Why does temperature difference between 2 bodies affect rate of heat transfer?

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SUMMARY

The rate of heat transfer between two bodies is directly influenced by the temperature difference, as described by the equation Rate of heat transfer = kA (Difference in temperature) / d. As thermal equilibrium is approached, the temperature gradient decreases, resulting in a reduced rate of heat transfer. This phenomenon can be explained through the particle nature of substances, where molecules with higher energy transfer energy to those with lower energy through collisions. The greater the temperature gradient, the more frequent and effective these energy exchanges become, enhancing the overall rate of conduction.

PREREQUISITES
  • Understanding of thermal conductivity (k) and its role in heat transfer
  • Familiarity with the concept of thermal equilibrium
  • Basic knowledge of molecular motion and energy distribution
  • Comprehension of conduction as a mode of heat transfer
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  • Study the laws of thermodynamics, particularly focusing on heat transfer principles
  • Explore the mathematical derivation of Fourier's law of heat conduction
  • Investigate the role of particle interactions in different states of matter
  • Examine real-world applications of heat transfer in engineering and material science
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Why does the different in temperature between 2 body determine the rate of heat transfer?
Why does the temperature gradient decrease as it reaches thermal equilibrium/fixed point of a substance?

Apart from using the equation Rate of heat transfer = kA (Difference in temperature) / d

How can we explain using particle nature of the substance?
 
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This is for conduction, yes?
At the molecular level, the temperature at some point in the body indicates the average energy per (motion state per) molecule. The individual molecules there will have various energies around that mean value. As they jiggle around, they bounce off neighbouring molecules. When two molecules interact so, there is an average tendency for their energies to become shared - i.e. the more energetic tends to lose some to the less energetic. The higher the temperature gradient, the more often the molecule from the hotter side will be more energetic than that from the cooler side, so the faster energy gets transferred.
 

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