What Is the Intrinsic Carrier Density at 440 K?

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To find the intrinsic carrier density at 440 K for a semiconductor with effective masses of n- and p-carriers at 0.067me and 0.48me, respectively, and a bandgap of 1.45 eV, one must use the appropriate equations related to semiconductor physics. The discussion highlights a lack of initial understanding of the topic, suggesting that users should research the formula for intrinsic carrier density online. The conversation emphasizes the importance of familiarizing oneself with semiconductor equations to solve the problem effectively. Overall, the intrinsic carrier density can be calculated using the effective masses and bandgap information provided. Understanding these concepts is crucial for solving related semiconductor problems.
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Homework Statement



The effective masses of n- and p-carriers in a semiconductor are given by mn* = 0.067me and mp* = 0.48me respectively. The gap width of the semiconductor is 1.45 eV. Use this information to find the intrinsic carrier density at 440 K.

Homework Equations



I have no idea.

The Attempt at a Solution



I obviously had no attempt because I didn't know where to start.
 
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I suggest looking up the equation. It is very easy to find. Just google "intrinsic carrier density". Good luck.
 

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