Electron Volt as a Unit of Energy

In discussing the motion of an electron in an atom, quantities like meters and kilograms and joules are awkwardly large. There is, however, a unit of energy that is particularly convenient for discussing many applications, including the motion of electrons in atoms. This unit of energy, called the electron volt (abbreviated eV), is the amount of energy an electron would gain if it hopped from the negative to the positive terminal of a 1 volt battery. The numerical value is

.........(1)

As an example, an electron in a cold (unexcited) hydrogen atom has a total energy of –13.6 eV. The fact that the electron's energy is negative means that the electron is bound to the proton–cannot escape.

The value –13.6 eV means that, in order to pull the electron out of the hydrogen atom, we would have to supply 13.6 eV of energy. In other words, the binding energy of the electron in a cold hydrogen atom is 13.6 eV. The number is 13.6 eV is much easier to discuss and remember than 2.1 6 × 10 ^{– 18}joules .

Another unit that is convenient for discussing atoms is the angstrom (abbreviated A^° ) which is 10 ^{– 8}cm or 10 ^{– 10} meters.

......(2)

A hydrogen atom has a diameter of 1 A^° and all atoms are approximately the same size. Even the largest atom, Uranium, has a diameter of only a few angstroms. In the hydrogen molecule ion, the separation of the protons is 1.07 A^° .

مواضيع ذات صلة

أصول عدم الانعكاس

الانعكاس يولد الانعكاس

الاحتمالية في الميكانيكا الإحصائية

القابلية للانعكاس وعدم القابلية للانعكاس

نظرة في تعددية الفيزياء

الاختزال وعدم القابلية للانعكاس

الواقعية العلمية وتغيير النظريات

نقص الإثبات ومذهب الذرائعية ومذهب الواقعية

مشكلة التمييز: متى يكون المنهج علميا؟

المنهج العلمي: من الاستقراء إلى التكذيب وما بعده

مناهج العلوم وثمارها

!Parity is not conserved