Question:

Choose the graph that best describes the variation of dielectric constant (\( \epsilon_r \)) with temperature (\( T \)) in a ferroelectric material. 
(T\(_C\) is the Curie temperature) 

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The Curie temperature marks the transition from ferroelectric to paraelectric behavior, characterized by a peak in the dielectric constant.
Updated On: Dec 29, 2025
  • \( \epsilon_r \) increases sharply and then decreases near \( T_C \).
  • \( \epsilon_r \) jumps discontinuously at \( T_C \).
  • \( \epsilon_r \) increases continuously after \( T_C \).
  • \( \epsilon_r \) decreases sharply as \( T \) increases.
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The Correct Option is A

Solution and Explanation

In ferroelectric materials, the dielectric constant \( \epsilon_r \) typically exhibits a sharp peak at the Curie temperature \( T_C \).

Step 1: As the temperature approaches \( T_C \) from below, \( \epsilon_r \) increases sharply, reaching a maximum value at \( T_C \).

Step 2: Above \( T_C \), the dielectric constant starts decreasing rapidly, indicating the loss of ferroelectric properties and transition to a paraelectric state.
This behavior is best represented by graph (A).

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