Heat Transfer

Q1: Temperature profile in steady state heat transfer is

A asymptotic

B hyperbolic

C parabolic

D linear

ANS:D - linear

The temperature profile in steady-state heat transfer depends on the boundary conditions and geometry of the system. Let's consider common scenarios:

  1. Constant Heat Flux Boundary Condition: In this case, the temperature profile is typically linear. This means that the temperature gradient (change in temperature with respect to distance) within the material is constant, resulting in a linear temperature distribution.
  2. Constant Temperature Boundary Condition: When the boundaries of the system are maintained at constant temperatures, the temperature profile within the material typically forms a parabolic shape. This is often seen in systems where heat is transferred through conduction, such as in a long rod or plate.
  3. Radial Symmetry: In some systems with radial symmetry, such as heat transfer in a cylindrical object like a pipe or a sphere, the temperature profile can be asymptotic, meaning it approaches a certain value as distance from the center increases. This asymptotic behavior is due to the heat spreading outwards from the center.
  4. Complex Geometries: For more complex geometries or boundary conditions, such as those involving multiple materials, shapes, or non-uniform boundary conditions, the temperature profile can take on various forms including hyperbolic or other shapes.
So, the answer depends on the specific scenario. However, in many common cases, the temperature profile is either linear or parabolic. Therefore, the closest option from the given choices would be: c) Parabolic



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