eV<br />

6 eV.<br />

s<br />

It should be emphasized that, although the numerical value for the electron volt<br />

was calculated by computing the potential energy of an electron at a potential of 1<br />

V, the electron volt is not a unit of electrons or volts; it is a unit of energy and may<br />

be interchanged (after numerical correction) with any other unit of energy.<br />

W EXAMPLE 2.8<br />

How many electron volts of heat must be added <strong>to</strong> change 1 L of water whose<br />

temperature is 50 ◦ C <strong>to</strong> completely dry steam?

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