Maximum Power Gain of Microwave Transistor Formula

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Maximum Power Gain of a Microwave Transistor is the frequency at which the transistor operates optimally. Check FAQs
Gmax=(fTCf)2ZoutZin
Gmax - Maximum Power Gain of a Microwave Transistor?fTC - Transit Time Cutoff Frequency?f - Power Gain Frequency?Zout - Output Impedance?Zin - Input Impedence?

Maximum Power Gain of Microwave Transistor Example

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Here is how the Maximum Power Gain of Microwave Transistor equation looks like with Values.

Here is how the Maximum Power Gain of Microwave Transistor equation looks like with Units.

Here is how the Maximum Power Gain of Microwave Transistor equation looks like.

3.4E-5Edit=(2.08Edit80Edit)20.27Edit5.4Edit
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Maximum Power Gain of Microwave Transistor Solution

Follow our step by step solution on how to calculate Maximum Power Gain of Microwave Transistor?

FIRST Step Consider the formula
Gmax=(fTCf)2ZoutZin
Next Step Substitute values of Variables
Gmax=(2.08Hz80Hz)20.27Ω5.4Ω
Next Step Prepare to Evaluate
Gmax=(2.0880)20.275.4
Next Step Evaluate
Gmax=3.38E-05
LAST Step Rounding Answer
Gmax=3.4E-5

Maximum Power Gain of Microwave Transistor Formula Elements

Variables
Maximum Power Gain of a Microwave Transistor
Maximum Power Gain of a Microwave Transistor is the frequency at which the transistor operates optimally.
Symbol: Gmax
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.
Transit Time Cutoff Frequency
Transit Time Cutoff Frequency is related as the time taken for charge carriers (electrons or holes) to transit through the device.
Symbol: fTC
Measurement: FrequencyUnit: Hz
Note: Value should be greater than 0.
Power Gain Frequency
Power Gain Frequency refers to the frequency at which the power gain of the device begins to decrease.
Symbol: f
Measurement: FrequencyUnit: Hz
Note: Value should be greater than 0.
Output Impedance
Output Impedance refers to the impedance, or resistance, that a device or circuit presents to the external load connected to its output.
Symbol: Zout
Measurement: Electric ResistanceUnit: Ω
Note: Value should be greater than 0.
Input Impedence
Input Impedence is the equivalent impedance or resistance that a device or circuit presents at its input terminals when a signal is applied.
Symbol: Zin
Measurement: Electric ResistanceUnit: Ω
Note: Value should be greater than 0.

Other formulas in Transistor Amplifiers category

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fmax=fco2RdRs+Ri+Rg
​Go Transconductance in Saturation Region in MESFET
Gm=g0(1-Vi-VGVp)
​Go Maximum Frequency of Oscillation
fmax o=vs2πLc

How to Evaluate Maximum Power Gain of Microwave Transistor?

Maximum Power Gain of Microwave Transistor evaluator uses Maximum Power Gain of a Microwave Transistor = (Transit Time Cutoff Frequency/Power Gain Frequency)^2*Output Impedance/Input Impedence to evaluate the Maximum Power Gain of a Microwave Transistor, The Maximum Power Gain of Microwave Transistor formula is defined as the frequency at which the transistor operates optimally. Maximum Power Gain of a Microwave Transistor is denoted by Gmax symbol.

How to evaluate Maximum Power Gain of Microwave Transistor using this online evaluator? To use this online evaluator for Maximum Power Gain of Microwave Transistor, enter Transit Time Cutoff Frequency (fTC), Power Gain Frequency (f), Output Impedance (Zout) & Input Impedence (Zin) and hit the calculate button.

FAQs on Maximum Power Gain of Microwave Transistor

What is the formula to find Maximum Power Gain of Microwave Transistor?
The formula of Maximum Power Gain of Microwave Transistor is expressed as Maximum Power Gain of a Microwave Transistor = (Transit Time Cutoff Frequency/Power Gain Frequency)^2*Output Impedance/Input Impedence. Here is an example- 3.4E-5 = (2.08/80)^2*0.27/5.4.
How to calculate Maximum Power Gain of Microwave Transistor?
With Transit Time Cutoff Frequency (fTC), Power Gain Frequency (f), Output Impedance (Zout) & Input Impedence (Zin) we can find Maximum Power Gain of Microwave Transistor using the formula - Maximum Power Gain of a Microwave Transistor = (Transit Time Cutoff Frequency/Power Gain Frequency)^2*Output Impedance/Input Impedence.
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