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The plane wall with constant properties and no internal heat generation shown in the figure is initially at a uniform temperature Ti. Suddenly the surface at x L is heated by a fluid at To having a convection heat transfer coefficient h. The boundary at x-o is perfectly insulated

User Robbin
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Final answer:

To calculate the rate of heat transfer by convection in this problem, use the equation Q = h * A * (To - Ti), where Q is the rate of heat transfer, h is the convection heat transfer coefficient, A is the surface area of the wall, and (To - Ti) is the temperature difference between the fluid and the wall.

Step-by-step explanation:

In this question, we are dealing with convection heat transfer through a plane wall. The wall is initially at a uniform temperature, Ti, and suddenly the surface at x L is heated by a fluid at To with a convection heat transfer coefficient, h. The boundary at x=0 is perfectly insulated.

To calculate the heat transfer by convection, we need to use the equation:

Q = h * A * (To - Ti)

  • Q is the rate of heat transfer
  • h is the convection heat transfer coefficient
  • A is the surface area of the wall
  • (To - Ti) is the temperature difference between the fluid and the wall

To calculate the rate of heat transfer due to conduction, we need additional information about the specific problem described.

User CheziHoyzer
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