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Курсовая работа: Bipolar transistors

Название: Bipolar transistors
Раздел: Рефераты по коммуникации и связи
Тип: курсовая работа Добавлен 03:02:05 30 января 2003 Похожие работы
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6. Bipolar transistors

6.1. Device, constructive – technological features, circuit of insert

The bipolar transistor terms a three-electrode semiconductor device with two or more interacting electron-hole junction. In the transistor alternate as an electrical conductivity three regions of a semi-conductor, for what in a homogeneous semi-insulating substrate of silicon Si-i the methods of epiplanar technique shape regions of a collector, basis and emitter, (fig. 6.1). For it in a plate Si-n, employee by a collector, the method of a local diffusion (introduction of atoms of doping substance in a chip of a semi-conductor through some part of its surface) forms base region (Si-p). In this region also method of a local diffusion forms emitter region (Si-n) with high density of a donor dopant. On boundary region of emitter with base, and also on boundary of base region with collector are formed two electron-hole (p-n) junctions - emitter and collector (on a title of extreme regions of transistor structure).

Bipolar transistors

Fig. 6.1. Planar n-p-n structure of the bipolar transistor

The junctions appear interacting, if distance between them, called in breadth of basis Bipolar transistors, is smaller diffusion lengths of mobile carriers of a charge. The diffusion length Bipolar transistors is a distance, which transits an electron and vacant electron site from a moment of occurrence in a semi-conductor up to a moment of a recombination Bipolar transistors.

The area of collector junction always is more than the area of emitter junction. The region of the emitter should have higher electrical conductivity, than basis and collector. An impurity concentration in the region of the transistor owe corresponds as:

Bipolar transistors. (6.1)

Depending on the order of alternation of regions as an electrical conductivity distinguish structures p-n-p and n-p-n of types.

In a fig. 6.2 the structures p-n-p and n-p-n and their legend on circuitries are shown.

Bipolar transistors

Fig. 6.2. Flat one-dimensional model BT and legends

Bipolar transistors

Fig. 6.3. The circuits of insert of bipolar transistors

As a device of an electric circuit, transistor use by such fashion, that one of its electrodes is entering, and another-output. The third electrode is common concerning an input and exit. Depending on what electrode is common, distinguish three circuits of insert of the transistor: common-base (CB), common emitter (CE) and common collector (CC) (fig. 6.3).

6.2. Conditions of insert of the transistor. Static parameters.

Physical processes

By operation of the transistor the voltages from exterior power supplys are affixed to its electrodes. Depending on polarity voltages affixed to electrodes, each of p-n-junctions the transistor can be switched on in direct or in the opposite direction. Four conditions of insert of the transistor are possible.

The table 6.1

Title of junction

Insert

of junction

A title of a condition

of insert of the transistor

EJ

CJ

Backward

Backward

Condition a splitting contact

EJ

CJ

Direct

Direct

Condition of saturation

EJ

CJ

Direct

Backward

Fissile condition

EJ

CJ

Backward

Direct

Inverse condition

1. Condition a splitting contact . In a condition a splitting contact both p-n- junction are backswitched on (high-ohmic state of a section E-C). In electrodes of the transistor the thermal currents backswitched of junctions flow past which are static parameters of a condition the splitting contact. In each of three circuits of insert of the transistor these parameters have particular magnitudes. Their labels look like

for the circuit with CB - Bipolar transistors;

for the circuit with CE - Bipolar transistors;

for the circuit with CC - Bipolar transistors,

where the first index means an electrode, in which the current flows past;

the second index – circuit of insert;

the third index - requirement in the rest of the circuit:

о - absence of a current in the other electrode - no-load operation,

s - short-circuit in the rest of the circuit.

2. Condition of saturation. In a condition of saturation both p-n-junctions are directly switched on, the junctions saturated with mobile carriers of a charge, their resistances are small. The section E-C has high conductance and it is possible to consider it short-circuited.

Static parameters are the saturation currents in electrodes the transistor Bipolar transistors and residual voltages Bipolar transistors. A voltage ratio and currents relevant electrodes give magnitudes of resistances of saturation:

Bipolar transistors; Bipolar transistors.

3. Fissile condition . In a fig. 6.4 the flat one-dimensional model of the transistor is shown, which emitter junction is switched on in a forward direction, and collector junction - in backward. Such insert corresponds to a fissile condition, and the transistor has intensifying properties. The principle of operation of the transistor in a fissile condition grounded on use of the following phenomena:

- injection of majority carriers through emitter junction;

- transport of injected carriers through basis owing to diffusions and drift;

- recombination of nonequilibrium carriers in basis;

- extractions of carriers from basis in a collector by a region of collector junction.

The injection of carriers stipulates transiting through emitter p-n-junction of diffusive currents: hole Bipolar transistors and electronic Bipolar transistors.

In an external circuit of emitter the current of injection flows past

Bipolar transistors, (6.2)

where Bipolar transistors - hole current of injection of the emitter;

Bipolar transistors - electronic current of injection of the emitter.

For transistor structure p-n-p of a type the relation between admixtures in the emitter and basis is defined, as:Bipolar transistors. Therefore Bipolar transistors.

The relation between component of an emitter current is evaluated coefficient of injection

Bipolar transistors (6.3)

The injection of carriers from the emitter in basis rises density

minority carriers in basis. Their density on boundary of emitter junction for p-n-p of structure is defined by a relation

Bipolar transistors (6.4)

Appeared near to emitter junction in basis a charge of vacant electron sites almost instantaneous, during a dielectric relaxation Bipolar transistors seconds, is cancelled by a charge of electrons affluent in basis from a radiant Bipolar transistors. Circuit of a current the emitter - basis appears made and ensures course of an emitter current. Magnification near to emitter junction the electron concentrations and vacant electron sites are established by a lapse rate of densities nonequilibrium carriers in basis Bipolar transistors and Bipolar transistors.Under an operation of lapse rates densities there is a diffusive driving of nonequilibrium vacant electron sites and electrons through basis from the emitter to a collector.

Diffusion of vacant electron sites in basis is attended their recombination with by electrons. On place of recombined electrons in basis from the external circuits of a radiant Bipolar transistors act other electrons, establishing together with electrons leaving basis in the emitter, base current recombinations Bipolar transistors. As breadth of basis is much less diffusion lengths of carriers Bipolar transistors, a loss of carriers in basis at the expense of recombination is inappreciable, and current of a recombination Bipolar transistors on one, two order are less than a current Bipolar transistors.

The vacant electron sites injected by the emitter in basis and which have reached collector backswitched junction, get in its accelerating region and are thrown in region of a collector. The collector current Bipolar transistors is established: Bipolar transistors.

Process of transport of minority nonequilibrium carriers through basis is evaluated by a transport coefficient Bipolar transistors.Coefficientof transport depends from breadth of basis Bipolar transistors and diffusion length of vacant electron sites Bipolar transistors:

Bipolar transistors (6.5)

Than more vacant electron sites is injected by the emitter in basis, than more them extract a collector, augmenting a collector current. Therefore current Bipolar transistors is proportional to an emitter current and is termed current controlled of a collector, which in view of relations (6.3) and (6.5) is defined by a relation (6.6) also records as follows:

Bipolar transistors (6.6)

Bipolar transistors - is termed as an integrated (static) transmission factor current of emitter in a collector circuit and in view of relations (6.3), (6,5) is defined by the following formula:

Bipolar transistors. (6.7)

Opportunity of control of an output current of the transistor by change entering current is the important property of the bipolar transistor, allowing to use it as a fissile device of electronic circuits.

Except for a controllable part of a collector current Bipolar transistors, in an electrode

collector the unguided part of a current - thermal current backswitched of junction flows past. It is similar to a current backswitched of a crystal diode and consequently has received a title of a backward collector current Bipolar transistors.

index c means, that it - current backswitched of collector junction,

index b - the measurings occur in the circuit with CB,

index 0 - the measurings occur at Bipolar transistors =0, i.e. No-load operation on an input.

The direction of a backward collector current Bipolar transistors coincides with a direction of a controllable part of a collector current and consequently

Bipolar transistors. (6.8)

The current Bipolar transistors in a circuit of basis is guided towards to a base current of a recombination Bipolar transistors and base current of injection Bipolar transistors

Bipolar transistors. (6.9)

In an emitter circuit the current of injection is the total of a collector current Bipolar transistors and base current Bipolar transistors:

Bipolar transistors. (6.10)

The expressions (6.8) and (6.10) establish communication between currents of the transistor and valid for any circuit of insert.

The similar processes occur in n-p-n the transistor to that by variance, that instead of vacant electron sites it is necessary to speak about electrons and on the contrary. Positive directions of direct currents and supply voltages, relevant to a fissile condition, are shown in a fig. 6.3.

Reverse voltage affixed on collector junction, it is much more voltages directly switched of emitter junction, and the currents are equal emitter circuits and collector practically. Therefore load power established variable component collector current, appears much more power expended on control by a circuital current of the emitter, hence transistor has intensifying properties. These qualities in a combination to a small overall dimensions, high reliability, longevity and profitability have stipulated wide application of transistors in an electron technology.

Bipolar transistors

Fig. 6.4. Driving of carriers and currents in BT (fissile condition)

In the circuit with CE and CC (fig. 6.3) a current basises becomes control current, and the equation of a collector current (6.8) will be copied in the following aspect:

Bipolar transistors;

Bipolar transistors;

Bipolar transistors. (6.11)

where: Bipolar transistors - transmission factor of a base current in the circuit with CE:

Bipolar transistors - unguided part of a collector current in the circuit with CE, or through current of the transistor.

For the circuit with CC an output current is the emitter current. Therefore

Bipolar transistors

or

Bipolar transistors,whereBipolar transistors. (6.12)

4. Inverse condition. In an inverse condition emitter junction backswitched, and the collector junction is under direct voltage. Therefore in comparison with a fissile condition in an inverse condition the injection of carriers is carried out collector junction, and extractionsof carriers - emitter junction. Practically emitter and collector vary by functions and places in the circuit.

For the circuit with CB

Bipolar transistors. (6.13)

here Bipolar transistors - inverse coefficient of transmission.

As the area of emitter junction is much less than the area collector junction and Bipolar transistors, Bipolar transistors

For the circuit with CC

Bipolar transistors. (6.14)

For the circuit with CE

Bipolar transistors. (6.15)

6.3. Differential coefficient of transmission of a current

In the equation (6.7) for an integrated (static) transmission factor of an emitter current Bipolar transistors. Coefficient of injection Bipolar transistors the efficiency of emitter junction characterizes, and coefficient of diffusive transport Bipolar transistors characterizes processes in basis, diffusive transport and recombination of carriers, with which attends this process; coefficient M is inlet for the account of processes in collector junction and almost always M=1. The equation of a collector current Bipolar transistors, where Bipolar transistors is static parameter of fissile condition of insert (fissile condition), displays link between direct currents. Coefficient Bipolar transistors is defined by the formula Bipolar transistors and this formula displays link between stationary values of a control current Bipolar transistors and value of an output current Bipolar transistors.

For variable signals, which amplitude order much less grades of supply voltages, link between collector currents and emitter is defined by derivation of a relation (6.7) as functions two arguments in the conjecture Bipolar transistors =const, i.e.

Bipolar transistors, or

Bipolar transistors. (6.16)

Bipolar transistors - differential transmission factor of an emitter current in circuit with CB, which always is more than integrated coefficient Bipolar transistors.Calculations display, that at major levels of injection, when Bipolar transistors (see of the formula (6.1), (6.4)), derivative Bipolar transistors aspires to zero and Bipolar transistors.Therefore for the analysis of a major signal integrated (static) coefficient Bipolar transistors is always used.

In consequent viewing is not done variances between Bipolar transistors and Bipolar transistors.Using a label Bipolar transistors, but in each case the applications of these magnitudes should be remembered a level of injection.

6.4. Ebers-Moll’s model

Links between currents and voltages in the transistor for four conditions of insert are well compounded with convenient and clear mathematical Ebers-Moll’s model, grounded on a dual circuit consisting of two diodes (emitter and collector), switched on meeting, and two current sources mapping interaction of these diodes (fig. 6.5).

Bipolar transistors (6.17)

Bipolar transistors. (6.18)

where Bipolar transistors and Bipolar transistors - thermal currents emitter and collector junctions accordingly, metered at short-circuit on exit and input accordingly (Bipolar transistors =0 and Bipolar transistors =0).

Bipolar transistors. (6.19)

where Bipolar transistors and Bipolar transistors - back currents of emitter and collector junctions measured accordingly at abruption of a collector and the emitter. With the account (6.18), (6.19) relations (6.17) are conversed to an aspect

Bipolar transistors; (6.20)

Bipolar transistors; (6.21)

Bipolar transistors. (6.22)

Bipolar transistors

Fig. 6.5. Equivalent nonlinear Ebers-Moll’s model for BT

In computing methods of the analysis of transistor circuits with the help of a computer the wide circulation was received by nonlinear model of the Gummel-Pun’s transistor, which grounded on the solution of integrated relations for charges and links exterior electrical performances a charge in basis of transistor structure. It is very precise model explaining many physical effects, but its exposition needs major number of parameters, so for the analysis in a wide frequency range 25 parameters are necessary. The sequential simplification of Gummel-Pun’s model eventually reduces in the elementary Ebers-Moll’s model. Therefore at the analysis of the concrete circuits it is necessary to search for the reasonable compromise between an exactitude of the solution and complexity of model.

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