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Find the average gate power dissipation (Pgav) when the maximum allowable gate power dissipation (Pgm) = 10 kW, with a duty cycle = 50 %.
- a)10 KW
- b)5 KW
- c)2.5 KW
- d)7 KW
Correct answer is option 'B'. Can you explain this answer?
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Most Upvoted Answer
Find the average gate power dissipation (Pgav) when the maximum allowa...
To find the average gate power dissipation (Pgav), we need to consider the maximum allowable gate power dissipation (Pgm) and the duty cycle.
The average gate power dissipation (Pgav) is given by the formula:
Pgav = Pgm * duty cycle
Given that Pgm = 10 kW and duty cycle = 50%, we can substitute these values into the formula to find the average gate power dissipation.
Calculation:
Pgm = 10 kW
Duty cycle = 50% = 0.5
Pgav = Pgm * duty cycle
Pgav = 10 kW * 0.5
Pgav = 5 kW
Therefore, the average gate power dissipation (Pgav) is 5 kW, which is the correct answer.
Explanation:
- The maximum allowable gate power dissipation (Pgm) is the maximum power that the gate can handle without getting damaged.
- The duty cycle represents the ratio of the ON time to the total time of one cycle.
- The average gate power dissipation (Pgav) is the average power dissipated by the gate over one cycle.
- The formula to calculate the average gate power dissipation is given by Pgav = Pgm * duty cycle.
- In this case, Pgm is given as 10 kW and the duty cycle is 50% or 0.5.
- Substitute these values into the formula to find the average gate power dissipation (Pgav).
- Simplifying the expression gives us Pgav = 10 kW * 0.5 = 5 kW.
- Therefore, the average gate power dissipation (Pgav) is 5 kW.
Summary:
The average gate power dissipation (Pgav) is found using the formula Pgav = Pgm * duty cycle. Given Pgm = 10 kW and duty cycle = 50%, substituting these values into the formula gives us Pgav = 5 kW. Therefore, option 'B' is the correct answer.
The average gate power dissipation (Pgav) is given by the formula:
Pgav = Pgm * duty cycle
Given that Pgm = 10 kW and duty cycle = 50%, we can substitute these values into the formula to find the average gate power dissipation.
Calculation:
Pgm = 10 kW
Duty cycle = 50% = 0.5
Pgav = Pgm * duty cycle
Pgav = 10 kW * 0.5
Pgav = 5 kW
Therefore, the average gate power dissipation (Pgav) is 5 kW, which is the correct answer.
Explanation:
- The maximum allowable gate power dissipation (Pgm) is the maximum power that the gate can handle without getting damaged.
- The duty cycle represents the ratio of the ON time to the total time of one cycle.
- The average gate power dissipation (Pgav) is the average power dissipated by the gate over one cycle.
- The formula to calculate the average gate power dissipation is given by Pgav = Pgm * duty cycle.
- In this case, Pgm is given as 10 kW and the duty cycle is 50% or 0.5.
- Substitute these values into the formula to find the average gate power dissipation (Pgav).
- Simplifying the expression gives us Pgav = 10 kW * 0.5 = 5 kW.
- Therefore, the average gate power dissipation (Pgav) is 5 kW.
Summary:
The average gate power dissipation (Pgav) is found using the formula Pgav = Pgm * duty cycle. Given Pgm = 10 kW and duty cycle = 50%, substituting these values into the formula gives us Pgav = 5 kW. Therefore, option 'B' is the correct answer.
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Community Answer
Find the average gate power dissipation (Pgav) when the maximum allowa...
To find the average gate power dissipation (Pgav) when the duty cycle is 50% and the maximum allowable gate power dissipation (Pgm) is 10 kW, we can use the formula:
Pgav = Pgm * Duty Cycle
where, Pgm = Maximum allowable gate power dissipation = 10 kW
Duty Cycle = 50% = 0.5
Pgav = 10 kW * 0.5
Pgav = 5 kW
Therefore, the average gate power dissipation (Pgav) is 5 kW, which corresponds to option B.
Pgav = Pgm * Duty Cycle
where, Pgm = Maximum allowable gate power dissipation = 10 kW
Duty Cycle = 50% = 0.5
Pgav = 10 kW * 0.5
Pgav = 5 kW
Therefore, the average gate power dissipation (Pgav) is 5 kW, which corresponds to option B.
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Find the average gate power dissipation (Pgav) when the maximum allowable gate power dissipation (Pgm) = 10 kW, with a duty cycle = 50 %.a)10 KWb)5 KWc)2.5 KWd)7 KWCorrect answer is option 'B'. Can you explain this answer?
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