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Loke said:i tried ady...but i still can't find it...3rd equation got 2 unknown Ib and Vbe...i just don't know how to solve it without the type of transistor given...can you help me to figure it out?
Loke said:ermmm...can you solve it with kirchhoffs law because i haven study schokley diode law... i cannot apply it on my work yet.
Loke said:Teacher only taught me silicon transistor,Vbe=0.7 and germanium transistor,Vbe=0.3 ...but i don't know can assume one ^^? ...and in this question both type of transistor is not given that's why i don't know how to proceed..:(
Loke said:ohh... thanks...i ask u 1 more question...if let say you don't assume Vbe=0.7...can you actually find an answer? I'm wondering.
Loke said:As long as the question does not provide the type of transistor,then we just assume it to be Vbe=0.7 ...am i right? i meant other than this question also?...
stevenb gave a good answer. Also, you can think of the base-to-emitter path as similar to a diode. As long as there is something providing voltage between the base and emitter, it will (usually) be about 0.7V.Loke said:As long as the question does not provide the type of transistor,then we just assume it to be Vbe=0.7 ...am i right? i meant other than this question also?...
Loke said:Determine IB, IC, IE, VCE and VCB in Figure 8 for the following values:
RB = 5 k ohm, RE = 500 ohm , VBB = 3.0 V, VCC = 20 V and Bdc = 80
problems:
-If i assume the Vbe in this question also = 0.7...i still can't solve it right away...can u help me figure it out?
-can i assume IC=IE...so IE=BdcIB ...any idea?
attempt at solution:
VBB-IBRB-VBE-IERE=0
VCC-VCE-IERE=0
VBE=0.7
IC=BdcIB
In Figure 7, IB represents the base current, IC represents the collector current, IE represents the emitter current, VB represents the base voltage, and VC represents the collector voltage in a circuit.
To solve for IB, IC, IE, VB, and VC in Figure 7, you will need to use Ohm's Law and Kirchhoff's Current Law. You will also need to consider the values of the resistors, the input voltage, and the transistor's characteristics.
Bdc=40 in Figure 7 represents the biasing voltage for the transistor. This value is important because it determines the operating point of the transistor and affects its performance.
Changing the value of Bdc in Figure 7 will affect the values of IB, IC, IE, VB, and VC according to Ohm's Law and Kirchhoff's Current Law. The values of the currents and voltages will change proportionally to the changes in Bdc.
Yes, Figure 7 can be used to solve for other variables such as the base-emitter voltage, collector-emitter voltage, and the base resistor value. However, additional equations and information may be needed to solve for these variables.