Calculating Semiconductor Resistance

In summary, the conversation discusses finding the resistance of a bar of Silicon at 300K and how it is affected by doping concentrations. It is suggested to first find the conductivity, which depends on the mobility of both electrons and holes. The appendix in the text may provide information on this.
  • #1
asdfmosin
14
0
Hello All;
This is a question I found in semiconductors and devices by Kanaan Kano.

Basically, the volume of a bar of Silicon is given at 300 K [1x0.01x0.2 cm]. How would you find the resistance of the bar if it is intrinsic.

Also, what will be the new resistance after doping of 10^15 donors. What about doping of 10^15 Acceptors ?
 
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  • #2
The resistance of the bar depends on the conductivity. And the conductivity depends on the doping concentration. So first find the conductivity. You need mobility of both electrons and holes for this. See if you can find this in text's appendix
 

Related to Calculating Semiconductor Resistance

1. What is semiconductor resistance?

Semiconductor resistance is a measure of how difficult it is for an electric current to pass through a semiconductor material. It is affected by factors such as the type of material, temperature, and impurities present.

2. How is semiconductor resistance measured?

Semiconductor resistance is typically measured using a device called a multimeter, which applies a small voltage across the semiconductor and measures the resulting current. The resistance can then be calculated using Ohm's Law, R = V/I.

3. What are some common applications of semiconductor resistance?

Semiconductor resistance is used in a wide range of electronic devices, including transistors, diodes, and integrated circuits. It is also an important factor in the design and operation of electronic circuits, as it can affect the efficiency and performance of the device.

4. How does temperature affect semiconductor resistance?

Temperature has a significant impact on semiconductor resistance. As the temperature increases, the resistance of the material decreases due to the increased mobility of charge carriers. This effect is utilized in thermistors, which use temperature-dependent resistance to measure temperature.

5. Can semiconductor resistance be controlled?

Yes, semiconductor resistance can be controlled to some extent by adjusting the material properties and conditions, such as doping levels, temperature, and applied voltage. This is an important aspect of semiconductor device design and optimization for specific applications.

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