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The total thermal resistance of a power transistor and heat sink is 20°C/W. The ambient temperature is 25°C and (TJ)MAX=200°C. If VCE=4V, find the maximum collector current that the transistor can carry without destruction. What will be the allowed value of collector current if ambient temperature rises to 75°C?
  • a)
    3.67A
  • b)
    7.56A
  • c)
    2.19A
  • d)
    1.56A
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
The total thermal resistance of a power transistor and heat sink is 20...
PD =(TJ-TA)/ H
=200-75/20=6.25W.
Now, I= 6.25/4=1.56A.
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Most Upvoted Answer
The total thermal resistance of a power transistor and heat sink is 20...
Understanding Thermal Resistance
The total thermal resistance (Rθ) of the power transistor and heat sink is given as 20°C/W. This value indicates how much the temperature of the junction (TJ) will rise per watt of power dissipated.
Calculating Maximum Power Dissipation
1. Maximum Junction Temperature (TJ)MAX: 200°C
2. Ambient Temperature (TA): 25°C
3. Temperature Rise (ΔT): TJ - TA = 200°C - 25°C = 175°C
Using the formula for power (P) dissipated:
P = ΔT / Rθ
P = 175°C / 20°C/W = 8.75 W
Finding Maximum Collector Current (IC)
The collector current (IC) can be calculated using the formula:
P = VCE * IC
Where VCE is the voltage across the collector-emitter junction.
Rearranging gives:
IC = P / VCE
IC = 8.75 W / 4 V = 2.19 A
This indicates the maximum collector current at an ambient temperature of 25°C.
Considering Increased Ambient Temperature
Now, if the ambient temperature rises to 75°C:
1. New Temperature Rise (ΔT): TJ - TA = 200°C - 75°C = 125°C
2. New Power Dissipation:
P = ΔT / Rθ
P = 125°C / 20°C/W = 6.25 W
Calculating New Collector Current (IC)
Using the same formula for the new conditions:
IC = P / VCE
IC = 6.25 W / 4 V = 1.56 A
Conclusion
Thus, the allowed value of collector current when the ambient temperature is 75°C is 1.56 A, confirming that the correct answer is option 'D'.
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