Ohm's Law and Its Application to Semiconductors

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SUMMARY

Ohm's Law, defined as R = V/I, applies differently to resistors and semiconductors. For resistors, resistance (R) remains constant, resulting in a linear relationship between voltage (V) and current (I). In contrast, semiconductors exhibit non-linear behavior, where resistance varies with voltage and current. While Ohm's Law can still be applied to semiconductors over short ranges, the concept of a load line is essential for understanding their non-linearity, which enables amplification and modulation effects.

PREREQUISITES
  • Understanding of Ohm's Law and its mathematical representation
  • Familiarity with electrical components, specifically resistors and semiconductors
  • Basic knowledge of load lines in electrical circuits
  • Introduction to calculus for analyzing non-linear relationships
NEXT STEPS
  • Study the concept of load lines in semiconductor circuits
  • Learn about non-linear resistance in semiconductor devices
  • Explore the application of calculus in electrical engineering
  • Investigate amplification techniques using semiconductor properties
USEFUL FOR

Electrical engineers, physics students, and anyone interested in the practical applications of Ohm's Law in semiconductor technology.

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The ohm law for electricity is given by R = V/I

Yesterday, my friend just took an experiment report to me which show the relation between R, V and I on a resistor and semiconductor separately. I saw that for resistor, R is almost a constant so V vs I is a straight line. However, for semiconductor, R is no longer a constant. My question is if I get a table to show a relation of V and I for a semiconductor, can I still apply R=V/I to calculate the resistance for difference I and V? What I am really confusing is in some textbook, it said the ohm law is R=V/I which gives a linear relation b/w V and I. So does it mean even I can use the same formula to calculate R but since it is no longer a linear relation, it is no longer the ohm law?
 
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Electrical resistance is notoriously non-linear, as the factors which define the resistance can actually change its value.

Ohms law shows that as the applied voltage across the resistor increases, the resistance increases. Yet, if the applied current increases than the resistance decreases.
 
What you are describing for the semi-conductor is called a load line, and shows the non-linearity between input voltage to output current and vice versa. It is this non-linearity which makes possible amplification and other effects such as modulation and oscillation. Ohm’s law is still applicable over short ranges of the load line, and the resistance at any point can be calculated either by calculus, or by drawing a tangent line to a point on the load line and calculating along the linear tangent line. The resistor can be considered as linear along the operating range of the resistor.
 

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