Question #136543
To what value can RE be reduced without transistor going into saturation. Given : Vcc = 5V, Rc = 1kΩ, RB = 22kΩ, RE = 2.2kΩ, -VEE = -5V.
1
Expert's answer
2020-10-05T10:54:58-0400

Let β=100\beta = 100 and VRE=3.9VV_{RE} = 3.9 V

IE=VEERE+RBβ=2.06mAI_E = \frac{V_{EE}}{R_E + \frac{R_B}{\beta}} = 2.06 mA

VC=VCCICRC=2.94VV_C = V_{CC} - I_CR_C = 2.94 V


At saturation, VC(sat)=VE(sat)V_{C(sat)} = V_{E(sat)}

IC(sat)=VCCVC(sat)RC=10mAI_{C(sat)} = \frac{V_{CC}-V_{C(sat)}}{R_C} = 10 mA


(RE)min=VREIE(sat)=390Ω(R_{E})_{min} = \frac{V_{RE}}{I_{E(sat)}} = 390 \Omega


ΔRE=2200390=1810Ω\Delta R_E = 2200 - 390 = 1810\Omega




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