Two finned surfaces with long fins are identical, except that the convection heat transfer coefficient for the first finned surface is twice that of the second one. What statement below is accurate for the efficiency and effectiveness of the first finned surface relative to the second one?

A) Higher efficiency and higher effectiveness.

B) Higher efficiency but lower effectiveness.

C) Lower efficiency but higher effectiveness.

D) Lower efficiency and iower effectiveness.

E) Equal efficiency and equal effectiveness.

Question

Skyler

Engineering

11 November, 05:28

Two finned surfaces with long fins are identical, except that the convection heat transfer coefficient for the first finned surface is twice that of the second one. What statement below is accurate for the efficiency and effectiveness of the first finned surface relative to the second one?

A) Higher efficiency and higher effectiveness.

B) Higher efficiency but lower effectiveness.

C) Lower efficiency but higher effectiveness.

D) Lower efficiency and iower effectiveness.

E) Equal efficiency and equal effectiveness.

+1

Answers (1)

Know the Answer?

Porter Lucero · Answer 1

D) Lower efficiency and lower effectiveness.

Explanation:

Given;

Two finned surfaces with long fins which are identical,

with difference in the convection heat transfer coefficient,

The first finned surface has a higher convection heat transfer coefficient, but gives the same heat rate as the second, which will make it (first finned surface) to have lower efficiency and lower effectiveness than the second finned surface.

Therefore, the correct option is " (D) Lower efficiency and lower effectiveness"