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Bipolar Junction Transistor Circuit Analysis EE314.

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Presentation on theme: "Bipolar Junction Transistor Circuit Analysis EE314."— Presentation transcript:

1 Bipolar Junction Transistor Circuit Analysis EE314

2 Chapter 13: Bipolar Junction Transistors 1.Large signal DC analysis 2.Small signal equivalent 3.Amplifiers BJT Transistor Circuit Analysis

3 Circuit with BJTs Our approach: Operating point - dc operating point Analysis of the signals - the signals to be amplified Circuit is divided into: model for large-signal dc analysis of BJT circuit bias circuits for BJT amplifier small-signal models used to analyze circuits for signals being amplified Remember !

4 Large-Signal dc Analysis: Active-Region Model Important: a current-controlled current source models the dependence of the collector current on the base current The constrains for I B and V CE must be satisfy to keep BJT in the active-mode V BE forward bias V CB reverse bias ? ?

5 Large-Signal dc Analysis: Saturation-Region Model V BE forward bias V CB forward bias ? ?

6 Large-Signal dc Analysis: Cutoff-Region Model V CB reverse bias V BE reverse bias ? ? If small forward-bias voltage of up to about 0.5 V are applied, the currents are often negligible and we use the cutoff-region model.

7 Large-Signal dc Analysis: characteristics of an npn BJT

8 Large-Signal dc Analysis Procedure: (1) select the operation mode of the BJT (2) use selected model for the device to solve the circuit and determine I C, I B, V BE, and V CE (3) check to see if the solution satisfies the constrains for the region, if so the analysis is done (4) if not, assume operation in a different region and repeat until a valid solution is found This procedure is very important in the analysis and design of the bias circuit for BJT amplifier. The objective of the bias circuit is to place the operating point in the active region. Bias point – it is important to select I C, I B, V BE, and V CE independent of the  and operation temperature. Example 13.4, 13.5, 13.6

9 Large-Signal dc Analysis: Bias Circuit From Example 13.6 Remember: that the Q point should be independent of the   stability issue) V BB & V CC provide this stability, however this impractical solution Other approach is necessary to solve this problem-resistor network V BB acts as a short circuit for ac signals

10 Large-Signal dc Analysis: Four-Resistor Bias Circuit Thevenin equivalent Equivalent circuit for active-region model Solution of the bias problem: Input Output

11 Small-Signal Equivalent Circuit Thevenin equivalent Small signal equivalent circuit for BJT: and

12 Common Emitter Amplifier Find voltage gain: First perform DC analysis to find small-signal equivalent parameters at the operating point. Find input impedance:

13 Common Emitter Amplifier Find power gain: Find current gain Find output impedance:

14 Problem 13.13: Suppose that a certain npn transistor has V BE = 0.7V for I E =10mA. Compute V BE for I E = 1mA. Repeat for I E = 1µA. Assume that V T = 26mV.

15 Problem 13.14: Consider the circuit shown in Figure P Transistors Q 1 and Q 2 are identical, both having I ES = A and β = 100. Calculate V BE and I C2. Assume that V T = 26mV for both transistors. Hint: Both transistors are operating in the active region. Because the transistors are identical and have identical values of V BE, their collector currents are equal.

16 Problem 13.50: The transistors shown in Figure P13.50 operate in active region and have β = 100, V BE =0.7V. Determine I C and V CE for each transistor. I1I1 I E2 V BE

17 I I1I1 IEIE Problem 13.52: Analyze the circuit of Figure P13.52 to determine I C and V CE. IBIB ICIC

18 Problem 13.45: Analyze the circuits shown in Figure P13.45 to determine I and V. For all transistors, assume that β = 100 and |V BE | = 0.7V in both the active and saturation regions. Repeat for β = 300.

19 Problem 13.45: Contd.

20 I1I1 Problem 13.67: Consider the emitter-follower amplifier of Figure P Draw the dc circuit and find I CQ. Next, determine the value of r π. Then, calculate midband values for A v, A voc, Z in, A i, G and Z 0.

21 npn BJTs – Practical Aspects

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