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| Hi friends; A relatively simple question on Barrier Potential of a p-n junction diode: The equation for the barrier potential is as follows: Vb = Vt loge(Na*Nd/square(n)) mV where Vt=KT/e This equation shows that the barrier potential is directly proportional to the temperature. So as temperature increases the barrier potential should increase. But in contradiction to this, I have found the following statement: " With increase in temperature, more minority charge carriers are produced, leading to their increased drift across the junction. As a result, equilibrium occurs at a lower barrier potential. It is found that the Vb decreases by about 2 mV/deegre celcius. " Please clarify the above, I will be grateful to you. Thank you Vaibhav | |
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| Look at it in this way Law of mass action states that the product of concentrations of electrons and holes is always constant at a fixed temperature (ni)^2=n*p where i is subscript Again this law is applicable to extrinsic semiconductors. The n in the denominator is actually (ni)intrinsic carrer concentration. Since you are increasing the temperature the value of (ni) will increase more as it is also temperature dependent. Hence reducing the value of the potential barrier Vb
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| btw if you don't mind me sidetracking a moment. would increasing the temperature of a diode cause it to produce electricity ?
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| then i should connect two diodes together and put one in the cold and one in the hot ? how do i connect them ? pn-pn, pn-np or np-pn ?
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But when connected to a proper ckt and proper biasing is done then the current flowing through the diode will depend on the supply and the temperature.
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IF you could practically heat one area and cool the other then current would flow. BUT in hte size of a regular PN junction this isn't really possible | |||
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