In a heat exchanger, it is observed that $Δ T_{1} = Δ T_{2}$ , where $Δ T_{1}$ is the temperature difference between the two single phase fluid streams at one end and $Δ T_{2}$ is the temperature difference at the other end. This heat exchanger is

a condenser

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an evaporator

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a counter flow heat exchanger

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a parallel flow heat exchanger

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Solution

The correct option is C
a counter flow heat exchanger
In a heat exchanger, it is observed that $Δ T_{1} = Δ T_{2}$ , where $Δ T_{1}$ is the temperature difference between the two single phase fluid streams at one end and $Δ T_{2}$ is the temperature difference at the other end. This heat exchanger is a counter flow heat exchanger.

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Similar questions

Δ t_{1}, Δ t_{2}

Δ t_{3}

v_{1}, v_{2}

v_{3}

△ T_{1} .

△ T_{2} .

⎡ ⎢ ⎣ \begin{matrix} 1 + α & 1 + α t & 1 + α t^{2} 1 + β & 1 + β t & 1 + β t^{2} 1 + δ & 1 + δ t & 1 + δ t^{2} \end{matrix} ⎤ ⎥ ⎦

= 150^{\circ} C

= 100^{\circ} C

= 20^{\circ} C

^{\circ} C

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