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           The gap between the top of the valence band and bottom of the conduction band is called the energy band gap (Energy gap Eg). It may be large, small, or zero, depending upon the material.<br />Case I: One can have a metal either when the conduction band is partially filled and the balanced band is partially empty or when the conduction and valance bands overlap. When there is overlap electrons from valence band can easily move into the conduction band. This situation makes a large number of electrons available for electrical conduction. When the valence band is partially empty, electrons from its lower level can move to higher level making conduction possible. Therefore, the resistance of such materials is low or the conductivity is high.<br />      CB<br />          CB<br />VB          VB                                                                                                                  Overlap<br /> <br />Case II:  In this case, as shown in Fig. A large band gap Eg exists (Eg > 3 eV). There are no electrons in the conduction band, and therefore no electrical conduction is possible. Note that the energy gap is so large that electrons cannot be excited from the valence band to the conduction band by thermal excitation. This is the case of insulators.<br /> <br /> CB<br /> <br /> Eg(>3 eV)<br /> <br />          VB<br />Case III: This situation is shown in Fig.  Here a finite but small band gap (Eg < 3 eV) exists. Because of the small band gap, at room temperature some electrons from valence band can acquire enough energy to cross the energy gap and enter the conduction band. These electrons (though small in numbers) can move in the conduction band. Hence, the resistance of semiconductors is not as high as that of the insulators.<br /> CB<br />  Eg(<3 eV)<br /> VB<br />Semiconductors<br />Based on the purity, semiconductors are classified into two types,<br />1. Intrinsic semiconductor and<br />2. Extrinsic semiconductor.<br />Intrinsic semiconductor<br />A semiconductor which is pure and contains no impurity is known as an intrinsic semiconductor. Example: pure germanium (Ge) and silicon (Si).<br /> Each Si and Ge atom is surrounded by four nearest neighbours. We know that Si and Ge have four valence electrons. In its crystalline structure, every Si or Ge atom tends to share one of its four valence electrons with each of its four nearest neighbour atoms, and also to take share of one electron from each such neighbour. These shared electrons pairs are referred to as forming a covalent bond.<br />Fig. Intrinsic semiconductor<br />As the temperature increases, more thermal energy becomes available to these electrons and some of these electrons may break–away (becoming free electrons contributing to conduction). The thermal energy effectively ionizes only a few atoms in the crystalline lattice and creates a vacancy in the bond.  <br />The neighbourhood, from which the free electron (with charge –q) has come out leaves a vacancy with an effective charge (+q). This vacancy with the effective positive electronic charge is called a hole. The hole behaves as an apparent free particle with effective positive charge.<br />An intrinsic semiconductor will behave like an insulator at T = 0 K as shown in Fig. It is the thermal energy at higher temperatures (T > 0K), which excites some electrons from the valence band to the conduction band. These thermally excited electrons at T > 0 K, partially occupy the conduction band. Therefore, the energy-band diagram of an intrinsic semiconductor will be as shown in Fig. Here, some electrons are shown in the conduction band. These have come from the valence band leaving equal number of holes there.<br />In intrinsic semiconductors, the number of free electrons, ne is equal to the number of holes, nh. That is ne = nh = ni<br />Where ni is called intrinsic carrier concentration.<br />
Semi conductors

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Semi conductors

  • 1. The gap between the top of the valence band and bottom of the conduction band is called the energy band gap (Energy gap Eg). It may be large, small, or zero, depending upon the material.<br />Case I: One can have a metal either when the conduction band is partially filled and the balanced band is partially empty or when the conduction and valance bands overlap. When there is overlap electrons from valence band can easily move into the conduction band. This situation makes a large number of electrons available for electrical conduction. When the valence band is partially empty, electrons from its lower level can move to higher level making conduction possible. Therefore, the resistance of such materials is low or the conductivity is high.<br /> CB<br /> CB<br />VB VB Overlap<br /> <br />Case II: In this case, as shown in Fig. A large band gap Eg exists (Eg > 3 eV). There are no electrons in the conduction band, and therefore no electrical conduction is possible. Note that the energy gap is so large that electrons cannot be excited from the valence band to the conduction band by thermal excitation. This is the case of insulators.<br /> <br /> CB<br /> <br /> Eg(>3 eV)<br /> <br /> VB<br />Case III: This situation is shown in Fig. Here a finite but small band gap (Eg < 3 eV) exists. Because of the small band gap, at room temperature some electrons from valence band can acquire enough energy to cross the energy gap and enter the conduction band. These electrons (though small in numbers) can move in the conduction band. Hence, the resistance of semiconductors is not as high as that of the insulators.<br /> CB<br /> Eg(<3 eV)<br /> VB<br />Semiconductors<br />Based on the purity, semiconductors are classified into two types,<br />1. Intrinsic semiconductor and<br />2. Extrinsic semiconductor.<br />Intrinsic semiconductor<br />A semiconductor which is pure and contains no impurity is known as an intrinsic semiconductor. Example: pure germanium (Ge) and silicon (Si).<br /> Each Si and Ge atom is surrounded by four nearest neighbours. We know that Si and Ge have four valence electrons. In its crystalline structure, every Si or Ge atom tends to share one of its four valence electrons with each of its four nearest neighbour atoms, and also to take share of one electron from each such neighbour. These shared electrons pairs are referred to as forming a covalent bond.<br />Fig. Intrinsic semiconductor<br />As the temperature increases, more thermal energy becomes available to these electrons and some of these electrons may break–away (becoming free electrons contributing to conduction). The thermal energy effectively ionizes only a few atoms in the crystalline lattice and creates a vacancy in the bond. <br />The neighbourhood, from which the free electron (with charge –q) has come out leaves a vacancy with an effective charge (+q). This vacancy with the effective positive electronic charge is called a hole. The hole behaves as an apparent free particle with effective positive charge.<br />An intrinsic semiconductor will behave like an insulator at T = 0 K as shown in Fig. It is the thermal energy at higher temperatures (T > 0K), which excites some electrons from the valence band to the conduction band. These thermally excited electrons at T > 0 K, partially occupy the conduction band. Therefore, the energy-band diagram of an intrinsic semiconductor will be as shown in Fig. Here, some electrons are shown in the conduction band. These have come from the valence band leaving equal number of holes there.<br />In intrinsic semiconductors, the number of free electrons, ne is equal to the number of holes, nh. That is ne = nh = ni<br />Where ni is called intrinsic carrier concentration.<br />