Define alpha and beta and write relation between them
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⭐Alpha and beta
Transistors current gain is given the Greek symbol of Beta, ( β ). As the emitter current for a common emitter configuration is defined as Ie = Ic + Ib, the ratio of Ic/Ie is called Alpha, given the Greek symbol of α. Note: that the value of Alpha will always be less than unity. Then to summarise a little.
⭐Relation between alpha and beta
The terms Alpha and Beta refer to BJTs, Bipolar Junction Transistors. In these devices current leaves the emitter and crosses to the base and most is diverted towards the collector. The remainder leaves the base terminal.
Using a convenient notation, Ie = Ic + Ib
So Ib = Ie - Ic
Alpha is the proportion of Ie that flows to the collector,
ɑ = Ic/Ie ————— Definition
So Ic = ɑ Ie
Also Ib = Ie - ɑ Ie = Ie(1 - ɑ)
Beta is the current gain, the ratio of Ic to Ib.
β = Ic/Ib ————— Definition
Substituting in this definition for Ib and Ic
β = (ɑ Ie)/ Ie(1 - ɑ)
Cancelling Ie leaves:
β = ɑ/(1 - ɑ) ——————Q.E.F.
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Here's your answer⤵⤵⤵
⭐Alpha and beta
Transistors current gain is given the Greek symbol of Beta, ( β ). As the emitter current for a common emitter configuration is defined as Ie = Ic + Ib, the ratio of Ic/Ie is called Alpha, given the Greek symbol of α. Note: that the value of Alpha will always be less than unity. Then to summarise a little.
⭐Relation between alpha and beta
The terms Alpha and Beta refer to BJTs, Bipolar Junction Transistors. In these devices current leaves the emitter and crosses to the base and most is diverted towards the collector. The remainder leaves the base terminal.
Using a convenient notation, Ie = Ic + Ib
So Ib = Ie - Ic
Alpha is the proportion of Ie that flows to the collector,
ɑ = Ic/Ie ————— Definition
So Ic = ɑ Ie
Also Ib = Ie - ɑ Ie = Ie(1 - ɑ)
Beta is the current gain, the ratio of Ic to Ib.
β = Ic/Ib ————— Definition
Substituting in this definition for Ib and Ic
β = (ɑ Ie)/ Ie(1 - ɑ)
Cancelling Ie leaves:
β = ɑ/(1 - ɑ) ——————Q.E.F.
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