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What are the limitations of ohm's law ?
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Although Ohm’s law is an important principle in the field of electronics, it cannot be considered as an actual physical law. We know that as per ohm’s law voltage / current = a constant and that constant is the resistance. But the resistance does not remain constant all the time. When the current passes through a material, it heats up. When the temperature of the material changes, the resistance changes. So when the resistance changes, and we divide the voltage across the resistor by the current passing through it, we will not get the same numbers always.

Ohm’s law is applicable and valid for many materials. But there are some materials that do not support the ohm’s law. Some materials and devices which are used in electric circuits do not have the proportionality between voltage and current. For Example, consider a diode and plot a graph between voltage and current. When the value of voltage is marked in the reverse direction by keeping the magnitude fixed, it produces the current with different magnitude in the opposite direction. The relationship between the voltage and current is not linear. 

Limitations of Ohm’s Law - Class 12

For Example when we p- n junction diode is forward biased, initially the current rises slowly even though the voltage increases and the current rises rapidly. Non – linear elements do not support ohm’s law. Thyristor and electric arc are examples for this. Materials like Ga As produces more than one value of V for the same value of current.

Limitations of Ohm’s Law - Class 12

 Consider a water voltameter. Here although the voltage is increased the current increases only after a certain value of voltage. Ohm’s law is not applicable for unilateral networks. The conductors which does not obey ohm’s law is called Non – Ohmic Conductors. Semi – conductors like Germanium and silicon do not obey Ohm’s law.Other examples include transistor, vacuum tubes, diode and triode valve. The circuits which consists of non - ohmic conductors are known as Non – Ohmic Circuits. Ohm’s law is valid only when the temperature and other physical parameters do not affect the resistance of the metals conductors.

Another example is incandescent bulb. The tungsten filament which is present in the bulb is heated up when the voltage increases, the resistance of the wire changes. So the bulb filament does not support ohm’s law. The law is not applied for LED, which is a light emitting diode.
 

Summary

  • George Simon Ohm stated the Ohm’s law. He stated that the electric current flowing through a wire will be directly proportional to the potential difference across the ends when the temperature remains constant. That constant is the resistance. V = I R

  • As per ohm’s law voltage / current = a constant. The resistance of a material changes when the temperature changes. So when the resistance changes, the ratio of the voltage across the resistor and the current passing through it will not be a constant. We will not get the same numbers always.

  • Non – linear elements and unilateral networks do not support ohm’s law. Examples are diodes, transistor etc. The conductors which does not obey ohm’s law is called Non – Ohmic Conductors. Incandescent bulb do not support ohm’s law.

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FAQs on Limitations of Ohm’s Law - Class 12

1. What is Ohm's Law?
Ans. Ohm's Law states that the current flowing through a conductor is directly proportional to the voltage across it, provided its temperature and other physical conditions remain constant. It can be mathematically expressed as I = V/R, where I is the current, V is the voltage, and R is the resistance.
2. What are the limitations of Ohm's Law?
Ans. Ohm's Law has certain limitations: 1. Ohm's Law is applicable only to conductors that have a constant resistance, temperature, and physical conditions. It does not hold true for non-linear devices like diodes or transistors. 2. Ohm's Law assumes that the resistance is independent of the applied voltage or current. However, in some cases, the resistance may vary with the voltage or current, especially in devices like thermistors. 3. Ohm's Law does not consider the effects of capacitance and inductance in circuits. These components can introduce phase differences between current and voltage, making Ohm's Law invalid for AC circuits. 4. Ohm's Law assumes that the conductor is linear and obeys the principle of superposition. In reality, the behavior of conductors can deviate from linearity at high voltages or currents. 5. Ohm's Law does not account for the presence of internal resistance in voltage sources like batteries or power supplies. The actual voltage across the load may differ due to the voltage drop across the internal resistance.
3. Does Ohm's Law apply to all types of circuits?
Ans. No, Ohm's Law is not applicable to all types of circuits. It is primarily valid for simple DC circuits consisting of linear, constant resistance components. Ohm's Law does not hold true for circuits involving non-linear devices like diodes, transistors, or complex AC circuits with capacitors and inductors. These components introduce additional complexities such as phase differences, reactance, and impedance, which cannot be accounted for by Ohm's Law alone.
4. Can Ohm's Law be used to calculate the resistance of a component?
Ans. Yes, Ohm's Law can be used to calculate the resistance of a component if the current flowing through it and the voltage across it are known. By rearranging the formula, R = V/I, the resistance can be determined. However, it is important to note that Ohm's Law can only be directly applied to linear resistive components, and the temperature and physical conditions of the component should remain constant.
5. Are there any situations where Ohm's Law may not be accurate?
Ans. Yes, Ohm's Law may not be accurate in certain situations. For example: 1. In circuits with non-linear devices like diodes or transistors, Ohm's Law does not hold true as the relationship between voltage and current is not linear. 2. In circuits involving reactive components like capacitors and inductors, Ohm's Law is not sufficient to describe their behavior. These components introduce phase differences and have impedance, which cannot be accounted for solely by Ohm's Law. 3. At very high frequencies, the behavior of conductors and components may deviate from Ohm's Law due to various factors like skin effect and parasitic capacitance or inductance. 4. Ohm's Law assumes ideal conditions, but in real-world scenarios, factors like temperature, aging, and manufacturing tolerances can affect the accuracy of Ohm's Law predictions.
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